MARINE FENDER SYSTEMS CATALOGUE
CONTENTS INTRODUCTION
2
PIANC 2002 Rated Performance Data (RPD) Bridgestone Marine Fenders: Product Overview
QUALITY CONTROL
6
Proof of Quality Marine Fender Manufacturer versus Fender Traders
THE ACCESSORIES OF FENDER SYSTEM Frontal Frame Frontal Pad and Fixings Anchors and Frame Fixings Chain System and Chain Fixing Anchor Accessories Material Specifications
MARINE FENDER DESIGN GUIDELINES HYPER CELL FENDER (HC)
8
Hyper Cell Fender Performance (RPD & CV) Hyper Cell Fender Generic Performance Curve Hyper Cell Fender Temperature Temperature Factor Hyper Cell Fender Velocity Factor Hyper Cell Fender Dimensions Hyper Cell Fender Fixing Bolt Locations
SUPER CELL FENDER (SUC)
20
Super Cell Fender Performance (RPD & CV) Super Cell Fender Generic Performance Curve Super Cell Fender Temperature Temperature Factor Super Cell Fender Velocity Factor Super Cell Fender Dimensions Super Cell Fender Fixing Bolt Locations
DYNA ARCH FENDER (DA)
34
Dyna Arch Fender Performance (RPD & CV) Dyna Arch Fender Generic Performance Curve Dyna Arch Fender Temperature Temperature Factor Dyna Arch Fender Velocity Factor Dyna Arch Fender Dimensions Dyna Arch Fender Fixing Bolt Locations
LIGHT-DUTY DYNA ARCH FENDER (DA)
Cylindrical Fender (CY) Super Turtle Turtle Fender (ST150H / ST200H) Turtle Fender (T100H / T130H) Seal Fender (S100H / S130H) Super Arch Corner Fender (C-SA) W Fender (W230H) Wharf Head Protector (HT20H) Safety Rubber Ladder (SL150H / SL200H / SL250H)
72
Marine Fender Design Flow Chart Definitions of Vessel Parameters Berthing Energy Calculations Berthing Velocity Mass Coefficient (Cm) Eccentricity Factor (Ce) Softness coefficient (Cs) Configuration coefficient (Cc) Factor of Abnormal Berthing Multiple-Fender Contact Design by Berth Considerations Design by Vessel Considerations Frontal Frame Design Chain System Design Fixings and Anchors Design
RESEARCH, DEVELOPMENT DEVELOPME NT,, AND TESTING FACILITIES
88
Finite Element Analysis (FEA) Rubber Materials M aterials Technology Testing Facilities
MARINE FENDER VERIFICATION 48
Light-Duty Dyna Arch Fender Performance (RPD & CV) Light-Duty Dyna Arch Fender Generic Performance Curve Light-Duty Dyna Arch Fender Temperature Temperature Factor Light-Duty Dyna Arch Fender Velocity Factor Light-Duty Dyna Arch Fender Dimensions Light-Duty Dyna Arch Fender Fixing Bolt Locations
SMALL CRAFT FENDERS
64
52
92
Physical Property of Rubber Fender Performance Test Dimensional Tolerances
APPENDIX Table of Vessel Data Unit Conversion Table Precaution And Recommendations List of Reference Disclaimer
94
2 INTRODUCTION
“Serving Society with Superior Quality” Bridgestone Corporation was founded in 1931 by Shojiro Ishibashi to manufacture tyres in Japan. In 1938 Bridgestone began to apply our knowledge of rubber technology to diversified (non-tyre) products including rubber and chemical products. Today Bridgestone is the world’s largest rubber manufacturing company, operating in over 150 countries and with over 170 manufacturing facilities worldwide. Diversified products account for approximately 20% of annual sales. One of the cornerstone products for diversified products is Marine Fender. Bridgestone is proud of our supply history and reputation within the industry. All marine fenders from Bridgestone are scientifically evaluated and are subject to rigorous in-house quality control. Bridgestone is ISO9001 accredited, designs to internationally
recognized standards and guidelines including PIANC 2002, and has complete technical back-up services available. Marine fenders have been an indispensable product at various port facilities throughout the world. The demand for good and reliable quality fender systems is ever increasing. For more than 50 years, Bridgestone has played an important role to provide high quality marine fender systems to ports worldwide. With our state-of-the-art facilities and continuous investment in research and development work, Bridgestone diligently innovates and searches for the best fendering solutions. From cylindrical fenders to our advanced cell series fenders, Bridgestone prides itself for being able to bring genuine value-added technology to its clients.
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3 PIANC 2002 RATED PERFORMANCE DATA (RPD) PIANC (Permanent International Association of Navigation Congress ) Guidelines for the Design of Fender Syst ems: 2002 (PIANC 2002) introduces Rated Performance Data (RPD) with an initial compres sion velocity of 0.15m/s decreas ing to 0.005 m/s as its new fender performance basis. RPD is introduced to simulate the decreasing velocity of actual berthing conditions.
The Differences between Conventional Method and PIANC 2002 RPD
Conventional Method
PIANC 2002
Constant-Slow-Velocity Method
Decreasing Velocity Method
Compression Velocity
The large difference in compression velocity between the constant-slow-velocity and the decreasing velocity method causes a corresponding difference in the performance data of the fender. The reaction force and energy absorption of rubber, being a viscoelastic material, will be higher when it is compressed with a higher velocity. According to PIANC 2002 there are 2 ways to o btain RPD. 1) Method CV 2) Method DV Bridgestone has selected the Method CV in its fender testing program to comply with PIANC 2002. Below is an extract from page 52 of the PIANC 2002 Guidelines which describes Method CV.
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4
To obtain RPD as per PIANC 2002, a Velocity Factor must be established, as described in the above text. The Velocity Factor can be obtained by scale model tests. Bridgestone has renamed Velocity Factor to RPD Factor. This is to avoid confusion with the Velocity Factor that is used for adjusting fender performance if the berthing velocity is other than the standard 0.15m/s. Bridgestone’s RPD Factors are obtained as per the PIANC 2002 Guidelines:
RPD Factor =
Decreasing Velocity Method Performance Data (by scale model tests) Constant Slow Velocity Method Performance Data (by scale model test)
The fender performance is therefore adjusted with RPD factors. An example of the effect on the performance curve is as below.
Reaction Force Ratio of HC1000H(J3) Fender 1.2
1.0
0.8 o i t a R e c r o F 0.6 n o i t c a e R
0.4
Constant-Slow-Velocity Method Reaction Force Ratio 0.2
RPD Reaction Force Ratio
0.0 0
5
10
15
20
25
30
35
40
45
50
55
60
65
70
75
Center Deflection of Fender / %
As RPD is higher than the constant-slow-velocity method performance data, the RPD Factor is always great er than 1.0. Bridgestone has conducted multiple performance tests with various strain rates (velocity) and temperatures for establishing RPD Factors, Velocity Factors, and Temperature Factors for Bridgestone fenders. These factors are identified in the performance tables that follow.
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5 Bridgestone Marine Fenders: Product Overview Hyper Cell (HC) Typical Applications • Container Berth • Oil and Gas Berth • General Cargo Berth • Ore Berth • Ro-Ro Berth • Shipyard
Super Cell (SUC) Typical Applications • Container Berth • Oil and Gas Berth • General Cargo Berth • Ore Berth • Ro-Ro Berth • Shipyard
Dyna Arch (DA) (DA-A/ DA-B/ DA-S) Typical Applications • Container Berth • General Cargo Berth • Ro-Ro Berth • Shipyard
Light Duty Dyna Arch (DA)
Typical Applications • Fishing Port • Yacht Harbor • Barge Berth
Small Craft Fender • • • • • • • •
Cylindrical Fender Super Turtle Fender Turtle Fender Sealed Fender W Fender Wharf Head Protector Safety Rubber Ladder Super Arch Corner
Typical Applications • Fishing Port • Yacht Harbor • Barge Berth • General Cargo Berth Safety Rubber Ladder
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Cylindrical Fender
Super Arch Corner
6 QUALITY CONTROL
Bridgestone fenders are well known for their quality. Being one of the world’s largest rubber-based company, Bridgestone understands rubber better than anyone else and leverages this expertis e in rubber technology to marine fender systems. Bridgestone fenders are one of the original and most-trusted brands in the world. Equipped with world-class testing facilities and stringent testing procedures, Bridgestone fenders give you peace of mind wherever vessels bert h. High durability and excellent quality are synonymous with Bridgestone fenders. This is well supported by impressive results of durability testing on our Super Cell (SUC) and Hyper Cell (HC) fenders. We meet the rigorous requirements of PIANC. Moreover, Bridgestone fenders are made from the premium quality of rubber at ISO9001certified manufacturing plants fully owned and operated by Bridgestone. Being a market leader in fendering solutions, Bridgestone has over 50 years of proven installations and has become the fender of choice.
-SOFTCOPY VERSION-
7 Proof Of Quality 2 STAR Awarded for SHELL TAMAP The Oil & Gas industry demands equipment of the highest grade. To ensure reliability of Marine Product, Shell has adopted the Technical Accepted Manufacturers and Products (TAMAP) list which covers manufacturers of various marine equipments from around the world. In 2010, Bridgestone were invited for evaluation of their marine fenders as this item was seen as an important element for their operation. The assessments were carried out based on: 1) Product quality assurance 2) Engineering and R&D features 3) Manufacturing and quality controls 4) Warranty and after sales services. Assessment ratings are allocated as follow:
2 STAR
– Fully Accepted
1 STAR
– Partially Accepted
0 STAR
– Not Accepted
X
– Not Qualified for Evaluation
We are proud that Bridgestone has been awarded with 2 STAR for marine fender, the highest rank in the Technical Accepted Manufacturers and Products (TAMAP) by Shell. This further substantiated that Bridgestone is recognized as the pioneer manufacturer of top quality product and engineering services.
Marine Fender Manufacturer Versus Fender Traders There is a trend for some companies to move towards subcontract style of business for the supply of the rubber fender body. Hence, it is important to highlight that Bridgesto ne fenders are manufactured in Bridgestone’s 100% owned and operated fabrication plant located in Shenyang, China. This plant specializes in molded products, which includes our marine fenders, rubber tracks, and other product lines. Annual throughput exceeds 8000 tons of rubber. Bridgestone, being the manufacturer, can secure a high level of quality control in the manufacturing process. Moreover, data integrity such as rubber properties and fender testing performance can be assured.
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8 HYPER CELL FENDER (HC)
The Hyper Cell fender is the highest evolution of the original Bridgestone cell series fenders introduced in 1969. Analytically designed, Hyper Cell fenders have a very complex shape, making the energy absorption and reaction force ratio effectively higher than Super Cell fenders of the same size. Advanced materials, cutting-edge technology and advanced testing facilities play a pivotal role in the success of the Hyper Cell fender. Since 1996, Hyper Cell fenders have been in service at ports around the world. Specifically, Hyper Cell fenders are very popular at Container Terminals due to their durability and performance. Similar to Super Cell fenders, Hyper Cell fenders are typically designed with frontal frame to allow for better distribution of stress across the hull surface. 50 years of experience in fendering solutions has been incorporated into this latest generation of fenders.
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9
F e H n y d p e e r r C ( H e C l ) l
Features Of Hyper Cell Fenders • • • • • • •
High energy absorption with low reaction force Enhanced angular performance Excellent multi-directional angular performance High durability as the internal stresses are dispersed throughout the fender body High allowable static load of fenders Over 17 years of proven supply records Ease of installation
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
FEA model of Hyper Cell fender
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A p p e n d i x
10 Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance J1
HC
400H
600H
700H
800H
900H
1000H
1150H
1300H
1400H
J2-15
J2-10
J2-5
J2
J3-15
J3-10
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
RPD
116
25.5
124
27.4
131
29
139
30.6
148
32.5
156
34.4
166
36.6
CV
100
22.4
107
23.8
113
25.2
119
26.6
126
28.0
133
29.8
141
31.5
fRPD
1.156
1.139
1.160
1.150
1.163
1.151
1.167
1.151
1.170
1.161
1.174
1.156
1.178
1.163
RPD
259
85.7
276
91.3
293
97
310
103
329
109
350
116
372
123
CV
226
75.6
240
80.4
254
85.1
268
89.8
283
94.5
300
100
318
106
fRPD
1.145
1.134
1.149
1.136
1.153
1.140
1.157
1.143
1.162
1.151
1.166
1.158
1.171
1.162
RPD
351
136
374
145
398
154
421
163
446
172
476
184
506
195
CV
308
120
327
128
346
135
365
143
385
150
409
160
433
169
fRPD
1.141
1.131
1.145
1.130
1.149
1.138
1.154
1.138
1.158
1.148
1.163
1.148
1.168
1.155
RPD
457
202
488
215
518
229
549
242
580
256
619
273
658
291
CV
402
179
427
190
452
202
477
213
502
224
534
238
565
252
fRPD
1.137
1.128
1.142
1.133
1.146
1.133
1.151
1.138
1.156
1.143
1.160
1.149
1.165
1.153
RPD
577
287
615
306
654
325
693
345
733
364
782
388
832
413
CV
509
255
540
271
572
287
604
303
636
319
675
339
715
359
fRPD
1.134
1.125
1.139
1.128
1.143
1.132
1.148
1.137
1.153
1.142
1.158
1.145
1.163
1.150
RPD
710
392
758
419
806
445
855
472
904
498
964
532
1025
566
CV
628
350
667
372
706
394
746
416
785
438
834
465
883
492
fRPD
1.131
1.121
1.136
1.125
1.141
1.129
1.146
1.134
1.151
1.138
1.156
1.144
1.161
1.150
RPD
935
594
998
634
1062
675
1127
715
1194
758
1268
805
1355
860
CV
830
533
882
566
934
599
986
632
1040
666
1100
707
1170
749
fRPD
1.127
1.115
1.132
1.121
1.137
1.127
1.143
1.132
1.148
1.138
1.153
1.139
1.158
1.148
RPD
1191
856
1276
917
1351
970
1436
1031
1523
1094
1623
1165
1722
1236
CV
1060
769
1130
817
1190
865
1260
914
1330
962
1410
1020
1490
1080
fRPD
1.124
1.113
1.129
1.122
1.135
1.121
1.140
1.128
1.145
1.137
1.151
1.142
1.156
1.144
RPD
1380
1068
1478
1142
1564
1210
1661
1285
1762
1362
1873
1448
1998
1543
CV
1230
961
1310
1020
1380
1080
1460
1140
1540
1200
1630
1280
1730
1350
fRPD
1.122
1.111
1.128
1.120
1.133
1.120
1.138
1.127
1.144
1.135
1.149
1.131
1.155
1.143
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
HC J1
J2-15
J2-10
J2-5
J2
J3-15
J3-10 [Units: kNm, kN]
Note: 1. 2. 3. 4. 5.
Performance data is based on having mount height equal to 0.15 times of fender height in place on top of the fender. Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
-SOFTCOPY VERSION-
11
F e H n y d p e e r r C ( H e C l ) l
Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance J3-5
HC
400H
600H
700H
800H
900H
1000H
1150H
1300H
1400H
J3
J4-15
J4-10
J4-5
J4
HC
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
RPD
176
38.8
186
41
196
41.6
208
44.2
220
46.6
232
49.3
RPD
CV
149
33.3
157
35.0
167
35.4
177
37.5
186
39.6
196
41.6
CV
fRPD
1.182
1.166
1.186
1.173
1.173
1.175
1.177
1.180
1.181
1.178
1.184
1.185
fRPD
RPD
395
131
417
138
437
139
465
148
492
157
519
166
RPD
CV
336
112
353
118
375
119
397
127
419
134
441
141
CV
fRPD
1.175
1.166
1.180
1.167
1.166
1.171
1.171
1.166
1.174
1.170
1.178
1.174
fRPD
RPD
536
207
566
218
595
221
632
235
669
249
706
262
RPD
CV
457
178
481
188
511
190
541
201
571
212
601
223
CV
fRPD
1.172
1.162
1.177
1.162
1.164
1.164
1.168
1.169
1.172
1.173
1.175
1.177
fRPD
RPD
697
308
738
325
775
329
823
350
873
371
921
391
RPD
CV
596
266
628
280
667
283
706
300
746
317
785
333
CV
fRPD
1.170
1.157
1.175
1.162
1.162
1.164
1.166
1.166
1.170
1.169
1.173
1.175
fRPD
RPD
882
438
933
463
979
468
1041
497
1103
527
1163
556
RPD
CV
755
379
795
399
844
403
894
427
944
451
993
474
CV
fRPD
1.168
1.155
1.173
1.160
1.160
1.161
1.164
1.165
1.168
1.168
1.171
1.173
fRPD
RPD
1087
600
1149
633
1204
640
1278
679
1353
718
1439
764
RPD
CV
932
520
981
547
1040
553
1100
586
1160
618
1230
651
CV
fRPD
1.166
1.153
1.171
1.158
1.158
1.157
1.162
1.159
1.166
1.162
1.170
1.173
fRPD
RPD
1432
908
1520
9 63
1595
975
1694
1034
1793
1094
1891
1155
RPD
CV
1230
790
1300
832
1380
841
1460
891
1540
940
1620
990
CV
fRPD
1.164
1.149
1.169
1.158
1.156
1.159
1.160
1.161
1.164
1.164
1.167
1.167
fRPD
RPD
1823
1308
1937
1388
2031
1403
2165
1495
2289
1580
2412
1666
RPD
CV
1570
1140
1660
1200
1760
1220
1870
1290
1970
1360
2070
1430
CV
fRPD
1.161
1.147
1.167
1.157
1.154
1.150
1.158
1.159
1.162
1.162
1.165
1.165
fRPD
RPD
2123
1640
2239
1728
2352
1750
2499
1858
2647
1967
2794
2076
RPD
CV
1830
1430
1920
1500
2040
1520
2160
1610
2280
1700
2400
1790
CV
fRPD
1.160
1.147
1.166
1.152
1.153
1.151
1.157
1.154
1.161
1.157
1.164
1.160
fRPD
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
HC
F e S n d u p e e r r ( S C U e C l l )
400H
600H
700H
800H
J3
J4-15
J4-10
J4-5
1000H
Performance data is based on having mount height equal to 0.15 times of fender height in place on top of the fender. Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
S m a l l C r a f t F e n d e r s
1150H
1300H
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
1400H
J4 [Units: kNm, kN]
Note: 1. 2. 3. 4. 5.
D y L n i a g h A t r c D h u ( D t y A )
900H
HC J3-5
F e D n y d n e a r A ( r D c A h )
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
12 Generic Performance Curve for J1~J3 Grades Performance Ratio for HC Fender (J1 ~ J3 Grades) 110
100
90
80
) 70 % ( R , 60 e c r o F 50 n o i t c a 40 e R
) % ( E , n o 100 i t p r o s 80 b A y g r 60 e n E
30
20
40
10
CV Reaction Force
RPD Reaction Force
CV Energy Absorption
RPD Energy Absorption
20
0
0 0
5
10
15
20
25
30
35
40
45
50
55
60
Center Deflection, Ci (%)
65
70
75
[Rated Deflection at 70%]
Generic Performance Curve for J4-15 ~ J4 Grades Performance Ratio for HC Fender (J4-15 ~ J4 Grades) 110
100
90
80
) 70 % ( R , 60 e c r o F 50 n o i t c a 40 e R
) % ( E , n o 100 i t p r o s 80 b A y g r 60 e n E
30
20
40
10
CV Reaction Force
RPD Reaction Force
CV Energy Absorption
RPD Energy Absorption
20
0
0 0
5
10
15
20
25
30
35
40
45
50
55
60
Center Deflection, Ci (%)
65
70
75
[Rated Deflection at 67.5%]
Angle Factor for Rated Energy, AF for J1 ~ J3 Grades Angle (o)
0
3
5
6
7
8
10
12
15
20
Ci (%)
70.0
69.6
69.2
69.1
68.7
68.3
67.3
66.4
64.8
61.7
AF
1.000
0.997
0.995
0.995
0.992
0.988
0.973
0.957
0.929
0.872
Angle Factor for Rated Energy, AF for J4-15 ~ J4 Grades Angle (o)
0
3
5
6
7
8
10
12
15
20
Ci (%)
67.5
66.9
66.4
66.2
66.0
65.7
65.1
64.8
63.2
60.4
AF
1.000
0.992
0.986
0.984
0.983
0.980
0.972
0.965
0.932
0.870
Note: 1. Angular compression reduces fender energy performance at the rated maximum compression. 2. C i = Deflection on fender centerline. 3. The table above shows the adjustment factors of fender energy capacity at different compression angles and deflections.
-SOFTCOPY VERSION-
13
F e H n y d p e e r r C ( H e C l ) l
Temperature Factor for Rated Energy and Reaction, TF F e S n d u p e e r r ( S C U e C l l )
1.35
J1
1.30
1.25
J2 1.20
F T , r o 1.15 t c a F 1.10 e r u t a r 1.05 e p m e T 1.00
J3 F e D n y d n e a r A ( r D c A h )
J4
-15
-10
-5
0
5
10
15
20
25
30
35
40
45
50
55
0.95
Temperature (°C) 0.90
D y L n i a g h A t r c D h u ( D t y A )
0.85
Temperature (oC)
Grade -10
-5
0
5
10
15
20
23
30
35
40
45
50
J1
1.168
1.103
1.058
1.057
1.010
1.002
1.000
1.000
1.000
0.999
0.990
0.971
0.940
J2-15
1.180
1.114
1.067
1.062
1.015
1.005
1.001
1.000
0.999
0.996
0.987
0.969
0.939
J2-10
1.192
1.125
1.076
1.064
1.020
1.008
1.002
1.000
0.997
0.993
0.984
0.966
0.938
J2-5
1.205
1.136
1.085
1.071
1.025
1.011
1.003
1.000
0.995
0.990
0.981
0.964
0.937
J2
1.217
1.147
1.095
1.068
1.031
1.014
1.004
1.000
0.993
0.988
0.978
0.961
0.936
J3-15
1.230
1.158
1.104
1.066
1.036
1.017
1.005
1.000
0.991
0.985
0.975
0.959
0.934
J3-10
1.242
1.169
1.113
1.063
1.041
1.020
1.006
1.000
0.989
0.982
0.972
0.956
0.933
J3-5
1.255
1.180
1.122
1.082
1.046
1.023
1.007
1.000
0.988
0.979
0.969
0.954
0.932
J3
1.267
1.191
1.131
1.070
1.051
1.026
1.008
1.000
0.986
0.976
0.966
0.951
0.931
J4-15
1.277
1.198
1.135
1.093
1.052
1.026
1.008
1.000
0.985
0.974
0.962
0.945
0.921
J4-10
1.288
1.205
1.140
1.104
1.054
1.027
1.009
1.000
0.984
0.972
0.958
0.938
0.911
J4-5
1.298
1.212
1.144
1.094
1.055
1.028
1.009
1.000
0.983
0.970
0.954
0.932
0.900
J4
1.308
1.218
1.148
1.107
1.056
1.029
1.009
1.000
0.982
0.968
0.950
0.925
0.890
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
Velocity Factor for Rated Energy and Reaction, VF for HC1000H Fenders 1.04
1.03
1.02
1.01 F T , r o t 1.00 c a F y t i c 0.99 o l e V
0
50
100
150
200
250
Velocity (mm/s)
300
350
J1
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
0.98
J2 0.97
J3 0.96
J4 0.95
M V a e r i r n i fi e c F a e t i n o n d e r
Note: 1. Velocity Factor is depending on the fender sizes and performance grades
-SOFTCOPY VERSION-
A p p e n d i x
14 Velocity Factor For Rated Energy And Reaction For HC Fender HC400H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.955
0.983
1.000
1.013
1.025
1.033
J2-15
0.955
0.982
1.000
1.013
1.024
1.034
J2-10
0.954
0.983
1.000
1.014
1.025
1.033
J2-5
0.955
0.982
1.000
1.013
1.023
1.033
J2
0.955
0.983
1.000
1.013
1.024
1.033
J3-15
0.954
0.982
1.000
1.014
1.023
1.032
J3-10
0.954
0.983
1.000
1.013
1.024
1.033
J3-5
0.954
0.983
1.000
1.013
1.023
1.032
J3
0.954
0.982
1.000
1.013
1.024
1.032
J4-15
0.953
0.981
1.000
1.013
1.024
1.032
J4-10
0.952
0.981
1.000
1.013
1.025
1.034
J4-5
0.951
0.982
1.000
1.014
1.025
1.034
J4
0.950
0.981
1.000
1.015
1.025
1.035
HC600H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.958
0.983
1.000
1.013
1.023
1.032
J2-15
0.957
0.983
1.000
1.013
1.024
1.032
J2-10
0.957
0.983
1.000
1.013
1.023
1.032
J2-5
0.958
0.984
1.000
1.013
1.024
1.032
J2
0.957
0.983
1.000
1.013
1.023
1.032
J3-15
0.956
0.983
1.000
1.013
1.023
1.031
J3-10
0.955
0.983
1.000
1.013
1.023
1.031
J3-5
0.955
0.983
1.000
1.013
1.023
1.032
J3
0.955
0.983
1.000
1.013
1.023
1.032
J4-15
0.954
0.982
1.000
1.014
1.024
1.033
J4-10
0.953
0.982
1.000
1.013
1.024
1.033
J4-5
0.952
0.982
1.000
1.014
1.025
1.034
J4
0.951
0.981
1.000
1.014
1.025
1.035
HC700H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.958
0.984
1.000
1.012
1.023
1.032
J2-15
0.959
0.984
1.000
1.013
1.023
1.031
J2-10
0.958
0.984
1.000
1.013
1.023
1.031
J2-5
0.958
0.984
1.000
1.013
1.022
1.031
J2
0.957
0.984
1.000
1.013
1.023
1.031
J3-15
0.957
0.984
1.000
1.013
1.023
1.031
J3-10
0.956
0.983
1.000
1.013
1.023
1.031
J3-5
0.955
0.983
1.000
1.013
1.023
1.031
J3
0.955
0.983
1.000
1.013
1.024
1.032
J4-15
0.954
0.983
1.000
1.013
1.024
1.032
J4-10
0.953
0.982
1.000
1.014
1.024
1.033
J4-5
0.953
0.982
1.000
1.014
1.025
1.034
J4
0.952
0.982
1.000
1.014
1.026
1.035
-SOFTCOPY VERSION-
15
HC800H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.959
0.984
1.000
1.013
1.023
1.031
J2-15
0.959
0.984
1.000
1.012
1.022
1.031
J2-10
0.959
0.984
1.000
1.013
1.022
1.030
J2-5
0.958
0.984
1.000
1.013
1.022
1.031
J2
0.958
0.984
1.000
1.012
1.022
1.031
J3-15
0.957
0.984
1.000
1.013
1.023
1.031
J3-10
0.956
0.984
1.000
1.013
1.022
1.031
J3-5
0.956
0.983
1.000
1.013
1.023
1.031
J3
0.955
0.983
1.000
1.013
1.023
1.032
J4-15
0.955
0.982
1.000
1.013
1.023
1.032
J4-10
0.954
0.982
1.000
1.013
1.024
1.033
J4-5
0.953
0.982
1.000
1.014
1.024
1.033
J4
0.952
0.982
1.000
1.014
1.025
1.034
HC900H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.960
0.984
1.000
1.012
1.022
1.030
J2-15
0.959
0.984
1.000
1.012
1.022
1.030
J2-10
0.960
0.985
1.000
1.013
1.022
1.030
J2-5
0.959
0.985
1.000
1.013
1.022
1.030
J2
0.958
0.984
1.000
1.013
1.022
1.030
J3-15
0.958
0.984
1.000
1.013
1.022
1.030
J3-10
0.957
0.984
1.000
1.013
1.023
1.031
J3-5
0.956
0.983
1.000
1.013
1.023
1.031
J3
0.955
0.983
1.000
1.013
1.023
1.031
J4-15
0.955
0.983
1.000
1.013
1.023
1.032
J4-10
0.954
0.982
1.000
1.013
1.024
1.033
J4-5
0.954
0.982
1.000
1.013
1.024
1.033
J4
0.953
0.982
1.000
1.014
1.025
1.034
F e H n y d p e e r r C ( H e C l ) l
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
HC1000H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.961
0.985
1.000
1.012
1.022
1.030
J2-15
0.960
0.985
1.000
1.012
1.022
1.030
J2-10
0.960
0.984
1.000
1.012
1.022
1.029
J2-5
0.960
0.984
1.000
1.012
1.022
1.030
J2
0.959
0.984
1.000
1.012
1.022
1.030
J3-15
0.958
0.984
1.000
1.012
1.022
1.030
J3-10
0.957
0.984
1.000
1.012
1.022
1.030
J3-5
0.957
0.984
1.000
1.013
1.022
1.030
J3
0.956
0.984
1.000
1.013
1.023
1.031
J4-15
0.956
0.983
1.000
1.013
1.024
1.032
J4-10
0.955
0.982
1.000
1.014
1.024
1.032
J4-5
0.954
0.983
1.000
1.014
1.024
1.033
J4
0.953
0.982
1.000
1.014
1.024
1.033
-SOFTCOPY VERSION-
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
16
HC1150H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.962
0.985
1.000
1.012
1.022
1.029
J2-15
0.961
0.985
1.000
1.012
1.022
1.029
J2-10
0.960
0.985
1.000
1.012
1.021
1.029
J2-5
0.960
0.985
1.000
1.012
1.022
1.029
J2
0.959
0.984
1.000
1.012
1.022
1.029
J3-15
0.958
0.984
1.000
1.012
1.022
1.030
J3-10
0.958
0.984
1.000
1.013
1.022
1.030
J3-5
0.957
0.984
1.000
1.012
1.022
1.031
J3
0.957
0.984
1.000
1.013
1.023
1.031
J4-15
0.956
0.983
1.000
1.013
1.023
1.031
J4-10
0.955
0.983
1.000
1.013
1.024
1.032
J4-5
0.955
0.983
1.000
1.013
1.024
1.033
J4
0.953
0.982
1.000
1.014
1.024
1.033
HC1300H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.963
0.985
1.000
1.012
1.021
1.029
J2-15
0.962
0.985
1.000
1.012
1.021
1.029
J2-10
0.961
0.985
1.000
1.012
1.021
1.029
J2-5
0.961
0.985
1.000
1.012
1.022
1.029
J2
0.960
0.984
1.000
1.012
1.021
1.029
J3-15
0.959
0.984
1.000
1.012
1.021
1.029
J3-10
0.959
0.984
1.000
1.012
1.022
1.030
J3-5
0.958
0.984
1.000
1.013
1.022
1.030
J3
0.957
0.984
1.000
1.012
1.022
1.031
J4-15
0.956
0.983
1.000
1.013
1.023
1.031
J4-10
0.956
0.983
1.000
1.013
1.023
1.032
J4-5
0.955
0.982
1.000
1.013
1.024
1.032
J4
0.954
0.982
1.000
1.014
1.024
1.033
HC1400H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
J1
0.963
0.986
1.000
1.012
1.021
1.029
J2-15
0.962
0.985
1.000
1.011
1.021
1.029
J2-10
0.961
0.985
1.000
1.012
1.021
1.028
J2-5
0.961
0.985
1.000
1.012
1.021
1.029
J2
0.960
0.985
1.000
1.012
1.021
1.029
J3-15
0.959
0.985
1.000
1.012
1.022
1.029
J3-10
0.959
0.984
1.000
1.012
1.022
1.030
J3-5
0.958
0.984
1.000
1.012
1.022
1.030
J3
0.957
0.984
1.000
1.012
1.022
1.030
J4-15
0.956
0.983
1.000
1.012
1.023
1.031
J4-10
0.956
0.983
1.000
1.013
1.023
1.032
J4-5
0.955
0.983
1.000
1.013
1.023
1.032
J4
0.954
0.983
1.000
1.013
1.024
1.033
-SOFTCOPY VERSION-
17
F e H n y d p e e r r C ( H e C l ) l
Hyper Cell Fender Dimensions F e S n d u p e e r r ( S C U e C l l )
Detail View
6 - Ød2 6 - Md1
T
t 2
1
A . D Ø D Ø . C . P
A Ø . D D . Ø C . P
F e D n y d n e a r A ( r D c A h )
2
1
D y L n i a g h A t r c D h u ( D t y A )
Detail View
H
Note: 1. 2. 3. 4.
Md1 (performance grade dependent)
d2 (performance grade dependent)
Fender Size
H
HC400H
400
340
640
260
560
HC600H
600
510
900
390
810
M24
M24
30
HC700H
700
595
1050
455
945
M24
M24
HC800H
800
680
1200
520
1080
M27
HC900H
900
765
1350
585
1215
HC1000H
1000
850
1500
650
HC1150H
1150
977.5
1725
HC1300H
1300
1105
HC1400H
1400
1190
D1
D2
A 1
A 2
T
t
4 (6)*
21
21
30
6
27
21
30
30
6
31.5
25
M27
35
35
6
36
27
M27
M30
35
38
6
40.5
30
1350
M30
M36
38
44
6
45
33
750
1550
M36
M42
44
50
6
51.8
36
1950
845
1755
M36
M42
46
52
8
58.5
39
2100
910
1890
M36
M42
46
52
8
63
39
J1
J2
J3
J4
HC400H
72
HC600H
221
HC700H
349
HC800H
520
HC900H
754
HC1000H
1033
HC1150H
1562
HC1300H
2223
HC1400H
2724
J3 J4 28
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
Fender Body Approximate Mass Approximate Mass (kg)
J2
M16
*HC400H fender has a combination of 4-M22 and 6-M16 for fender fixings and frame fixings respectively. Md 1 = fender frame bolt size d 2 = diameter of fender fixing bolt hole in fender body All units in mm unless otherwise stated.
Fender Size
J1
N
S m a l l C r a f t F e n d e r s
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
18 Hyper Cell Fender Fixing Bolt Locations CASE - 1
CASE - 2 6 - Md
6 - Md
A Ø . D . C . P
A Ø . D . C P.
1 P
P2
2 P
P1
For HC1300H & HC1400H Only CASE - 1
CASE - 2
8 - Md
8 - Md
A Ø D . C P .
A Ø D . C P .
P2
Fender Size
P1
Md (performance grade dependant) J1
J2
J3
N
A
P1
P2
J4
HC400H
M22
4
560
396
396
HC600H
M24
6
810
405
701
HC700H
M24
6
945
473
818
HC800H
M27
6
1080
540
935
HC900H
M27
M30
6
1215
608
1052
HC1000H
M30
M36
6
1350
675
1169
HC1150H
M36
M42
6
1550
775
1342
HC1300H
M36
M42
8
1755
672
1241
HC1400H
M36
M42
8
1890
723
1336
Note: 1. All units are in mm unless otherwise stated. 2. Case 2 bolt pattern requires less concrete height if compared to case 1 bolt pattern. Case 1 bolt pattern requires less concrete width if compared to case 2 bolt pattern. 3. Md = fender fixing bolt size
-SOFTCOPY VERSION-
Hyper Cell Fender
-SOFTCOPY VERSION-
20 SUPER CELL FENDER (SUC)
Originating from the cell series fenders first introduced in 1969, Bridgestone Super Cell fenders have stood the test of time. Thousands of Super Cell fenders have been in service at ports in more than 50 countries, greatly contributing to the economical design of marine facilities. From the smallest SUC400H to the world’s largest fender the SUC3000H, Super Cell fenders meet almost all fendering needs at ports around the world. Bridgestone Super Cell fenders are unique, having a high energy absorption to reaction force ratio as one of its salient features. They are cylindrical in shape with two steel mounting plates firmly bonded to both ends of the main rubber column during vulcanization. The fender performance is developed by compression and column buckling. Super Cell fenders are typically fitted with frontal frame to obtain a wide contact area on contact with the vessel, thus reducing pressure against the vessel hull as much as required.
-SOFTCOPY VERSION-
21
F e H n y d p e e r r C ( H e C l ) l
Features Of Super Cell Fenders • • • • • •
High energy absorption with low reaction force Excellent multi-directional angular performance High durability as the internal stresses are dispersed throughout the fender body Wide range of sizes (Up to SUC3000H) 50 years of proven supply records Ease of installation
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
22 Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance R1 SUC
400H
500H
630H
800H
1000H
1150H
1250H
1450H
1600H
1700H
2000H
2250H
2500H
3000H
R1+10
R0-10
R0
R0+10
RH-10
RH
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
RPD
65.9
11.3
72.7
12.5
74.3
12.8
82.9
14.3
91.5
15.7
97.5
16.8
109
18.7
CV
55.9
9.8
61.5
10.8
62.8
11.1
69.8
12.3
76.8
13.5
81.7
14.3
90.8
15.9
fRPD
1.179
1.158
1.182
1.159
1.183
1.152
1.187
1.159
1.191
1.166
1.194
1.174
1.200
1.178
RPD
102
22.1
113
24.3
116
24.9
129
27.7
142
30.6
152
32.8
170
36.5
CV
87.3
19.2
96
21.1
98.1
21.5
109
23.9
120
26.3
128
28.1
142
31.2
fRPD
1.174
1.149
1.178
1.153
1.178
1.157
1.183
1.161
1.187
1.165
1.190
1.166
1.196
1.171
RPD
161
43.8
178
48.4
184
50
205
55.6
226
61.3
241
65.3
269
73
CV
138
38.2
152
42
157
43.3
174
48.1
191
52.9
203
56.3
226
62.5
fRPD
1.169
1.146
1.173
1.152
1.174
1.155
1.178
1.156
1.183
1.158
1.186
1.160
1.192
1.168
RPD
261
89.9
287
99
295
102
329
113
363
125
387
133
431
148
CV
224
78.7
246
86.6
252
88.5
280
98.3
308
108
327
114
363
127
fRPD
1.164
1.142
1.168
1.143
1.169
1.147
1.174
1.152
1.178
1.158
1.182
1.168
1.188
1.169
RPD
404
174
447
193
457
197
511
220
565
243
602
259
673
290
CV
349
153
384
16 8
393
173
437
192
481
211
511
224
568
249
fRPD
1.159
1.140
1.163
1.146
1.164
1.140
1.169
1.147
1.174
1.153
1.178
1.157
1.184
1.163
RPD
534
265
589
292
604
299
674
334
745
369
793
393
887
439
CV
462
233
508
25 6
520
263
578
292
636
321
675
341
750
379
fRPD
1.156
1.137
1.160
1.141
1.161
1.138
1.166
1.144
1.172
1.150
1.175
1.152
1.182
1.158
RPD
629
339
695
375
712
384
795
428
878
473
937
504
1047
563
CV
545
299
600
32 9
614
337
682
374
750
411
798
438
887
487
fRPD
1.154
1.134
1.158
1.139
1.159
1.138
1.165
1.144
1.170
1.150
1.174
1.151
1.180
1.157
RPD
845
528
932
583
955
598
1067
667
1179
736
1265
790
1414
882
CV
734
467
807
514
826
526
918
584
1010
642
1080
688
1200
764
fRPD
1.151
1.131
1.155
1.134
1.156
1.136
1.162
1.142
1.167
1.147
1.171
1.148
1.178
1.155
RPD
1026
709
1133
782
1166
804
1299
896
1433
988
1531
1056
1705
1175
CV
894
628
983
691
1010
708
1120
787
1230
866
1310
918
1450
1020
fRPD
1.148
1.129
1.153
1.132
1.154
1.136
1.160
1.139
1.165
1.141
1.169
1.150
1.176
1.152
RPD
1158
850
1279
938
1314
964
1472
1079
1630
1194
1729
1266
1927
1410
CV
1010
754
1110
829
1140
853
1270
948
1400
1040
1480
1100
1640
1220
fRPD
1.147
1.127
1.152
1.131
1.153
1.130
1.159
1.138
1.164
1.148
1.168
1.151
1.175
1.156
RPD
1590
1373
1756
1517
1817
1568
2021
1745
2241
1932
2377
2048
2660
2292
CV
1390
1220
1530
1340
1580
1390
1750
1540
1930
1690
2040
1790
2270
1990
fRPD
1.144
1.125
1.148
1.132
1.150
1.128
1.155
1.133
1.161
1.143
1.165
1.144
1.172
1.152
RPD
2385
2318
2636
2561
2535
2461
2825
2742
3127
3035
3335
3235
3729
3616
CV
2090
2060
2300
2270
2210
2180
2450
2420
2700
2660
2870
2840
3190
3150
fRPD
1.141
1.125
1.146
1.128
1.147
1.129
1.153
1.133
1.158
1.141
1.162
1.139
1.169
1.148
RPD
2927
3161
3238
3494
3126
3372
3488
3763
3849
4154
4106
4427
4586
4944
CV
2570
2820
2830
3100
2730
3000
3030
3330
3330
3660
3540
3880
3930
4310
fRPD
1.139
1.121
1.144
1.127
1.145
1.124
1.151
1.130
1.156
1.135
1.160
1.141
1.167
1.147
RPD
4211
5457
4651
6026
4484
5812
5012
6492
5546
7178
5901
7634
6600
8531
CV
3710
4890
4080
5380
3930
5180
4370
5750
4810
6330
5100
6720
5670
7470
fRPD
1.135
1.116
1.140
1.120
1.141
1.122
1.147
1.129
1.153
1.134
1.157
1.136
1.164
1.142
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
SUC R1 Note: 1. 2. 3. 4.
R1+10
R0-10
R0
R0+10
RH-10
RH [Units: kNm, kN]
Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
-SOFTCOPY VERSION-
23
F e H n y d p e e r r C ( H e C l ) l
Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance RH+10 SUC
400H
500H
630H
800H
1000H
1150H
1250H
1450H
1600H
1700H
2000H
2250H
2500H
3000H
RS-10
RS
RS+10
RE-10
RE SUC
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
RPD
121
20.7
114
19.5
127
21.8
145
24.8
129
22.1
148
25.4
RPD
CV
100
17.5
94.5
16.6
105
18.4
116
20.2
106
18.6
118
20.7
CV
fRPD
1.206
1.184
1.202
1.177
1.209
1.186
1.248
1.227
1.214
1.189
1.258
1.227
fRPD
RPD
188
40.3
177
38.1
198
42.5
224
47.9
201
43.1
231
49.3
RPD
CV
156
34.3
148
32.4
164
36
180
39.6
166
36.4
184
40.4
CV
fRPD
1.202
1.175
1.199
1.177
1.205
1.180
1.243
1.210
1.211
1.183
1.253
1.221
fRPD
RPD
298
80.8
280
75.8
312
84.6
354
95.6
317
85.8
364
98.2
RPD
CV
249
68.8
234
64.7
260
71.9
286
79.1
263
72.7
292
80.8
CV
fRPD
1.198
1.175
1.195
1.171
1.201
1.177
1.238
1.208
1.206
1.180
1.247
1.215
fRPD
RPD
476
164
449
154
502
173
568
195
511
175
586
201
RPD
CV
399
140
377
132
419
147
461
162
425
149
472
166
CV
fRPD
1.194
1.171
1.190
1.170
1.197
1.174
1.232
1.202
1.202
1.175
1.242
1.209
fRPD
RPD
744
320
700
301
781
336
885
379
795
343
912
391
RPD
CV
625
274
590
259
655
288
721
317
664
292
738
324
CV
fRPD
1.19
1.168
1.186
1.163
1.193
1.167
1.227
1.196
1.198
1.173
1.236
1.206
fRPD
RPD
979
485
922
457
1031
510
1166
575
1049
519
1203
593
RPD
CV
825
417
779
393
866
437
953
481
878
444
976
493
CV
fRPD
1.187
1.163
1.184
1.162
1.191
1.167
1.224
1.196
1.195
1.170
1.233
1.202
fRPD
RPD
1158
623
1085
584
1213
652
1369
734
1242
667
1428
764
RPD
CV
976
536
918
504
1020
560
1120
616
1040
573
1160
637
CV
fRPD
1.186
1.162
1.182
1.159
1.189
1.165
1.222
1.191
1.194
1.164
1.231
1.200
fRPD
RPD
1562
974
1451
906
1625
1014
1839
1144
1667
1039
1902
1181
RPD
CV
1320
840
1230
785
1370
872
1510
959
1400
888
1550
987
CV
fRPD
1.183
1.160
1.180
1.154
1.186
1.163
1.218
1.193
1.191
1.170
1.227
1.197
fRPD
RPD
1890
1301
1779
1225
1989
1370
2250
1544
2021
1391
2313
1587
RPD
CV
1600
1120
1510
1060
1680
1180
1850
1300
1700
1200
1890
1330
CV
fRPD
1.181
1.162
1.178
1.156
1.184
1.161
1.216
1.188
1.189
1.159
1.224
1.193
fRPD
RPD
2124
1554
2001
1464
2236
1637
2527
1843
2281
1667
2605
1898
RPD
CV
1800
1340
1700
1270
1890
1410
2080
1550
1920
1430
2130
1590
CV
fRPD
1.180
1.160
1.177
1.153
1.183
1.161
1.215
1.189
1.188
1.166
1.223
1.194
fRPD
RPD
2943
2534
2771
2387
3092
2663
3488
2993
3149
2712
3596
3085
RPD
CV
2500
2190
2360
2070
2620
2300
2880
2530
2660
2330
2950
2590
CV
fRPD
1.177
1.157
1.174
1.153
1.180
1.158
1.211
1.183
1.184
1.164
1.219
1.191
fRPD
RPD
4124
3997
3876
3757
4335
4200
4892
4724
4421
4280
5046
4871
RPD
CV
3510
3470
3310
3270
3680
3630
4050
3990
3740
3690
4150
4100
CV
fRPD
1.175
1.152
1.171
1.149
1.178
1.157
1.208
1.184
1.182
1.160
1.216
1.188
fRPD
RPD
5067
5456
4781
5152
5339
5747
6013
6455
5440
5854
6211
6660
RPD
CV
4320
4740
4090
4480
4540
4980
4990
5480
4610
5060
5120
5620
CV
fRPD
1.173
1.151
1.169
1.150
1.176
1.154
1.205
1.178
1.180
1.157
1.213
1.185
fRPD
RPD
-
-
-
-
-
-
-
-
-
-
-
-
RPD
CV
-
-
-
-
-
-
-
-
-
-
-
-
CV
fRPD
-
-
-
-
-
-
-
-
-
-
-
-
fRPD
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
Rr
Er
SUC
400H
500H
F e D n y d n e a r A ( r D c A h )
630H
800H
D y L n i a g h A t r c D h u ( D t y A )
1000H
1150H
S m a l l C r a f t F e n d e r s
1250H
1450H
1600H
1700H
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
2000H
2250H
2500H
3000H
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
SUC RH+10
Note: 1. 2. 3. 4.
F e S n d u p e e r r ( S C U e C l l )
RS-10
RS
RS+10
RE-10
RE [Units: kNm, kN]
Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
-SOFTCOPY VERSION-
A p p e n d i x
24 Generic Performance Curve Performance Ratio for SUC Fender 110
100
90
80
) % ( 70 R , e c r 60 o F n o i t 50 c a e R
) % ( E , n 100 i o t p r o s 80 b A y g r 60 e n E
40
30
20
40
10
CV Reaction Force
RPD Reaction Force
CV Energy Absorption
RPD Energy Absorption
20
0 0
5
10
15
20
25
30
35
40
45
Center Deflection, C i (%)
50
55
[Rated Deflection at 52.5%]
Angle Factor for Rated Energy, AF Angle (o)
0
3
5
6
7
8
10
12
15
20
Ci (%)
52.5
51.9
51.3
50.8
50.3
49.8
48.8
47.4
45.5
41.3
AF
1.000
0.977
0.950
0.936
0.922
0.910
0.883
0.880
0.801
0.652
Note: 1. Angular compression reduces fender energy performance at the rated maximum compression. 2. C i = Deflection on fender centerline.
FEA Model of Super Cell fender
-SOFTCOPY VERSION-
25
F e H n y d p e e r r C ( H e C l ) l
Temperature Factor for Rated Energy and Reaction, TF F e S n d u p e e r r ( S C U e C l l )
1.45
1.35
R1 1.30
R0 1.25
RH 1.20
F T , 1.15 r o t c a F 1.10 e r u t a r e 1.05 p m e T 1.00
F e D n y d n e a r A ( r D c A h )
RS RE
-15
-10
-5
0
5
10
15
20
25
30
35
40
45
50
55
0.95
D y L n i a g h A t r c D h u ( D t y A )
Temperature (°C) 0.90
0.85
Grade
Temperature (°C) -10
-5
0
5
10
15
20
23
30
35
40
45
50
R1
1.217
1.147
1.095
1.057
1.031
1.014
1.004
1.000
0.993
0.988
0.978
0.961
0.936
R1+10
1.227
1.156
1.102
1.062
1.035
1.016
1.005
1.000
0.992
0.985
0.976
0.959
0.935
R0-10
1.230
1.158
1.104
1.064
1.036
1.017
1.005
1.000
0.992
0.985
0.975
0.959
0.935
R0
1.242
1.169
1.113
1.071
1.041
1.020
1.006
1.000
0.990
0.982
0.972
0.956
0.933
R0+10
1.241
1.167
1.110
1.068
1.039
1.019
1.006
1.000
0.990
0.983
0.972
0.956
0.930
RH-10
1.240
1.165
1.108
1.066
1.037
1.018
1.005
1.000
0.991
0.983
0.973
0.955
0.929
RH
1.238
1.162
1.104
1.063
1.034
1.016
1.005
1.000
0.992
0.985
0.973
0.954
0.925
RH+10
1.277
1.194
1.130
1.082
1.048
1.024
1.007
1.000
0.986
0.975
0.961
0.940
0.909
RS-10
1.253
1.174
1.114
1.070
1.040
1.019
1.006
1.000
0.990
0.981
0.968
0.949
0.919
RS
1.298
1.212
1.144
1.093
1.055
1.028
1.009
1.000
0.983
0.970
0.954
0.932
0.900
RS+10
1.364
1.252
1.167
1.104
1.059
1.029
1.009
1.000
0.984
0.970
0.951
0.923
0.881
RE-10
1.307
1.217
1.147
1.094
1.056
1.028
1.009
1.000
0.983
0.970
0.954
0.931
0.897
RE
1.381
1.263
1.173
1.107
1.061
1.029
1.009
1.000
0.984
0.970
0.951
0.921
0.876
Velocity Factor for Rated Energy and Reaction, VF for SUC2000H Fenders
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
1.04
1.03
1.02
1.01 F T , r 1.00 o t c a F 0.99 y t i c o l e 0.98 V
0
50
100
150
200
250
300
350
Velocity (mm/s)
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
R1
0.97
R0
0.96
RH RS
0.95
RE
M V a e r i r n i fi e c F a e t i n o n d e r
0.94
Note: 1. Velocity Factor is depending on the fender sizes and performance grades.
-SOFTCOPY VERSION-
A p p e n d i x
26 Velocity Factor For Rated Energy And Reaction For SUC Fender SUC400H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.953
0.985
1.000
1.014
1.023
1.032
R1+10
0.956
0.983
1.000
1.015
1.024
1.032
R0-10
0.953
0.983
1.000
1.016
1.024
1.033
R0
0.953
0.982
1.000
1.012
1.025
1.032
R0+10
0.953
0.984
1.000
1.012
1.024
1.032
RH-10
0.952
0.983
1.000
1.014
1.025
1.032
RH
0.954
0.982
1.000
1.014
1.025
1.032
RH+10
0.950
0.988
1.000
1.014
1.025
1.034
RS-10
0.951
0.982
1.000
1.014
1.025
1.034
RS
0.951
0.981
1.000
1.014
1.026
1.036
RS+10
0.942
0.977
1.000
1.017
1.030
1.042
RE-10
0.951
0.980
1.000
1.016
1.026
1.036
RE
0.940
0.976
1.000
1.017
1.032
1.042
SUC500H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.955
0.984
1.000
1.013
1.024
1.034
R1+10
0.956
0.982
1.000
1.012
1.024
1.033
R0-10
0.956
0.984
1.000
1.013
1.023
1.033
R0
0.954
0.983
1.000
1.013
1.024
1.032
R0+10
0.955
0.982
1.000
1.013
1.025
1.032
RH-10
0.954
0.983
1.000
1.014
1.024
1.033
RH
0.954
0.983
1.000
1.014
1.024
1.033
RH+10
0.952
0.982
1.000
1.013
1.026
1.034
RS-10
0.953
0.981
1.000
1.013
1.026
1.034
RS
0.950
0.982
1.000
1.014
1.025
1.034
RS+10
0.942
0.978
1.000
1.017
1.030
1.040
RE-10
0.950
0.980
1.000
1.014
1.025
1.035
RE
0.941
0.977
1.000
1.017
1.031
1.042
SUC630H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.956
0.984
1.000
1.013
1.023
1.032
R1+10
0.956
0.983
1.000
1.013
1.023
1.031
R0-10
0.956
0.983
1.000
1.013
1.023
1.031
R0
0.956
0.984
1.000
1.013
1.024
1.032
R0+10
0.955
0.983
1.000
1.013
1.024
1.033
RH-10
0.954
0.983
1.000
1.013
1.024
1.032
RH
0.954
0.982
1.000
1.014
1.024
1.033
RH+10
0.953
0.982
1.000
1.014
1.024
1.033
RS-10
0.953
0.983
1.000
1.013
1.024
1.033
RS
0.952
0.982
1.000
1.014
1.025
1.035
RS+10
0.943
0.978
1.000
1.016
1.029
1.040
RE-10
0.951
0.981
1.000
1.015
1.025
1.035
RE
0.942
0.978
1.000
1.018
1.031
1.042
-SOFTCOPY VERSION-
27
SUC800H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.957
0.984
1.000
1.013
1.022
1.031
R1+10
0.957
0.984
1.000
1.012
1.023
1.031
R0-10
0.957
0.983
1.000
1.013
1.023
1.031
R0
0.956
0.983
1.000
1.012
1.023
1.031
R0+10
0.956
0.983
1.000
1.013
1.023
1.032
RH-10
0.955
0.982
1.000
1.013
1.023
1.031
RH
0.955
0.983
1.000
1.014
1.024
1.032
RH+10
0.953
0.982
1.000
1.014
1.025
1.033
RS-10
0.954
0.983
1.000
1.014
1.024
1.033
RS
0.953
0.982
1.000
1.014
1.024
1.034
RS+10
0.945
0.979
1.000
1.017
1.029
1.040
RE-10
0.951
0.982
1.000
1.014
1.025
1.034
RE
0.942
0.978
1.000
1.017
1.030
1.041
SUC1000H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.958
0.984
1.000
1.012
1.022
1.030
R1+10
0.958
0.984
1.000
1.013
1.022
1.030
R0-10
0.958
0.984
1.000
1.013
1.022
1.030
R0
0.957
0.984
1.000
1.013
1.022
1.031
R0+10
0.957
0.984
1.000
1.013
1.022
1.031
RH-10
0.956
0.983
1.000
1.013
1.023
1.031
RH
0.955
0.983
1.000
1.013
1.023
1.032
RH+10
0.095
0.982
1.000
1.014
1.024
1.032
RS-10
0.955
0.983
1.000
1.014
1.024
1.032
RS
0.953
0.982
1.000
1.014
1.025
1.033
RS+10
0.945
0.979
1.000
1.016
1.029
1.039
RE-10
0.952
0.982
1.000
1.014
1.025
1.034
RE
0.943
0.978
1.000
1.017
1.030
1.041
F e H n y d p e e r r C ( H e C l ) l
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
SUC1150H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.959
0.984
1.000
1.012
1.022
1.029
R1+10
0.959
0.984
1.000
1.012
1.022
1.030
R0-10
0.959
0.984
1.000
1.013
1.022
1.030
R0
0.958
0.984
1.000
1.013
1.023
1.031
R0+10
0.957
0.983
1.000
1.012
1.023
1.031
RH-10
0.957
0.984
1.000
1.013
1.023
1.031
RH
0.955
0.983
1.000
1.013
1.023
1.032
RH+10
0.954
0.982
1.000
1.013
1.024
1.033
RS-10
0.955
0.983
1.000
1.013
1.023
1.032
RS
0.953
0.982
1.000
1.013
1.024
1.033
RS+10
0.946
0.979
1.000
1.016
1.028
1.038
RE-10
0.953
0.982
1.000
1.014
1.025
1.034
RE
0.944
0.978
1.000
1.016
1.030
1.040
-SOFTCOPY VERSION-
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
28
SUC1250H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.959
0.984
1.000
1.012
1.022
1.030
R1+10
0.959
0.984
1.000
1.012
1.022
1.030
R0-10
0.959
0.985
1.000
1.013
1.022
1.030
R0
0.958
0.984
1.000
1.012
1.022
1.031
R0+10
0.957
0.984
1.000
1.013
1.022
1.031
RH-10
0.956
0.983
1.000
1.012
1.023
1.031
RH
0.956
0.983
1.000
1.013
1.023
1.031
RH+10
0.954
0.982
1.000
1.013
1.024
1.032
RS-10
0.955
0.983
1.000
1.013
1.023
1.032
RS
0.954
0.982
1.000
1.014
1.024
1.032
RS+10
0.946
0.979
1.000
1.016
1.028
1.380
RE-10
0.952
0.982
1.000
1.014
1.025
1.033
RE
0.944
0.978
1.000
1.016
1.030
1.040
SUC1450H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.960
0.984
1.000
1.012
1.022
1.029
R1+10
0.960
0.985
1.000
1.012
1.022
1.030
R0-10
0.959
0.984
1.000
1.012
1.021
1.030
R0
0.959
0.984
1.000
1.012
1.022
1.030
R0+10
0.958
0.984
1.000
1.013
1.023
1.031
RH-10
0.957
0.984
1.000
1.013
1.023
1.031
RH
0.956
0.983
1.000
1.013
1.023
1.031
RH+10
0.955
0.983
1.000
1.013
1.024
1.032
RS-10
0.955
0.983
1.000
1.013
1.023
1.032
RS
0.954
0.983
1.000
1.014
1.024
1.032
RS+10
0.947
0.980
1.000
1.016
1.028
1.038
RE-10
0.953
0.982
1.000
1.014
1.025
1.034
RE
0.945
0.979
1.000
1.016
1.029
1.040
SUC1600H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.961
0.985
1.000
1.012
1.021
1.029
R1+10
0.960
0.985
1.000
1.012
1.022
1.029
R0-10
0.960
0.985
1.000
1.012
1.022
1.030
R0
0.959
0.984
1.000
1.012
1.022
1.029
R0+10
0.958
0.984
1.000
1.013
1.023
1.030
RH-10
0.957
0.984
1.000
1.012
1.023
1.030
RH
0.956
0.983
1.000
1.013
1.023
1.031
RH+10
0.956
0.983
1.000
1.013
1.024
1.032
RS-10
0.956
0.983
1.000
1.013
1.023
1.031
RS
0.955
0.983
1.000
1.014
1.024
1.032
RS+10
0.947
0.980
1.000
1.016
1.028
1.038
RE-10
0.953
0.982
1.000
1.014
1.024
1.033
RE
0.945
0.979
1.000
1.017
1.029
1.040
-SOFTCOPY VERSION-
29
SUC1700H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.961
0.985
1.000
1.012
1.022
1.029
R1+10
0.960
0.985
1.000
1.012
1.021
1.029
R0-10
0.960
0.985
1.000
1.012
1.022
1.029
R0
0.959
0.984
1.000
1.012
1.022
1.029
R0+10
0.958
0.984
1.000
1.012
1.022
1.030
RH-10
0.958
0.984
1.000
1.012
1.022
1.030
RH
0.956
0.983
1.000
1.013
1.023
1.031
RH+10
0.956
0.983
1.000
1.013
1.024
1.032
RS-10
0.956
0.983
1.000
1.013
1.023
1.031
RS
0.955
0.982
1.000
1.013
1.023
1.032
RS+10
0.947
0.979
1.000
1.015
1.028
1.037
RE-10
0.953
0.982
1.000
1.013
1.024
1.033
RE
0.945
0.979
1.000
1.016
1.029
1.039
SUC2000H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.961
0.985
1.000
1.011
1.021
1.028
R1+10
0.961
0.985
1.000
1.012
1.021
1.029
R0-10
0.960
0.985
1.000
1.011
1.021
1.028
R0
0.960
0.985
1.000
1.012
1.021
1.029
R0+10
0.959
0.984
1.000
1.012
1.022
1.030
RH-10
0.958
0.984
1.000
1.012
1.022
1.030
RH
0.957
0.983
1.000
1.012
1.022
1.030
RH+10
0.956
0.983
1.000
1.013
1.023
1.032
RS-10
0.957
0.983
1.000
1.013
1.023
1.031
RS
0.955
0.983
1.000
1.013
1.023
1.032
RS+10
0.948
0.980
1.000
1.015
1.027
1.037
RE-10
0.954
0.982
1.000
1.014
1.024
1.033
RE
0.946
0.979
1.000
1.016
1.028
1.038
F e H n y d p e e r r C ( H e C l ) l
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
SUC2250H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.962
0.985
1.000
1.012
1.020
1.028
R1+10
0.961
0.985
1.000
1.012
1.021
1.028
R0-10
0.961
0.985
1.000
1.012
1.021
1.029
R0
0.960
0.985
1.000
1.012
1.021
1.029
R0+10
0.960
0.985
1.000
1.031
1.022
1.029
RH-10
0.959
0.985
1.000
1.013
1.022
1.030
RH
0.958
0.984
1.000
1.013
1.023
1.030
RH+10
0.956
0.983
1.000
1.013
1.023
1.031
RS-10
0.958
0.984
1.000
1.013
1.023
1.031
RS
0.956
0.983
1.000
1.013
1.023
1.032
RS+10
0.948
0.980
1.000
1.015
1.027
1.037
RE-10
0.955
0.983
1.000
1.013
1.024
1.033
RE
0.946
0.979
1.000
1.016
1.028
1.038
-SOFTCOPY VERSION-
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
30
SUC2500H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.962
0.985
1.000
1.011
1.020
1.027
R1+10
0.961
0.985
1.000
1.011
1.021
1.028
R0-10
0.961
0.985
1.000
1.012
1.021
1.028
R0
0.961
0.985
1.000
1.012
1.021
1.028
R0+10
0.960
0.984
1.000
1.012
1.021
1.029
RH-10
0.959
0.985
1.000
1.012
1.022
1.030
RH
0.958
0.984
1.000
1.013
1.022
1.030
RH+10
0.957
0.984
1.000
1.013
1.023
1.031
RS-10
0.958
0.984
1.000
1.013
1.023
1.031
RS
0.956
0.983
1.000
1.013
1.023
1.032
RS+10
0.949
0.981
1.000
1.015
1.027
1.037
RE-10
0.955
0.983
1.000
1.013
1.024
1.032
RE
0.947
0.980
1.000
1.016
1.028
1.038
SUC3000H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R1
0.963
0.986
1.000
1.011
1.020
1.027
R1+10
0.962
0.986
1.000
1.011
1.020
1.027
R0-10
0.962
0.985
1.000
1.011
1.020
1.027
R0
0.962
0.985
1.000
1.012
1.021
1.028
R0+10
0.960
0.985
1.000
1.012
1.021
1.029
RH-10
0.959
0.984
1.000
1.012
1.021
1.029
RH
0.958
0.984
1.000
1.012
1.022
1.030
RH+10
-
-
-
-
-
-
RS-10
-
-
-
-
-
-
RS
-
-
-
-
-
-
RS+10
-
-
-
-
-
-
RE-10
-
-
-
-
-
-
RE
-
-
-
-
-
-
-SOFTCOPY VERSION-
31
F e H n y d p e e r r C ( H e C l ) l
Super Cell Fender Dimensions T
Detail View
N - Ød
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
Typical Size A Ø . D . D C . Ø P
T
t D y L n i a g h A t r c D h u ( D t y A )
For SUC3000H
H
Detail View
d (performance grade dependent)
T
Approx. Mass (kg)
30
17
75
28
28
18
100
4
28
30
25
210
900
6
28
30
30
405
1300
1100
6
35
39
35
765
1150
1500
1300
6
40
44
37
1155
SUC1250H
1250
1650
1450
6
39
44
40
1495
SUC1450H
1450
1850
1650
6
47
53
42
2165
SUC1600H
1600
2000
1800
8
46
53
45
2885
SUC1700H
1700
2100
1900
8
46
52
50
3495
SUC2000H
2000
2200
2000
8
53
58
50
4835
SUC2250H
2250
2550
2300
10
60
66
57
7180
SUC2500H
2500
2950
2700
10
60
68
75
10500
3350
3150
SUC3000H
3000
12
70
-
Fender Size
H
SUC400H
400
650
550
4
30
SUC500H
500
650
550
4
SUC630H
630
840
700
SUC800H
800
1050
SUC1000H
1000
SUC1150H
D
A
N R1
3500
R0
RH
RS
RE
100
3250
17100 (t = 75)
Note: 1. All units in mm unless otherwise stated. 2. d = bolt hole size in fender mounting flanges
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
32 Super Cell Fender Fixing Bolt Locations CASE - 1
N - Md
A . D .Ø P. C
. Ø A P. C. D
A . Ø D . P. C
A .D .Ø C P.
1 P
A Ø . D C . P .
1 3 P P
1 P 3 P
P 1 P2
CASE - 2
P2
P2
P2
P4
P4
1 P 3 P
N - Md
Ø A . D. C . P
Ø A . D. C . P
P1
A Ø . D . C P.
2 P
P1
A . D .Ø P. C 2 P
P1
P3
P3
SUC400H ~
SUC800H ~
SUC1600H ~
SUC2250H ~
SUC1450H
SUC2000H
d (performance grade dependent)
Fender Size
N
SUC400H
4
M22
SUC500H
4
SUC630H
2 P 4 P
P1
P1
P3
SUC630H
A .Ø D . P. C
2 4 P P
P5
SUC2500H
SUC3000H
A
P1
P2
P3
P4
P5
M22
550
389
-
-
-
-
M22
M22
550
389
-
-
-
-
4
M22
M24
700
495
-
-
-
-
SUC800H
6
M22
M24
900
450
779
-
-
-
SUC1000H
6
M27
M30
1100
550
953
-
-
-
SUC1150H
6
M30
M36
1300
650
1126
-
-
-
SUC1250H
6
M30
M36
1450
725
1256
-
-
-
SUC1450H
6
M36
M42
1650
825
1429
-
-
-
SUC1600H
8
M36
M42
1800
689
1273
1663
-
-
SUC1700H
8
M36
M42
1900
727
1344
1755
-
-
SUC2000H
8
M42
M48
2000
765
1414
1848
-
-
SUC2250H
10
M48
M56
2300
711
1352
1861
2187
-
SUC2500H
10
M48
M56
2700
834
1587
2184
2568
-
3150
815
1575
2227
2728
3043
SUC3000H
12
M56
3250
841
1625
2298
2815
3139
R1
R0
RH
RS
RE
Note: 1. All units are in mm unless otherwise stated. 2. Case 2 bolt pattern requires less concrete height if compared to case 1 bolt pattern. Case 1 bolt pattern requires less concrete width if compared to case 2 bolt pattern. 3. Md = fender fixing and frame fixing bolt size
-SOFTCOPY VERSION-
Super Cell Fender
-SOFTCOPY VERSION-
34 DYNA ARCH FENDER (DA)
Dyna Arch Fender was first introduced in 1984. This V shape fender offers higher performance than the prior Bridgestone V-Type fenders including Super M and Super Arch Fenders. Dyna Arch Fenders are particularly suitable for small harbour and applications where vessel projections are encountered during berthing. Its unique application utilizes both the assembly of frontal pads and frontal frame. The Dyna Arch Fenders are available in three (3) types to enable a port owner or engineer to make the most suitable selection. 1) 2) 3)
Without frontal pads With frontal pads and frontal frame With frontal pads bonded to the fender
(Type A or known as DA-A Fender) (Type B or known as DA-B Fender) (Type S or known as DA-S Fender)
FEATURES OF DYNA ARCH FENDER • • • • •
High energy absorption with relatively low reaction force High durability as the internal stresses are dispersed throughout the fender body Wide selection of sizes, length and energy capacities Proven supply records of more than 20 years Ease of installation
-SOFTCOPY VERSION-
35
F e H n y d p e e r r C ( H e C l ) l
DYNA ARCH TYPE A FENDER (DA-A) • • •
F e S n d u p e e r r ( S C U e C l l )
Rubber face The shape of Dyna Arch Fender has been optimized using FEM design analysis Internal stresses are dispersed throughout the fender body
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
DA-A
DYNA ARCH TYPE B FENDER (DA-B) • • •
UHMW pad face mounted on a steel plate or steel frame Variable frontal frame sizes to meet the allowable pressure requirement Reduce friction imposed on the hull body
Frame
Steel Plate
Frame
P-Type
I-Type
P-Type DA-B • Fenders designed with frontal pads
F-Type DA-B • Fenders designed with frontal pads and
intermediate frame
frontal frame
UHMW pad face directly bonded to the rubber fender Superior bonding between the pad (UHMW) and the rubber body Reduce friction imposed on the hull body Use of the entire pad thickness
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
F-Type
I-Type DA-B • Fenders designed with frontal pads and
DYNA ARCH TYPE S FENDER (DA-S) • • • •
Pad
Pad
Pad
S m a l l C r a f t F e n d e r s
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
Pad M V a e r i r n i fi e c F a e t i n o n d e r
DA-S -SOFTCOPY VERSION-
A p p e n d i x
36 Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance DA-A Fender M3 DA-A
250H
300H
400H
500H
600H
800H
1000H
DA-A
M2
M1
ME DA-A
Rr
Er
Rr
Er
Rr
Er
Rr
Er
RPD
168
17.4
200
20.7
244
25.3
323
33.4
RPD
CV
143
15.1
169
17.8
204
21.5
267
28.0
CV
fRPD
1.178
1.155
1.183
1.164
1.198
1.177
1.211
1.194
fRPD
RPD
202
25.1
238
29.6
293
36.4
387
48.0
RPD
CV
172
21.7
202
25.5
245
30.9
320
40.3
CV
fRPD
1.173
1.156
1.180
1.162
1.195
1.177
1.208
1.191
fRPD
RPD
268
44.5
317
52.6
389
64.5
514
85.0
RPD
CV
230
38.6
270
45.4
327
54.9
427
71.7
CV
fRPD
1.167
1.153
1.174
1.158
1.191
1.175
1.203
1.186
fRPD
RPD
332
68.9
394
81.7
484
100
641
133
RPD
CV
286
60.2
337
70.9
408
85.7
534
112
CV
fRPD
1.162
1.145
1.170
1.153
1.187
1.171
1.200
1.184
fRPD
RPD
398
99.1
472
118
580
144
766
190
RPD
CV
344
86.8
405
102
490
124
640
161
CV
fRPD
1.157
1.142
1.166
1.152
1.184
1.164
1.197
1.182
fRPD
RPD
528
175
626
208
770
255
1017
337
RPD
CV
459
154
540
181
653
220
853
286
CV
fRPD
1.151
1.139
1.160
1.149
1.179
1.161
1.192
1.178
fRPD
RPD
658
273
780
324
960
398
1271
526
RPD
CV
574
241
675
284
816
343
1070
448
CV
fRPD
1.146
1.133
1.156
1.140
1.176
1.160
1.188
1.175
fRPD
Rr
Er
Rr
Er
Rr
Er
Rr
Er
M3
M2
M1
ME
250H
300H
400H
500H
600H
800H
1000H
DA-A [Units: kNm, kN]
Note: 1. 2. 3. 4. 5.
Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. Fender performance is on per meter length basis. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
-SOFTCOPY VERSION-
37
F e H n y d p e e r r C ( H e C l ) l
Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance F e S n d u p e e r r ( S C U e C l l )
DA-B / DA-S Fender M3 DA-B / DA-S
250H
300H
400H
500H
600H
800H
1000H
DA-B / DA-S
M2
M1
ME DA-B / DA-S
Rr
Er
Rr
Er
Rr
Er
Rr
Er
RPD
167
15.6
199
18.5
243
22.6
321
29.9
RPD
CV
143
13.4
169
15.9
204
19.2
267
25.0
CV
fRPD
1.170
1.164
1.176
1.164
1.191
1.177
1.203
1.195
fRPD
RPD
201
22.4
237
26.5
291
32.5
384
42.9
RPD
CV
172
19.4
202
22.9
245
27.7
320
36.1
CV
fRPD
1.166
1.156
1.173
1.156
1.188
1.174
1.200
1.188
fRPD
RPD
267
39.8
315
47.0
387
57.6
511
76.0
RPD
CV
230
34.5
270
40.6
327
49.1
427
64.2
CV
fRPD
1.160
1.153
1.167
1.157
1.183
1.174
1.196
1.184
fRPD
RPD
330
61.6
392
73.0
481
89.7
637
119
RPD
CV
286
54
337
63.5
408
76.7
534
100
CV
fRPD
1.155
1.140
1.163
1.150
1.180
1.169
1.192
1.185
fRPD
RPD
396
88.5
469
105
577
129
761
170
RPD
CV
344
77.6
405
91.3
490
111
640
144
CV
fRPD
1.151
1.141
1.159
1.150
1.177
1.161
1.189
1.180
fRPD
RPD
525
157
623
186
766
228
1010
301
RPD
CV
459
138
540
163
653
196
853
257
CV
fRPD
1.144
1.136
1.154
1.140
1.173
1.164
1.184
1.171
fRPD
RPD
654
244
776
289
954
356
1264
470
RPD
CV
574
216
675
254
816
307
1070
401
CV
fRPD
1.140
1.130
1.150
1.139
1.169
1.158
1.181
1.173
fRPD
Rr
Er
Er
Rr
Er
Rr
Er
M3
Rr M2
M1
ME
250H
300H
400H
500H
600H
800H
1000H
DA-B / DA-S
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
[Units: kNm, kN] Note: 1. 2. 3. 4. 5.
Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. Fender performance is on per meter length basis. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
FEA Model for Dyna Arch Fender
-SOFTCOPY VERSION-
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
38 Generic Performance Curve for DA-A Fender Performance Ratio for DA-A Fender 110
100
90
80
) 70 % ( R , e 60 c r o F n 50 o i t c a e R 40
) % ( E , n o i t p 100 r o s b A y 80 g r e n E
30
60
20
40
CV Reaction Force
RPD Reaction Force
CV Energy Absorption
RPD Energy Absorption
10
20
0
0 0
5
10
15
20
25
30
35
40
45
Center Deflection, Ci (%)
50
55
[Rated Deflection at 52.5%]
Generic Performance Curve for DA-B/DA-S Fender Performance Ratio for DA-B / DA-S Fender 110
100
90
80
) 70 % ( R , e 60 c r o F n 50 o i t c a e R 40
) % ( E , n o i t p 100 r o s b A y 80 g r e n E
30
60
20
40
10
CV Reaction Force
RPD Reaction Force
CV Energy Absorption
RPD Energy Absorption
20
0 0
5
10
15
20
25
30
Center Deflection, Ci (%)
-SOFTCOPY VERSION-
35
40
45
50
55
[Rated Deflection at 47.5%]
39
F e H n y d p e e r r C ( H e C l ) l
Temperature Factor for Rated Energy and Reaction, TF F e S n d u p e e r r ( S C U e C l l )
1.35
M3
1.30
1.25
M2 1.20
F T , r o 1.15 t c a F 1.10 e r u t a r 1.05 e p m e T 1.00
M1 F e D n y d n e a r A ( r D c A h )
ME
-15
-10
-5
0
5
10
15
20
25
30
35
40
45
50
55
0.95
Temperature (°C) 0.90
D y L n i a g h A t r c D h u ( D t y A )
0.85
Grade
Temperature (°C) -10
-5
0
5
10
15
20
23
30
35
40
45
50
M3
1.205
1.136
1.085
1.049
1.025
1.011
1.003
1.000
0.995
0.990
0.981
0.964
0.937
M2
1.230
1.158
1.104
1.064
1.036
1.017
1.005
1.000
0.991
0.985
0.975
0.959
0.934
M1
1.277
1.198
1.135
1.088
1.052
1.026
1.008
1.000
0.985
0.974
0.962
0.945
0.921
ME
1.308
1.218
1.148
1.095
1.056
1.029
1.009
1.000
0.982
0.968
0.950
0.925
0.890
S m a l l C r a f t F e n d e r s
Velocity Factor for Rated Energy and Reaction, VF for DA500H Fenders T h F e e n A d c e c r e S s y s s o r t i e e m s O f
1.04
1.03
1.02
1.01 F T , r o t 1.00 c a F y t i c 0.99 o l e V
0
50
100
150
200
250
300
350
Velocity (mm/s)
M3
0.98
M2 0.97
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
M1 0.96
ME 0.95
Note: 1. Velocity Factor is depending on the fender sizes and performance grades.
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
40 Velocity Factor Rated Energy And Reaction For DA Fender DA250H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.951
0.981
1.000
1.015
1.026
1.034
M2
0.954
0.981
1.000
1.014
1.024
1.034
M1
0.951
0.981
1.000
1.013
1.024
1.033
ME
0.949
0.980
1.000
1.015
1.026
1.036
DA300H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.955
0.983
1.000
1.014
1.025
1.034
M2
0.954
0.982
1.000
1.013
1.024
1.034
M1
0.953
0.982
1.000
1.015
1.025
1.035
ME
0.949
0.981
1.000
1.015
1.026
1.036
DA400H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.952
0.982
1.000
1.014
1.024
1.033
M2
0.955
0.983
1.000
1.013
1.024
1.032
M1
0.952
0.982
1.000
1.014
1.024
1.033
ME
0.950
0.981
1.000
1.015
1.026
1.036
DA500H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.956
0.982
1.000
1.013
1.024
1.032
M2
0.956
0.982
1.000
1.013
1.024
1.032
M1
0.954
0.983
1.000
1.014
1.024
1.033
ME
0.951
0.981
1.000
1.014
1.026
1.035
DA600H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.957
0.984
1.000
1.013
1.023
1.032
M2
0.956
0.984
1.000
1.013
1.023
1.032
M1
0.954
0.982
1.000
1.013
1.024
1.033
ME
0.951
0.981
1.000
1.014
1.025
1.035
DA800H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.958
0.984
1.000
1.012
1.023
1.031
M2
0.958
0.984
1.000
1.013
1.023
1.031
M1
0.955
0.983
1.000
1.013
1.024
1.032
ME
0.952
0.982
1.000
1.014
1.025
1.034
DA1000H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
M3
0.960
0.984
1.000
1.012
1.022
1.030
M2
0.959
0.984
1.000
1.012
1.022
1.030
M1
0.955
0.983
1.000
1.013
1.023
1.031
ME
0.953
0.982
1.000
1.014
1.025
1.034
-SOFTCOPY VERSION-
41
F e H n y d p e e r r C ( H e C l ) l
Dyna Arch A Type (DA-A) Fender Dimension F e S n d u p e e r r ( S C U e C l l )
Detail View
2k
f
T
e
k
t
A
2
W
F e D n y d n e a r A ( r D c A h )
1
W F H
DA-A
D y L n i a g h A t r c D h u ( D t y A )
Detail View
DA-A
Fender Size
H
A
W1
W2
F
e
k (performance grade dependant)
f M3
M2
M1
T
t
ME
Approx. Mass (kg/m)
250H
250
410
187.5
500
162.5
90
125
26
28
32
27.5
24
90
300H
300
490
225
600
195
105
140
28
31
35
33
26
125
400H
400
670
300
800
260
120
165
32
35
41
40
30
215
500H
500
840
375
1000
325
140
180
35
41
47
45
33
340
600H
600
1010
450
1200
390
160
195
35
41
50
54
36
500
800H
800
1340
600
1600
520
260
270
47
53
68
72
48
895
1000H
1000
1680
750
2000
650
300
290
49
55
68
90
52
1430
Note: 1. All units in mm unless otherwise stated. 2. The approximate mass of fender is based on both ends tapered
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
42 Dyna Arch B Type (DA-B) Fender Dimension
2k
Detail View
f
T
e
k
L1 c1
t
N - Mi
A
n1 x p1
2
W
1
S W
c1
F
DA-B
H
Detail View
DA-B
Fender Size
H
A
W1
W2
F
e
k (performance grade dependant)
f M3
M2
M1
T
t
S
Mi
ME
Approx. Mass (kg/m)
250H
250
410
187.5
500
162.5
90
125
26
28
32
27.5
24
125
M20
105
300H
300
490
225
60 0
195
105
140
28
31
35
33
26
150
M22
145
400H
400
670
300
80 0
260
120
165
32
35
41
40
30
180
M24
240
500H
500
840
375
1000
325
140
180
35
41
47
45
33
250
M27
360
600H
600
1010
450
1200
390
160
195
35
41
50
54
36
300
M30
520
800H
800
1340
600
1600
520
260
270
47
53
68
72
48
440
M36
885
1000H
1000
1680
750
2000
650
300
290
49
55
68
90
52
560
M42
1350
Note: 1. All units in mm unless otherwise stated. 2. The approximate mass of fender is based on both ends straight. 3. Mi = bolt diameter for mounting UHMW pads or frontal frame
Dyna Arch B Type (DA-B) Frame Fixings Pitches Fender Length, L1
Dyna Arch Fender (Type B)
1000
1500
2000
2500
N
8
12
16
c1
125
p1
250
n1
3
5
7
-SOFTCOPY VERSION-
3000
3500
20
24
28
9
11
13
43
F e H n y d p e e r r C ( H e C l ) l
Dyna Arch S Type (DA-S) Fender Dimension F e S n d u p e e r r ( S C U e C l l )
Detail View
2k
f T
e
k
PAD
A
W
t
U
F e D n y d n e a r A ( r D c A h )
1
W F
DA-S
H
D y L n i a g h A t r c D h u ( D t y A )
Detail View
DA-S
Fender Size
H
A
W1
W2
F
e
k (performance grade dependant)
f M3
M2
M1
T
t
U
ME
Approx. Mass (kg/m)
250H
250
410
187.5
500
162.5
90
125
26
28
32
27.5
24
20
85
300H
300
490
225
600
195
105
140
28
31
35
33
26
20
120
400H
400
670
300
800
260
120
165
32
35
41
40
30
30
200
500H
500
840
375
1000
325
140
180
35
41
47
45
33
30
305
600H
600
1010
450
1200
390
160
195
35
41
50
54
36
30
445
800H
800
1340
600
1600
520
260
270
47
53
68
72
48
30
760
1000H
1000
1680
750
2000
650
300
290
49
55
68
90
52
30
1170
Note: 1. All units in mm unless otherwise stated. 2. The approximate mass of fender is based on both ends straight.
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
44 DYNA ARCH FENDER FIXING BOLT LOCATIONS Both Ends Tapered L1
C
C
nxP L2 Both Ends Tapered
L1=1000
L1=1500
L1=2000
L1=2500
L1=3000
L1=3500
N=4 n=1
N=6 n=2
N=8 n=3
N=8 n=3
N = 10 n=4
N = 12 n=5
Dyna Arch Fender
Size
Md (performance grade dependant) M3
M2
M1
C
P
C
P
C
P
C
P
C
P
C
P
ME
250H
M22
M24
M27
130
865
132.5
680
132.5
620
-
-
-
-
-
-
300H
M24
M27
M30
140
870
140
685
137.5
625
140
790
145
715
140
674
400H
M27
M30
M36
150
900
150
700
147.5
635
150
800
150
725
150
680
500H
M30
M36
M42
160
930
160
715
157.5
645
160
810
165
730
160
686
600H
M30
M36
M48
170
960
170
730
167.5
655
170
820
170
740
170
692
800H
M42
M48
M64
180
1040
180
770
180
680
182.5
845
180
760
-
-
1000H
M42
M48
M64
200
1100
200
800
200
700
-
-
-
-
-
-
Note: 1. All units in mm unless otherwise stated. 2. Dyna Arch fender base length L 2 = 2 x C + n x P, where n = number of pitch/pitches 3. “N” denotes number of bolts required. 4. Non-standard length, profiles and bolting patterns are available upon request. 5. Md = fender fixing bolt diameter
-SOFTCOPY VERSION-
45
F e H n y d p e e r r C ( H e C l ) l
F e S n d u p e e r r ( S C U e C l l )
One End Tapered L1
N - Md
F e D n y d n e a r A ( r D c A h )
C
C
nxP L2
One End Tapered
L1=1000
L1=1500
L1=2000
L1=2500
L1=3000
L1=3500
N=4 n=1
N=6 n=2
N=8 n=3
N=8 n=3
N = 10 n=4
N = 12 n=5
Dyna Arch Fender
Size
Md (performance grade dependant) M3
M2
M1
C
P
C
P
C
P
C
P
C
P
C
P
ME
250H
M22
M24
M27
131.25
800
131.25
650
131.25
600
-
-
-
-
-
-
300H
M24
M27
M30
140
795
142.5
645
137.5
600
140
765
137.5
700
137.5
660
400H
M27
M30
M36
150
800
150
650
150
600
152.5
765
150
700
150
660
500H
M30
M36
M42
160
805
162.5
650
162.5
600
157.5
770
162.5
700
162.5
660
600H
M30
M36
M48
170
810
170
655
167.5
605
170
770
165
705
170
662
800H
M42
M48
M64
180
840
180
670
177.5
615
180
780
180
710
-
-
1000H
M42
M48
M64
200
850
200
675
202.5
615
-
-
-
-
-
-
Note: 1. All units in mm unless otherwise stated. 2. Dyna Arch fender base length L 2 = 2 x C + n x P, where n = number of pitch/pitches 3. “N” denotes number of bolts required. 4. Non-standard length, profiles and bolting patterns are available upon request. 5. Md = fender fixing bolt diameter
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
46
Both Ends Straight L1
C
C
nxP L2 Both Ends Straight
L1=1000
L1=1500
L1=2000
L1=2500
L1=3000
L1=3500
N=4 n=1
N=6 n=2
N=8 n=3
N=8 n=3
N = 10 n=4
N = 12 n=5
Dyna Arch Fender
Size
Md (performance grade dependant) M3
M2
M1
C
P
C
P
C
P
C
P
C
P
C
P
ME
250H
M22
M24
M27
130
740
130
620
130
580
-
-
-
-
-
-
300H
M24
M27
M30
140
720
140
610
137.5
575
140
740
140
680
137.5
645
400H
M27
M30
M36
150
700
150
600
152.5
565
147.5
735
150
675
150
640
500H
M30
M36
M42
160
680
160
590
160
560
162.5
725
160
670
162.5
635
600H
M30
M36
M48
170
660
170
580
167.5
555
170
720
170
665
170
632
800H
M42
M48
M64
180
640
180
570
182.5
545
177.5
715
180
660
-
-
1000H
M42
M48
M64
200
600
200
550
197.5
535
-
-
-
-
-
-
Note: 1. All units in mm unless otherwise stated. 2. Dyna Arch fender base length L 2 = 2 x C + n x P, where n = number of pitch/pitches 3. “N” denotes number of bolts required. 4. Non-standard length, profiles and bolting patterns are available upon request. 5. Md = fender fixing bolt diameter
-SOFTCOPY VERSION-
Dyna Arch Fender
-SOFTCOPY VERSION-
48 LIGHT-DUTY DYNA ARCH (DA) The Light-Duty Dyna Arch is the latest development from Bridgestone. These fenders replace the original 150H and 200H Super Arch (SA) fenders. Light-Duty Dyna Arch has a more stable shape than its predecessor. This ensures higher durability which in turn helps the user to reduce long-term maintenance cost. Light-Duty Dyna Arch fenders are particularly suitable for lightweight applications such as accommodating smaller and lighter vessels. Replacement of existing 150H or 200H Super Arch fenders is straight forward as the original bolting pitch is maintained.
FEATURES OF LIGHT-DUTY DYNA ARCH FENDER • • • • • •
High energy absorption and low reaction force Convenient and high exibility for due to its smaller size Ideal for smaller wharf and light-duty application Superior fender shape developed through nite element analysis Highly durable as the internal stresses are dispersed throughout the fender body Ease of installation
Rated Performance Data (RPD) & Slow-Constant-Velocity Compression Test Performance Light-Duty Dyna Arch Fender (DA) R3
R2
R1
Light Duty DA
150H
200H
Light Duty DA Rr
Er
Rr
Er
Rr
Er
RPD
97.2
4.99
130
6.69
152
7.81
RPD
CV
82.6
4.26
110
5.68
127
6.53
CV
fRPD
1.177
1.171
1.182
1.178
1.197
1.196
fRPD
RPD
129
8.81
173
11.9
202
13.8
RPD
CV
110
7.57
147
10.1
169
11.6
CV
fRPD
1.169
1.164
1.179
1.175
1.195
1.191
fRPD
Rr
Er
Rr
Er
Rr
Er
Light Duty DA
Note: 1. 2. 3. 4. 5.
150H
200H
Light Duty DA R3
R2
R1 [Units: kNm, kN]
Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. Fender performance is on per meter length basis. RPD is in accordance with PIANC for design performance with initial compression velocity of 0.15m/s. CV is in accordance with PIANC for compression test performance with slow-constant-velocity compression of 0.00133m/s. RPD factor, f RPD is an adjustment factor for CV performance to RPD. Where, RPD = f RPD x CV
-SOFTCOPY VERSION-
49
F e H n y d p e e r r C ( H e C l ) l
Light-Duty Dyna Arch Fender Generic Performance Curve F e S n d u p e e r r ( S C U e C l l )
Performance Ratio for DA-A Fender 110
100
90
80
) 70 % ( R , e 60 c r o F n 50 o i t c a e R 40
F e D n y d n e a r A ( r D c A h )
) % ( E , n o i t p 100 r o s b A y 80 g r e n E
30
60
20
D y L n i a g h A t r c D h u ( D t y A )
40
CV Reaction Force
RPD Reaction Force
CV Energy Absorption
RPD Energy Absorption
10
20
0
0 0
5
10
15
20
25
30
35
40
Center Deflection, Ci (%)
45
50
[Rated Deflection at 45%]
S m a l l C r a f t F e n d e r s
Temperature Factor for Rated Energy and Reaction, TF 1.35
R3
1.30
R2
1.25
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
R1 1.20
F T , r 1.15 o t c a F 1.10 e r u t a r e 1.05 p m e T 1.00 -15
-10
-5
0
5
10
15
20
25
30
35
40
45
50
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
55
0.95
Temperature (°C) 0.90
0.85
Grade
Temperature (°C) -10
-5
0
5
10
15
20
23
30
35
40
45
50
R3
1.192
1.125
1.076
1.049
1.020
1.008
1.002
1.000
0.997
0.993
0.984
0.966
0.938
R2
1.242
1.169
1.113
1.064
1.041
1.020
1.006
1.000
0.990
0.982
0.972
0.956
0.933
R1
1.288
1.205
1.140
1.088
1.054
1.027
1.009
1.000
0.984
0.972
0.958
0.938
0.911
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
50 Velocity Factor for Rated Energy and Reaction, VF for DA200H Fenders 1.04
1.03
1.02
1.01 F T , r o t 1.00 c a 0 F y t i 0.99 c o l e V
50
100
150
200
250
300
350
Velocity (mm/s)
0.98
0.97
R3 R2 R1
0.96
0.95
Note: 1. Velocity Factor is depending on the fender sizes and performance grades.
Velocity Factor For Rated Energy And Reaction For DA Fender DA150H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R3
0.951
0.981
1.000
1.013
1.025
1.034
R2
0.952
0.982
1.000
1.013
1.024
1.033
R1
0.951
0.982
1.000
1.014
1.024
1.035
DA200H Fender Grade
Design Berthing Velocity (mm/s) 50
100
150
200
250
300
R3
0.952
0.982
1.000
1.014
1.026
1.036
R2
0.951
0.984
1.000
1.013
1.023
1.036
R1
0.948
0.982
1.000
1.014
1.027
1.035
-SOFTCOPY VERSION-
51
F e H n y d p e e r r C ( H e C l ) l
Light-Duty Dyna Arch Fender Dimensions F e S n d u p e e r r ( S C U e C l l )
Detail View
2k
f
T
e
k
t
A
2
F e D n y d n e a r A ( r D c A h )
1
W
W F H
DA-A
D y L n i a g h A t r c D h u ( D t y A )
Detail View
DA-A
Approx. Mass (kg/m)
Fender Size
H
A
W1
W2
F
e
f
k
T
t
DA150H
150
240
98
300
96
55
95
25
22.5
19
36
DA200H
200
320
131
400
128
75
105
29
30
21
62
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
Light-Duty Dyna Arch Fender Fixing Bolt Locations L1=1000
L1=1500
L1=2000
L1=2500
L1=3000
L1=3500
N=4 n=1
N=6 n=2
N=8 n=3
N=8 n=3
N = 10 n=4
N = 12 n=5
Light Duty DA Size
Md
C
P
C
P
C
P
C
P
C
P
C
P
150H
M22
110
855
112.5
675
107.5
620
110
785
107.5
715
110
671
200H
M24
120
860
120
680
120
620
122.5
785
120
715
120
672
(A) Both Ends Tapered
(B) One End Tapered 110
110
120
810
120
655
117.5
605
120
770
121
702
122.5
661
150H
M22
110
780
110
640
107.5
595
110
760
110
695
112.5
655
200H
M24
120
760
120
630
122.5
585
122
752
120
690
122.5
651
107.5
705
110
M24
112
771
110
200H
109.5
606
112.5
M22
107.5
660
110
150H
107.5
820
107.5
664
(C) Both Ends Straight
Note: 1. 2. 3. 4. 5.
All units in mm unless otherwise stated. Super Arch fender base length L 2 = 2 x C + n x P, where n = number of pitch/pitches “N” denotes number of bolts required. Non-standard length, profiles and bolting patterns are available upon request. Md = fender fixing bolt diameter
-SOFTCOPY VERSION-
S m a l l C r a f t F e n d e r s
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
52 SMALL CRAFT FENDERS
Although tires and timber are often used on smaller wharves, such fenders cannot withstand long years of use and regularly need replacement. In addition, damages to both the wharf structures and vessels berthing on wharfs installed with tires or timber are common. Therefore, the demand is increasing for fenders with higher impact absorption and wider area protection. Bridgestone is responding to this need by offering a full line of fenders and associated spare parts for small wharves. Small craft fenders offered by Bridgestone are as follows. 1) Cylindrical Fender (CY) 2) Super Turtle Fender (ST) 3) Turtle Fender (T) 4) Sealed Fender (S) 5) Super Arch Corner Fender (C-SA) 6) W Fender (W230) 7) Wharf Header Protector (HT) 8) Safety Rubber Ladder (SL)
FEATURES OF SMALL CRAFT FENDERS • • • •
Improved safety with a wide breadth to height ratio of fenders Better structure protection improved by greater surface contact area on the vessel Wide selection of sizes and energy capacities Ease of installation
-SOFTCOPY VERSION-
53
F e H n y d p e e r r C ( H e C l ) l
CYLINDRICAL FENDER (CY) F e S n d u p e e r r ( S C U e C l l )
(i) Chain and Bar Fitting
Shackle
U-Anchor
F e D n y d n e a r A ( r D c A h )
Cylindrical Fender Chain Steel Bar
(ii) Chain Fitting
Shackle
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
Cylindrical Fender
Chain
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
(iii) Ladder Fitting
Shackle
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
Chain
Cylindrical Fender Suspension
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
54 CYLINDRICAL FENDER DIMENSIONS
d D Ø Ø
L
Fender Size ØD x Ød (mm x mm)
Max. Length L (m)
Approx. Mass (kg/m)
Ø150 x Ø75
6.0
15
Ø200 x Ø100
6.0
27
Ø250 x Ø125
6.0
42
Ø300 x Ø150
6.0
60
Ø350 x Ø175
6.0
82
Ø400 x Ø200
6.0
107
Ø450 x Ø225
6.0
135
Ø500 x Ø250
6.0
167
Ø530 x Ø265
6.0
187
Ø550 x Ø275
6.0
202
Ø600 x Ø300
6.0
240
Ø650 x Ø325
4.0
282
Ø700 x Ø350
4.0
327
Ø750 x Ø375
4.0
375
Ø800 x Ø400
4.0
426
Ø900 x Ø450
4.0
540
Ø1000 x Ø500
4.0
666
Ø1100 x Ø550
2.0
806
Ø1200 x Ø600
2.0
959
Ø1300 x Ø650
2.0
1125
Ø1400 x Ø700
2.0
1305
Ø1500 x Ø750
2.0
1498
Ø1600 x Ø800
2.0
1704
Ø1700 x Ø850
2.0
1924
Ø1800 x Ø900
2.0
2157
Ø1900 x Ø950
2.0
2403
Ø2000 x Ø1000
2.0
2663
Note: 1. Flexible length available upon request. Kindly contact Bridgestone.
-SOFTCOPY VERSION-
55
F e H n y d p e e r r C ( H e C l ) l
PERFORMANCE DATA Fender Size ØD x Ød (mm x mm)
Reaction Force (kN)
Energy Absorption (kN-m)
Ø150 x Ø75
36.3
1.18
Ø200 x Ø100
49
2.16
Ø250 x Ø125
60.8
3.33
Ø300 x Ø150
72.6
4.71
Ø350 x Ø175
85.1
6.37
Ø400 x Ø200
97.1
8.43
Ø450 x Ø225
110
10.5
Ø500 x Ø250
122
12.7
Ø530 x Ø265
128
14.5
Ø550 x Ø275
134
15.7
Ø600 x Ø300
146
18.6
Ø650 x Ø325
158
22
Ø700 x Ø350
171
25.5
Ø750 x Ø375
182
29.2
Ø800 x Ø400
194
33.3
Ø900 x Ø450
219
42.2
Ø1000 x Ø500
243
52
Ø1100 x Ø550
268
63.7
Ø1200 x Ø600
292
75.5
Ø1300 x Ø650
316
88.3
Ø1400 x Ø700
340
103
Ø1500 x Ø750
365
119
Ø1600 x Ø800
389
133
Ø1700 x Ø850
414
150
Ø1800 x Ø900
437
168
Ø1900 x Ø950
462
188
Ø2000 x Ø1000
486
208
Note: 1. Performance values are for referencing purposes only and are not exact. 2. Performance is per meter length .
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
56 SUPER TURTLE FENDER (ST150H/ ST200H) The model was developed from the very popular Turtle model. Several improvements were made such as 32.5° upper section incline to avoid snagging and ribbed construction to improve dependability.
2
1
A W W
C1
C2
nxP
H
L
Fixing Bolt N - Md
PERFORMANCE AND DIMENSIONS Fender Size
Energy Absorption (kN-m)
H
A
W1
W2
L (m)
Approx. Mass (kg/m)
ST150H
6.07
150
375
195
435
1.0 to 3.5
48
ST200H
10.8
200
500
260
580
1.0 to 3.0
86
FIXING BOLT LOCATIONS Super Turtle Fender
L1=1000
L1=1500
L1=2000
L1=2500
L1=3000
L1=3500
N=6 n=2
N=6 n=2
N=8 n=3
N = 10 n=4
N = 10 n=4
N = 12 n=5
Size
Md
C1
C2
P
C1
C2
P
C1
C2
P
C1
C2
P
C1
C2
P
C1
C2
P
ST150H
M22
150
125
475
150
125
725
150
125
650
150
125
615
150
125
740
150
125
690
ST200H
M24
150
121
515
150
131
760
150
126
675
150
131
630
150
131
755
Note: 1. 2. 3. 4. 5. 6.
All units in mm unless otherwise stated. Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. “N” denotes number of bolts required. “n” denotes number of pitch/pitches. Fender performance is on per meter length basis. Md = fender fixing bolt diameter.
-SOFTCOPY VERSION-
-
-
57
F e H n y d p e e r r C ( H e C l ) l
TURTLE FENDER (T100H/ T130H) F e S n d u p e e r r ( S C U e C l l )
Turtle fenders have a low surface pressure, minimizing the docking impact of even a small vessel’s wharf contact.
2
A W C
1
W
C
nxP
F e D n y d n e a r A ( r D c A h )
H
L1
Fixing Bolt N - Md
D y L n i a g h A t r c D h u ( D t y A )
L
PERFORMANCE AND DIMENSIONS Fender Size
Energy Absorption (kN-m)
H
A
W1
W2
L (m)
Approx. Mass (kg/m)
T100H
2.70
100
235
210
300
0.5 to 1.5
27
T130H
4.56
130
235
180
300
0.5 to 1.5
31
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
FIXING BOLT LOCATIONS L=500 Turtle Fender
Note: 1. 2. 3. 4. 5. 6. 7.
L=1000
N=4 n=1
L=1500
N=4 n=1
N=6 n=2
Size
Md
L1
C
P
L1
C
P
L1
C
P
T100H
M22 / M20 *
400
125
250
910
200
600
1420
300
450
T130H
M24
380
125
250
880
200
600
1380
300
450
All units in mm unless otherwise stated. Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. “N” denotes number of bolts required. “n” denotes number of pitch/pitches. Fender performance is on per meter length basis. Bolt size of M20 is used for T100H with 500mm length. Md = fender fixing bolt diameter.
S m a l l C r a f t F e n d e r s
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
58 SEAL FENDER (S100H/ S130H) Designed with a larger buffer area, minimize the docking impact of even FRP vessels.
2
1
A W W C
nxP
C
H
L
Fixing Bolt N - Md
PERFORMANCE AND DIMENSIONS Fender Size
Energy Absorption (kN-m)
H
A
W1
W2
L (m)
Approx. Mass (kg/m)
S100H
2.70
100
240
180
300
0.5 to 2.0
22
S130H
4.56
130
240
170
300
0.5 to 2.5
31
FIXING BOLT LOCATIONS Seal Fender
L=500
L=1000
L=1500
L=2000
L=2500
L=3000
N=4 n=1
N=4 n=1
N=6 n=2
N=8 n=3
N=8 n=3
N = 10 n=4
Size
Md
C
P
C
P
C
P
C
P
C
P
C
P
S100H
M22
110
330
110
830
110
665
110
610
111
776
111
707
S130H
M22
110
330
110
830
110
665
110
610
111
776
111
707
Note: 1. 2. 3. 4. 5. 6.
All units in mm unless otherwise stated. Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. “N” denotes number of bolts required. “n” denotes number of pitch/pitches. Fender performance is on per meter length basis Md = fender fixing bolt diameter.
-SOFTCOPY VERSION-
59
F e H n y d p e e r r C ( H e C l ) l
SUPER ARCH CORNER FENDER (C-SA) F e S n d u p e e r r ( S C U e C l l )
Super Arch corner fenders are used a s wharf corner protectors. The smallest sizes of 100H & 130H are designed without inner hollow section
C-SA100H/C-SA130H
C-SA150H~250H
2k
F e D n y d n e a r A ( r D c A h )
2k k
k 2
2
A W
A W
C
P L
S m a l l C r a f t F e n d e r s
C
P L
T
T t
L
t L
P
P
1
C
W C
Fixing Bolt N - Md
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
1
W
Fixing Bolt N - Md
H
H
PERFORMANCE AND DIMENSIONS Fender Size
Md
A
H
W1
W2
L
P
C
k
D y L n i a g h A t r c D h u ( D t y A )
T
t
Approx. Mass (kg/m)
100H
M22
240
100
130
300
500
200
75
25
22.5
16.5
40
130H
M22
240
130
111
300
500
200
75
25
22.5
16.5
45
150H
M22
240
150
98
300
500
200
75
25
22.5
19.0
41
200H
M24
320
200
131
400
750
350
100
29
30.0
21.0
100
250H
M27
410
250
164
500
750
350
100
32
37.5
23.0
148
250H
M27
410
250
164
500
1000
550
150
32
37.5
23.0
183
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
Note: 1. All units in mm unless otherwise stated. 2. Md = fender fixing bolt diameter.
-SOFTCOPY VERSION-
A p p e n d i x
60 W FENDER (W230H) W fenders have a wide contact surface and provide low surface pressure, an innovation made with Dyna Slide technology and Bridgestone’s original W fenders that are widely supplied all across Japan. Combining a W200 fender and 30 mm thick UHMW-PE pads through well controlled vulcanization processes, the superior product of W230H was produced.
PERFORMANCE AND DIMENSIONS 40.0% (Rated Deflection) Fender Size
W230H
Reaction Force (kN)
Energy Absorption (kN-m)
H
W1
W2
T
U
L
Approx. Mass (kg/m)
107
6.71
230
600
24
24
30
2000
105
FIXING BOLT LOCATIONS
Note: 1. 2. 3. 4. 5. 6.
Fender Size
Md
N
k
A
C
n
P
W230H
M20
6
23
750
200
2
800
All units in mm unless otherwise stated. Fender performance is subject to the tolerance of max 10% for Reaction Force and -10% for Energy Absorption. “N” denotes number of bolts required. “n” denotes number of pitch/pitches. Fender performance is on per meter length basis Md = fender fixing bolt diameter.
FEA Model for W Fender -SOFTCOPY VERSION-
61
F e H n y d p e e r r C ( H e C l ) l
WHARF HEAD PROTECTOR (HT20H) F e S n d u p e e r r ( S C U e C l l )
Wharf head protector minimizes scraping damage to vessels and wharf heads caused by rising and falling tides.
F e D n y d n e a r A ( r D c A h )
FOR NEW CONSTRUCTION
FOR EXISTING CONCRETE
L
W1
2
2
H
L
W1
2
1
W W
1
H D y L n i a g h A t r c D h u ( D t y A )
1
W W ANCHOR M12
H1
H1
ANCHOR M12
DIMENSIONS Type of wharf
H1
New Construction
20
Existing Concrete
20
H2
W1
W2
t
22
100
102
0.5 to 1.8
-
100
102
0.5 to 1.0
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
Note: 1. All units in mm unless otherwise stated.
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
62 SAFETY RUBBER LADDER (SL150H/ SL200H/ SL250H) Provides an alternative to metal ladders.
N - Md
Step
ØS
300
m x 600
2
1
W W
300
300
H Anchor
L n x 300
150
150
DIMENSIONS Ladder Size
Md
H
W1
W2
S
SL150H
M22
150
650
800
30
SL200H
M24
200
650
850
30
SL250H
M27
250
700
950
30
L (m)
0.9 to 3.0
FIXING BOLT LOCATIONS L
n
Mounting Bolt Pitch
Nx2
900
3
300 + 300 + 300
2x2
1200
4
300 + 600 + 300
2x2
1500
5
300 + 600 + 300 + 300
3x2
1800
6
300 + 2x600 + 300
3x2
2100
7
300 + 600 + 300 + 600 + 300
4x2
2400
8
300 + 3x600 + 300
4x2
2700
9
300 + 2x600 +300 +600 + 300
5x2
3000
10
300 + 4x600 + 300
5x2
Note: 1. All units in mm unless otherwise stated. 2. Md = fender fixing bolt diameter.
-SOFTCOPY VERSION-
Small Craft Fenders
-SOFTCOPY VERSION-
64 THE ACCESSORIES OF FENDER SYSTEM The requirement of marine fender system accessories varies in accordance with the type of fenders and the design complexity. Bridgestone design of these accessories complies with stringent quality control procedures. The typical accessories assembly of Hyper Cell Fender is shown as follows. Tension Chain (If Necessary)
Hyper Cell Fender
Anchor Bolt
Shear Chain (Optional)
Steel Mount
U-Anchor
Weight Chain (If Necessary) Frontal Frame Anchor Bolt Frontal Pad
Pad Fixing Bolt
Note: 1. Chain and pad arrangement illustrated is typical, but will vary depending upon job site conditions. Bridgestone should be consulted for the final layout. 2. All colors shown are for identification purposes only. The actual offer may differ. Please consult Bridgestone for further information regarding the standard colors available.
MAJOR ACCESSORIES Accessory
Typical Functions
Anchor Bolt
Attaches the fender to the wharf or structure
Frame Fixing
Attaches the frontal frame to the fender
Frontal Frame
Protects the vessel hull by regulating the average contact pressure
Frontal Pad
Reduces the friction coefficient to protect the vessel hull
Shear Chain
Restrains shear deection of fenders (Optional)
Tension Chain
Restrains extension of fenders (If necessary)
Weight Chain
Supports the frontal frame weight (If necessary)
-SOFTCOPY VERSION-
65
F e H n y d p e e r r C ( H e C l ) l
FRONTAL FRAME Cell series fender systems (Hyper Cell or Super Cell) are typically designed with frontal frame. The frontal frame helps to reduce the concentrated load acting on the vessel hull by distributing the force across the at frame surface. The frontal frame size can be altered so that the average hull pressure does not exceed the allowable hull pressure requirements, effectively protecting the vessel hull. There are 2 types of frontal frame constructions, either open or closed. Closed frames are also sometimes known as boxed frames. Generally, the open type frontal frame facilitates the ease of checking of the internal structure whereas the closed type is relatively superior in corrosion protection. The frontal frame can be chamfered or cornered at the top, bottom or side edges, depending on the types of vessels and hull design considerations, the most typical being hull belting.
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
Open Frame:without back plate
Closed Frame:with back plate
Chamfered Frame
Protective Coating Protective coating is essential to safeguard the frontal frame performance under the corrosive marine conditions. An epoxy protective coating system is recommended in accordance with ISO 12944 (1), which complies with the expected durability of “High” under the seawater splash zone environment.
Typical Coating System Specification (2): Surface Preparation
: SSPC.SP10 / SIS SA 2.5
Primer Coat
: Organic Zinc Rich Primer --- 20 ~ 50 micron
Intermediate/ Top Coat
: High Build Solids Epoxy --- Min. 2 Coats
Total Dry Film Thickness
: Min. 450 micron
Colour
: Black
(1)
ISO 12944- Paints and varnishes — Corrosion protection of steel structures by protective paint systems Alternative to the stated coating system are available upon request and are subjected to evaluation
(2)
Cathodic Protection Sacrificial anodes (Zinc or Aluminium) can be installed on frames for additional corrosion protection. The number and weight of the anode is determined by the number of years of protection desired.
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
Please consult Bridgestone for the specification of anodes.
-SOFTCOPY VERSION-
A p p e n d i x
66 FRONTAL PAD AND FIXINGS The Ultra High Molecular Weight (UHMW) polyethylene pads are fixed to the face of the frontal frame to minimize surface friction when the frontal frame comes into contact with the vessel hull. There are 2 types of pads - at pads and corner pads, with size up to 1000 mm x 1000 mm depending on the orientation and size of the designed frontal frame. Typically, black or blue UHMW polyethylene pads are offered. The below are the typical properties of UHMW pads:
UHMW PE Pad Properties
Values
Specific weight
0.93-0.95
Hardness
Shore D 60-70
Tensile strength
Min. 15 N/mm2
Elongation
>50%
Friction coefficient
Max. 0.2
Izod Impact Strength
No break
Note: 1. The above pad properties are typical in standard product. Non-typical pad properties are available upon request.
Pads and fixings on the frontal frame
The Pad Fixings Bridgestone has an unique pad fixings design that improves on the conventional stud bolt design where the stud bolt is easily damaged during handling. The M16 fixing bolts are used to fix the frontal pads to the welded nuts on the faceplate of the frontal frame. The below shows the crosssectional view of pad fixings for both open and closed frontal frames.
Bolt
Welded Nut
Pad
Bolt
Face Plate
Open Type Pad Fixings
Welded Nut
Pad
Face Plate
Closed Type Pad Fixings
-SOFTCOPY VERSION-
67 ANCHORS AND FRAME FRAME FIXINGS Anchor Fixing Bridgestone marine fender systems can be easily installed regardless of wharf types: be it new or existing, a steel structure or a concrete structure. Typically, Typically, Bridgestone Super Bolts are used for new concrete structure and standard resin anchors are used for exis ting concrete structure. For new or existing st eel structure, conventional bolts are usually used. In the case of Super Bolts, the embedded portion will be cast into the concrete, providing a threading part (sleeves) in which the bolt is installed. For resin anchors, the bolt is secured to the concrete structure with the chemical resins acting as a bonding agent. The below diagrams provide an illustration on the fixing mechanism of Super Bolts and resin anchors.
F e H n y d p e e r r C ( H e C l ) l
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
Frame Fixing Frame fixings enable the frontal frame to be fixed on the fender body. Different types of fenders require different types of frame fixings and fixing arrangement. The below diagrams illustrate the frame fixings configurations for Super Cell (SUC) fenders and Hyper Cell (HC) fenders.
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
68 Typical Super Bolt Dimensions Y(HEX) SIZE
1 G
i
H
2 G
i
H
Y
G1
i
L
G2
Approx. Mass (kg)
M20
13
30
65
50
145
50
1.0
M22
14
34
65
50
165
55
1.4
M24
15
36
70
55
175
55
1.7
M27
17
41
75
60
200
60
2.4
M30
18.7
46
75
60
225
60
3.0
M36
22.5
55
85
70
270
70
5.2
M42
26
65
90
75
325
85
7.7
M48
30
75
120
95
360
95
11.1
M56
35
85
125
100
435
105
17.4
M64
40
95
130
105
475
115
24.1
Bolt Size (M)
Bolt
L
Anchor
Typical Resin Anchor Bolt and Nut Dimensions Y(HEX)
SIZE PAINTED
D
H
L2 (L)
L1
Nut
Drill Hole Bolt Diameter & Depth
H
Y
L1
L2
D
L
Approx. Mass (kg)
M20
16
30
10
140
24
140
0.8
M22
20.2
34
10
145
28
145
1.0
M24
22.3
36
10
170
30
170
1.2
M27
24.7
41
10
190
32
190
1.7
M30
26.4
46
10
210
38
210
2.3
M36
31.9
55
10
260
46
260
4.1
M42
34.9
65
10
330
55
330
6.0
M48
38.9
75
10
400
60
400
8.6
M56
45.9
85
10
480
65
480
13.5
M64
52.4
95
10
515
75
515
18.6
Bolt Size (M)
Anchor
-SOFTCOPY VERSION-
Note: 1. All units in mm unless otherwise stated. 2. Bolt length and washer size may differ in accordance with the fixing application.
69
F e H n y d p e e r r C ( H e C l ) l
CHAIN SYSTEM AND CHAIN FIXING ANCHOR The chain system is comprised of the combination of shackles and common links secured between the frontal frame and the chain fixing point on the wharf structure. A typical chain system is designed with a safety factor of 3 against the breaking load. An adjustable shackle may be included depending on the functionality of the the chain in the marine fender system design.
SB Shackle
Common Link
Adj. Shackle
Typical Typical Chain Arrangement
Chain Fixing Anchor There are 2 types of chain fixings generally installed on the wharf structure, as described below:
U-Anchor
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
U-Anchors are used with new concrete structure. For further embedding strength, the U-anchor can be welded to the structural reinforcement bars before casting.
Bracket Brackets are used with existing concrete structure. Typically, Typically, the bracket is secured to the wharf by using resin anchors a nchors or steel str ucture by using bolt, nut and washer.
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
70 Accessories Material Specifications ACCESSORIES
MATERIALS
GRADE
ALTERNATIVE STANDARD
EN Grades
USA Std
British Std
SS400 in JIS G 3101
ASTM A36
BS4360-86 Gr.43A
1.0037
SM490 in JIS G 3106
ASTM A633 Gr.C
BS4360-86 Gr.50A
1.0045
UHMW Polyethylene
-
-
-
-
Mild Steel
SS400 in JIS G 3101
ASTM A36
BS4360-86 Gr.43A
1.0037
Sleeve
Stainless Steel
SUS304 / SUS316 in JIS G 4303, 4304
AISI 304 AISI 316
BS970 Gr. 304 BS970 Gr. 316
1.4301 1.4401
Bolt & Nut
Stainless Steel
SUS304 / SUS316 in JIS G 4303, 4304
AISI 304 AISI 316
BS970 Gr. 304 BS970 Gr. 316
1.4301 1.4401
Mild Steel
SS400 in JIS G 3101
ASTM A36
BS4360-86 Gr.43A
1.0037
Polyester Resin
-
-
-
-
Mild Steel
SS400 in JIS G 3101
ASTM A36
BS4360-86 Gr.43A
1.0037
Mild Steel
SS400 in JIS G 3101
ASTM A36
BS4360-86 Gr.43A
1.0037
Stainless Steel
SUS304 / SUS316 in JIS G 4303, 4304
AISI 304 AISI 316
BS970 Gr. 304 BS970 Gr. 316
1.4301 1.4401
Stainless Steel
SUS304 / SUS316 in JIS G 4303, 4304
AISI 304 AISI 316
BS970 Gr. 304 BS970 Gr. 316
1.4301 1.4401
Steel Bars for Chains
SBC490 in JIS G 3105 (1)
-
-
-
Carbon Steel
S25C in JIS G 4051
ASTM A575 Gr. 1025
BS970 Gr. 060A25
-
Carbon Steel
S25C / S45C in JIS G 4051
ASTM A575 Gr.1025 / Gr.1045
BS970 Gr. 060A25 BS970 Gr. 060A45
-
Stainless Steel
SUS304 / SUS316 in JIS G 4303, 4304
AISI 304 AISI 316
BS970 Gr. 304 BS970 Gr. 316
1.4301 1.4401
Mild Steel
SM490 in JIS G 3106
ASTM A633 Gr. C
BS4360-86 Gr.50A
1.0045
FRONTAL FRAME Frontal frame
Frontal Pad
Mild Steel
FIXING BOLTS t l o B r e p u S
r o h c n A n i s e R
Bolt, Washer, Flange, Anchor Plate & Bar
Washer Resin Capsule
Bolt, Nut & Washer g n i x i F e m a r F
Bolt & Washer Nut
Pad Fixing Bolt CHAINS Tension Chain Weight Chain Shear Chain SB Shackle Adj. Shackle CHAIN ANCHORS
U-Anchor
Bracket
Note: 1. SBC 490 in JIS G 3105 is standard of steel bars for chains; hence no equivalent US standard exists. ASTM states the standard for the chain itself, not the material.
-SOFTCOPY VERSION-
The Accessories Of Fender System
-SOFTCOPY VERSION-
72 MARINE FENDER DESIGN GUILDELINES MARINE FENDER DESIGN FLOW CHART Design Criteria - Vessel Data - Berthing Conditions - Wharf Structures - Others Berthing Velocity & Coefficients Berthing Energy Calculation
Safety Factor (if applicable)
Fender Selection - Min. Energy Absorption - Allowable Reaction Force
Berthing Conditions Vessel Consideration Consideration Natural Conditions
Marine Fender System Design - Frontal Frame Design - Chain System Design - Fixings & Anchor Design
Multiple Fender Contact / Fender Pitch (if applicable)
DEFINITIONS OF VESSEL PARAMETERS Parameters
Definition
Dead Weight Tonnage, DWT
The total mass of cargo, stores, fuels, crew and reserves with which a vessel is laden when submerged to the summer loading line
Displacement Tonnage, DT
Total Total mass of the vessel and its contents
Gross Tonnage, GT
Gross internal volumetric capacity of the vessel as defined by the rules of registering authority and measured in units of 2.83 m3
Length Overall, Loa
Overall length of the vessel
Length Between Perpendicular, Lpp
Length measured between aft and fore perpendicular or along the waterline from forward surface of the stem to the after surface of the sternpost
Molded Breadth, B
Beam or width of the vessel
Molded Depth, D
Total Total height of the vessel hull
Full Load Draft, d
Depth of vessel below sea water level d uring full load
Loa Vessel
B Load Water Line
Freeboard D d
Aft Perpendicular Perpendicular
Lpp
Fore Perpendicular -SOFTCOPY VERSION-
Keel Clearance Sea Bed
73
F e H n y d p e e r r C ( H e C l ) l
BERTHING ENERGY CALCULATIONS F e S n d u p e e r r ( S C U e C l l )
The kinetic energy of a vessel can be represented by the following formula:
E= ½·M·v2
Where: E M v
= Kinetic energy of the vessel (kNm) = Mass of the vessel (=water displacement in tonnes) = Speed of the approaching vessel perpendicular to the berth (m/s)
F e D n y d n e a r A ( r D c A h )
The effective berthing energy of a vessel can be calculated from the kinetic energy as follows D y L n i a g h A t r c D h u ( D t y A )
E = ½ · M · v 2 · Ce · Cm · Cs · Cc Where: E M v Ce Cm Cs Cc
= Effective berthing energy (kNm) = Mass of design vessel (displacement in tonnes) = Approach velocity of vessel perpendicular to the berth (m/s) = Eccentricity factor = Mass coefficient = Softness factor = Berth configuration factor or cushion factor
S m a l l C r a f t F e n d e r s
BERTHING VELOCITY Brolsma Curve, adopted by PIANC and BS 6349 is most widely used for vessel berthing speed. The berthing speeds depend on the approach conditions, the exposure of the berth and size of vessel. PIANC adopts deadweight tonnage of vessel (DWT), but BS 6349 adopts displacement tonnage of vessel (DT) for X-axis of velocity graph.
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
Approach Velocity in Accordance with PIANC - Brolsma 0.8 ) s / m ( V 0.7 , y t i c o l e V 0.6 h c a o r p p A 0.5
e
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
a. Good berthing, sheltered b. Difficult berthing, sheltered c. Easy berthing, exposed
d d. Good berthing, exposed R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
e. Difficult berthing, exposed c
0.4
0.3
b
0.2
a
M V a e r i r n i fi e c F a e t i n o n d e r
0.1
0.0 1,000
10,000
100,000
500,000
Deadweight Tonnage, DWT (ton)
-SOFTCOPY VERSION-
A p p e n d i x
74 Approach Velocity in Accordance with BS6349: Part 4 - Brolsma 0.8 ) s / m ( V 0.7 , y t i c o l e V 0.6 h c a o r p p A 0.5
e
a. Good berthing, sheltered b. Difficult berthing, sheltered c. Easy berthing, exposed
d d. Good berthing, exposed e. Difficult berthing, exposed c
0.4
0.3
b
0.2
a 0.1
0.0 1,000
10,000
100,000
Displacement Tonnage, DT (ton)
-SOFTCOPY VERSION-
500,000
75
F e H n y d p e e r r C ( H e C l ) l
MASS COEFFICIENT (Cm) Vasco Costa According to Vasco Costa, when a vessel berths, a certain volume of water will be ‘pulled’ together, creating a virtual mass. This volume is equivalent to d × d × Lpp. Since the virtual mass will be created on both sides of the vessel, the volume of water = 2d × d × Lpp and the volume of the vessel = Lpp × B × d. Hence, the total volume of berthing is as follows:
F e D n y d n e a r A ( r D c A h )
B d
F e S n d u p e e r r ( S C U e C l l )
VESSEL
d
d
Seawater
Seawater
Therefore the Mass coefficient (Cm) can be calculated by the following formula:
D y L n i a g h A t r c D h u ( D t y A )
for broadside berthing
for bow/ stern berthing
Where: Lpp B d
= Length of vessel’s hull between perpendiculars (m) = Breadth of the vessel (m) = Draft of vessel (m)
This formula was published in 1964 and is also used by the British Standards BS6349: Part 4. It is valid under the following circumstances: • the keel clearance shall be more than 0.1 × d • the vessel’s velocity shall be more than 0.08 m/s.
Shigeru Ueda The formula of Shigeru Ueda originates from 1981 and is based on model experiments and field observations. Cm is given by the formula: for broadside berthing;
for bow/stern berthing.
Block coefficient,
Where: DT Lpp B d
= Displacement tonnage of the vessel (tonnes) = Length of vessel’s hull between perpendiculars (m) = Breadth of the vessel (m) = Draft of vessel (m) = Density of water (1.025 ton/m3 for seawater)
-SOFTCOPY VERSION-
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
76 ECCENTRICITY FACTOR (Ce) Typically a vessel berths with either t he bow or stern at an angle to the wharf o r dolphin. The initial contact, or berthing point, is at one location along the vessel hull. At the time of bert hing, the vessel will rotate around this bert hing point. For this reason, the total kinetic energy held by the vessel is consumed partially in its turning energy and the remaining energy is conveyed to the wharf.
This remaining energy is obtained from the kinetic energy of a vessel corrected with the eccentricity factor, Ce. Ce may be calculated by the following equation:
Where: K = Radius of gyration of the ship (m) Generally between 0.2L and 0.25L K also can be obtained from the following formula: K = (0.19 Cb + 0.11) Lpp
Where: Cb Lpp R
= Block coefficient = Length of vessel’s hull between perpendiculars (m) = Distance of the point of contact from the center of mass (m) = Angle between the line joining the point of contact to the center of mass and the velocity vector (°)
The above expression is often simplified by assuming
= 90°, resulting in
-SOFTCOPY VERSION-
77
Often Ce is assumed to be as follows, unless otherwise specially requested:
Berthing Method
Berthing Schematic Diagram
1/4 Point Berthing
Ce
0.5
1/3 Point Berthing
0.7
End Berthing
1.0
F e H n y d p e e r r C ( H e C l ) l
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
SOFTNESS COEFFICIENT (Cs) The softness coefficient allows for the portion of the impact energy that is absorbed by the elastic deformation of the ship’s hull. Little research into energy absorption by a vessel hull has taken place, but it has been generally accepted that the value of Cs lies between 0.9 and 1.0. In the absence of more reliable information, a figure of 1.0 for Cs is recommended when a soft fender system is used, and between 0.9 and 1.0 for a hard fender system.
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
A hard fender system can be considered one in which the deections of the fenders under impact from design vessels are less than 0.15m. A soft fender system has fender deections greater than 0.15m under the same impacts.
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
78 CONFIGURATION COEFFICIENT (Cc) The berth configuration coefficient allows for the portion of the ship’s energy, which is absorbed by the cushioning effect of water trapped between the ship’s hull and the quay wall. The value of Cc is inuenced by the ty pe of quay construction, the distance from the side of the vessel, the berthing angle, the shape of the ship’s hull, and the under keel clearance. The following figures are generally applied in each case:
Open Stucture Vessel
Cc = 1.0
Semi Open Structure Vessel
Cc = 0.9 ~ 1.0
Closed Structure (Gravity)
Vessel
Cc = 0.8 ~ 1.0
FACTOR OF ABNORMAL BERTHING An abnormal impact occurs when the normal calculated energy to be absorbed at impact is exceeded. This is to account for t he scenario of accidental occurrences. Some reasons for abnormal impacts can be mishandling, malfunction, exceptionally adverse wind or current, or a combination of factors. The factor for abnormal impact may be applied to the berthing energy as calculated for a normal impact to arrive at the abnormal berthing energy. This factor should enable reasonable abnormal impacts to be absorbed by the fender system without damage. It would impracticable to design for an exceptionally large abnormal impact and it must be accepted that such an impact could result in damage.
Size
Factor of Abnormal Berthing
Tanker and Bulk Cargo
Largest Smallest
1.25 1.75
Container Vessel
Largest Smallest
1.5 2.0
General Cargo
-
1.75
Ro-Ro and Ferries
-
2.0 or higher
Tugs, Work Boats, etc
-
2.0
Type of Vessel
The table above is introduced in PIANC guidelines as general guidance. It may not be applicable if the abnormal approach velocity is already adopted for design. As mentioned in PIANC guidelines, it would not be practicable to design for an exceptionally large abnormal impact and it must be accepted that such an impact could result in damage.
-SOFTCOPY VERSION-
79
F e H n y d p e e r r C ( H e C l ) l
MULTIPLE-FENDER CONTACT The study of multiple fender contact allows the optimum fender sys tem to be designed. There are two possible scenarios of vessels coming into contact with multiple fenders:
F e S n d u p e e r r ( S C U e C l l )
Even No. Fender Contact
Wharf
Plan View
S P
P A
P F3
h
Vessel
H A
F4 s iu d a R ll u H
B
n-fender contact (n = even number)
B-B
j
k
B
F2
F1
A-A
l e s s e V
l e s s f r e a V
h W
f r a h W
D y L n i a g h A t r c D h u ( D t y A )
Odd No. Fender Contact Plan View
S P
Wharf
A
G2
G3
H Vessel
A-A
k j
P
G1
A
n-fender contact (n = odd number)
s iu d a R ll u H
l e s s e V
f r a h W
The distance H is related to the total fender pitch S and hull radius R as follows.
Hull Radius (R)
Above is the conventional Hull Radius formula that is widely used in the marine fender industry Vessel hull radius determines the number of fenders that can be contacted and the wharf clearance, k at a specified fender pitch.
Fender Pitch (P) For continuous wharves, the quantity of fenders in contact with the vessel hull depends on the fender pitch. Larger-than-required pitches may result in insufficient energy absorption or the vessel hull hitting the wharf structure. On the other hand, smaller-than-required pitches may result in uneconomical marine fender systems being designed. Generally, British Standard: Maritime Structures, BS 6349 Part 4 is used as a reference to estimate the fender pitch by considering the minimum vessel length.
Summing the performance of t he individual fenders in a multiple - fender contact results in a Combined Energy Absorption (EAC). The entire system EAC shall equal or exceed the berthing energy of the vessel. An additional consideration is that the clearance between vessel hull and wharf, k should be kept at a safe distance.
-SOFTCOPY VERSION-
F e D n y d n e a r A ( r D c A h )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
80 DESIGN BY BERTH CONSIDERATIONS Allowable Maximum Reaction Force The allowable reaction force varies from berth to berth. Typically a pile-constructed wharf or dolphin has a low limit of allowable reaction force compared to the gravity wharf. The reaction force of a selected fender should be less than the maximum allowable reaction force (R max ).
Allowable Installation Area The fendering system must be designed to fit the available mounting area on the wharf. The minimum area for installing Super Cell Fender or Hyper Cell Fender is determined by the ange diameter. For arch-type fenders, the minimum area for installation is governed by the width and length of the fender legs. For designs having chains these must also be accounted for in the mounting area. As a general rule the distance from the edge of the concrete to the outermost anchor position (Lc) shall be equal to or larger than the length of the embedded anchor bolts (L). Please refer to the below diagram for clarity.
Fender Flange Dia. Anchor Position c L L
0 . 5 5 Q 1 E Ø . R . D . N I C . M P
5 2 7 1 Ø
Concrete Structure
Lc
1342 MIN. REQ.
0 0 8
c L
L Lc
1150
Lc
MIN. REQ. 1340
HC1150H
c L
Fender Flange Dia. Anchor Position c L
Lc
1800 MIN. REQ.
1600
c L
Concrete Structure
Lc
e r u t . c u Q r t E S 0 4 R e 0 . t 2 N e I r c M n o C
0 0 4 2
. Q 0 E 0 R 8 . 1 N I M
0 0 1 8 . D . . P C
0 0 0 2 Ø
Lc
L 1600 SUC1600H
-SOFTCOPY VERSION-
Anchor Position Fender Flange DA-A800H
c L
81
F e S n d u p e e r r ( S C U e C l l )
Allowable Standoff of Fender System There are cases where wharf equipment such as loading arms, gantry cranes, vehicle ramps, etc., will govern the distance the vessel can be from the wharf face and therefore the size of fender that can be installed. In such cases multiple fenders may overcome the size limitation imposed by a single larger fender body.
F e H n y d p e e r r C ( H e C l ) l
Clearance Vessel WHARF
On the other hand, it is important to ensure that on rated compression of the fender system the vessel is kept in a safe clearance from any protruding section of the wharf structure.
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
Deflected Fender
Other Considerations If pertinent design information is available or pre-determined please inform Bridgestone to ensure optimum design output. See below for the types of information that is helpful.
INSTALLATION PITCH
RUBBER FENDER
SIDE VIEW
FRONTAL FRAME
HWL
LOW CONTACT VESSEL FULL DRAFT AT LWL
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
TOP VIEW
FRONT VIEW
S m a l l C r a f t F e n d e r s
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
LWL
-SOFTCOPY VERSION-
A p p e n d i x
82 DESIGN BY VESSEL CONSIDERATIONS Allowable Average Face Pressure The average face pressure is calculated by dividing the designed reaction force of the fender by the area of the at surface of the frontal frame. This at surface excludes chamfers of the frontal frame.
Frontal Frame
e
Where, R A Pa W H We He
H H
: Design Reaction Force : Flat Area of Frontal frame ( A = We x He ) : Allowable Face Pressure : Frontal frame Width : Frontal frame Height : Effective Width : Effective Height
We W
Chamfer
The allowable face pressure differs with the type and size of the vessels shown as follows: Type of Vessel
Allowable Face Pressure (kN/m2)
Container Vessel 1st & 2nd Generation
< 400
3rd Generation (Panamax)
< 300
4th Generation
< 250
5th & 6th Generation (Superpost Panamax)
< 200
General Cargo ≤ 20,000 DWT
400 - 700
>20,000 DWT
< 400
Oil Tanker ≤ 60,000 DWT
< 300
>60,000 DWT
< 350
VLCC
< 200
Gas Tanker LNG / LPG tanker
< 200
Carriers Bulk & Ore Carrier
< 200
Belted Vessel Ferry
Belted or < 300
Passenger
Belted or < 300
Ro-Ro Vessel
Belted or < 300
-SOFTCOPY VERSION-
Chamfer (Side)
83
F e H n y d p e e r r C ( H e C l ) l
DESIGN BY VESSEL CONSIDERATIONS In general a vessel has curvature in horizontal and vertical directions. Vessel curvature causes angular compression of the fender body.
Vessel Hull Curvature in Vertical Direction Vessels such as general cargo carriers and oil tankers have nearly straight vertical hull. On the other hand, container vessels have complex hull curvat ure. it is therefore necessary to design a fender system by taking this curvature into account. In this case, the fender system typically experiences angular compression when it comes into contact with the vessel hull.
Vessel
F e S n d u p e e r r ( S C U e C l l )
Clearance F e D n y d n e a r A ( r D c A h )
Wharf
If the fender system is installed at a low position of the wharf, it is important to ensure the vessel hull is in a safe clearance when the fender system is being compressed up to the designed deection.
D y L n i a g h A t r c D h u ( D t y A )
Fender S m a l l C r a f t F e n d e r s
Vessel Hull Curvature in Horizontal Direction As vessels have nearly straight curvature profile around the contact area with the fender system in the horizontal direction, the vessel curva ture consideration is normally not taken into account. However, in some cases, if the curvature profile is not straight about the contact area, as shown in the sketch, it is necessary to determine the spacing of fender systems to prevent the vessel from contacting the wharf.
s e l V e s R Fender
H Wharf
P
H 2
Where, P = Fender Spacing H = Fender Height = Berthing Angle R = Hull Radius of Curvature
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
84
Vessel Contact Elevation Low Contact of Vessel Low contact occurs when the freeboard elevation of the berthing vessel at low water level is below the fender centerline elevation. This occurrence causes the fender to elongate. Tension chains are designed to restrict the fender elongation. As the fender is compressed a t a certain angle during low contact, the fender energy absorption capacity is reduced.
Wharf
Elev.
Remark: For low contact, the mooring condition may be more severe than the berthing condition. Mooring analysis shall be considered in the case of open sea with little protection.
Low Contact Distance Vessel Freeboard
Water Level
Belt Contact Some vessel hulls have metallic, rubber or wooden protrusions for protection. These protruded objects are referred to as belts. Most ferries, passenger vessels & Ro-Ro vessels are designed with belts.
Belting Wharf
Vessel
The existence of belts affects the design of the frontal frame of fe nder systems. Belt contact results in a two-point contact bending moment on the frontal frame. Further, the belt exerts a stress on the faceplate of the frontal frame. To withstand this stress, the frontal frame faceplate is specially reinforced.
Elev.
Water Level
-SOFTCOPY VERSION-
85
F e H n y d p e e r r C ( H e C l ) l
FRONTAL FRAME DESIGN Frame Size The frontal frame size is determined by the allowable face pressure of the vessel. In some cases the vessel contact elevation and frame visibility at different tidal levels will also affect the designed frame size.
F e S n d u p e e r r ( S C U e C l l )
Design Strength The frontal frame is designed considering the below cases:
• • •
F e D n y d n e a r A ( r D c A h )
Single-Line Load Contact (Angular contact loads) Two-Line Load Contact (For belted vessel contact only) Midpoint Load Contact (For more than two fenders system only)
Wharf Horizontal Berthing
Flare/ Rolling Wharf
Wharf
D y L n i a g h A t r c D h u ( D t y A )
Wharf S m a l l C r a f t F e n d e r s
Single-Line Load
Two-Line Load
Midpoint Load
Minimum Steel Plate Thickness The minimum steel plate thickness for the frontal frame construction is as follows.
• • •
One-surface exposed plate: Two-surface exposed plate: Internal plate:
9 – 10 mm 12 mm 8 mm
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
Chamfered Edges If vessels with belting are anticipated at the site the frontal frame is normally designed with a top and bottom chamfered edge to avoid snagging. The dimension of the belt is essential to determining the required chamfer size.
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
-SOFTCOPY VERSION-
A p p e n d i x
86 CHAIN SYSTEM DESIGN Restraint chains are used in a fender syste m to control the loading on the fender under the design limit for t he design conditions. The chains used may be tension, weight and shear chains.
Tension Chain Tension chains are required to restrict the elongation of a fender within its allowable limits during angular compression. Upper and/or lower tension chains can be used if required.
Vessel Approach For Berthing
Wharf
Wharf
Tension Chain
Vessel Approach For Berthing Tension Chain
Horizontal Angular Berthing
Flare Angle or Rolling Berthing
Weight Chain For system requiring frames, if the frame weight is are over the allowable limit for the fender body weight chains should be installed so sagging does not occur. Top tension chains may also be necessary to avoid tilting of the frame if weight chains are fixed to the frame below the f ender centerline in the elevation plane. Tension Chain
Weight Chain
Wharf
Wharf
t h g i e W e m a r F
t h g i e W e m a r F Weight Chain
Shear Chain Bridgestone’s cell-type fender systems (SUC and HC) have high allowable limits of shear performance and superior resistance to shearing. The UHMW-PE low friction pads (μ = 0.2) coupled with this superior shearing performance of the cell fenders enable the cell fenders to perform well even without shear chain. However, if shearing deection needs to be limited for other reasons, a pair of shear chains should be installed symmetrically. The shear chain may have a share-function with the tension chains and weight chains.
Wharf
Wharf
Shear Chain
Vessel Hull
Vessel Hull
Vessel Approach For Berthing
Vessel Approach For Berthing
Bridgestone SUC & HC fenders have the allowable shear limit equivalent to its rated deflection.
-SOFTCOPY VERSION-
Shear force generated between vessel hull and frontal pad.
87
F e H n y d p e e r r C ( H e C l ) l
FIXINGS AND ANCHORS DESIGN F e S n d u p e e r r ( S C U e C l l )
Under the operation conditions, the fixings and anchors of a fender system are subject to • an axial pull out force when fender elongates and • shearing force when fender is compressed and simultaneously sheared downward. Fixing Bolt Anchor
F
F
R S
P
Ac1
F e D n y d n e a r A ( r D c A h )
μ
Ac1
R+W
Ac2
Allowable Elongation Ac2
Shearing Force
Axial Pull-out Force
The maximum axial pull-out force and shearing force are used to evaluate the material strength of the fixings and the concrete embedded anchor strength, as summarized below.
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
Where, P R n d μ W Fc Ac1&2
= Axial pull-out force at elongation limit = Reaction force of fender = Number of fixing bolts per fender = Effective diameter of fixing bolt = Friction coefficient between frontal pad and steel = Weight of frontal frame and half weight of fender body = Attenuation coefficient (0.6 ~ 1.0) = Concrete strength = Surface projection area
-SOFTCOPY VERSION-
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
88 RESEARCH, DEVELOPMENT, AND TESTING FACILITIES Bridgestone is the world’s largest and one of the world’s oldest rubber products companies. To ensure the quality of all our products, Bridgestone deploys the comprehensive research, testing, and engineering methods in order to meet our stringent corporate requirements. Marine fenders are fully supported by this corporate culture. One of the largest compression testing facilities in the world is dedicated to test our largest marine fenders in full scale to confirm the fender performance. A continuous effort of product improvement has placed Bridgestone as the first choice of major port authorities around the world. Bridgestone corporate philosophy is to pay special attention to quality control. Our products are developed through proven steps and introduced to the market only after thorough examination. Quality control at Bridgestone does not merely mean statistical control of production. Bridgestone believes every branch of the company should become involved in quality control in a comprehensive manner to improve not only its products, but also the company’s business operations itself . Bridgestone calls this approach “Total Quality Control”, our Deming Plan.
The Fender Development Process Concept Design
Scale Model Evaluation INTEGRATION
Back Bone for “Rubber” • Bridgestone - the largest rubber company in the world • Supported by Bridgestone’s 500 technical staff • Utilize similar technology as “Formula 1”
SCALE MODEL
Back Bone for “Fender Shape” • Ideal Shape - Stress is distributed evenly during operation (compression) utilizing the similar concept as Bridgestone tire technology • Utilizing Finite Element Analysis for study
Laboratory Test • Axial compression • Angular compression • Shear compression • Fatigue test • Mooring simulation REVIEW
GOOD FULL SCALE BODY
REVIEW
Field Test • Axial compression • Angular compression • Shear compression • Continuous compression • Mooring GOOD ON MARKET Full Size Evaluation
-SOFTCOPY VERSION-
89
F e H n y d p e e r r C ( H e C l ) l
FINITE ELEMENTS ANALYSIS (FEA) While the most common way to analyze a product is through laboratory testing, Finite Elements Analysis (FEA) has become one of the most important tools to carry out a detailed analysis of a product. Having its own FEA center, Bridgestone utilizes the state of the art facilities in order to ensure the quality of its products from design to manufacturing.
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
Computer Mooring Simulation
Finite Element Analysis (FEA)
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
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A p p e n d i x
90 Rubber Materials Technology
Bridgestone also has the highly advanced understanding of rubber as a material. This is essential for a heavy molded product such as a marine fender. Marine fenders are the thickest structural element commonly made from vulcanized rubber. This presents unique problems for the vulcanization. Rubber is a very good thermal insulator, therefore it is a difficult molding problem to assure the rubber is vulcanized throughout the body thickness. Incomplete vulcanization will result in a failed fender. Bridgestone successfully produces our SUC3000H fender, which has a wall thickness of approximately 500mm, by again applying the FEA method to study the temperature signature that must be maintained to assure successful vulcanization. This methodology is applied to all our fender models.
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91
F e H n y d p e e r r C ( H e C l ) l
Testing Facilities F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
Environment Ovens – Aging Test
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
3-Axis Mooring Simulator
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
Model Tester
-SOFTCOPY VERSION-
A p p e n d i x
92 MARINE FENDER VERIFICATION PHYSICAL PROPERTY OF RUBBER
Property
Unit
Requirement
Tensile Strength
MPa
Min. 15.7
Elongation
%
Min. 300
Before Aging
Hardness
d r a d n a t S
After Aging 70º C x 96 hrs aging through air heating
deg.
Max. 84
Change in Tensile Strength
%
Not less than 80% of Original value
Change in Elongation
%
Not less than 80% of Original value
Hardness
deg.
Compression Set
JIS K 6251, ISO 37 ASTM D412 , BS 903 A.2 DIN 53504, CNS 3553:K 6344 GB/T 528 JIS K 6253 , ISO 7619-1 ASTM D2240 , BS903 A.2 DIN 53505, CNS 3555:K6346 GB/T 531
JIS K 6251, ISO 37 ASTM D412 , BS 903 A.2 DIN 53504, CNS 3553:K 6344 GB/T 528
JIS K 6253 , ISO 7619-1 ASTM D2240 , BS903 A.2 DIN 53505, CNS 3555:K6346 GB/T 531 JIS K 6262, ISO 815 ASTM D395, BS903 A.6A DIN ISO 815, CNS 3560:K6351, GB/T 7759
%
Max. 30
-
No cracking visible to eye
Abrasion Resistance
cc
1.5cc (Max)
JIS K 6264, ISO 4649
Tear Resistance
kN/m
70 (Min)
JIS K 6252, ISO 34-1, ASTM D624, BS ISO 34-1, DIN ISO 34-1, GB/T 529
-
+10% by volume (Max)
JIS K 6258, ISO 1817 ASTM D471, BS ISO 1817 DIN ISO 1817, GB/T 1690
-
10,000 cycles
70º C x 22 hrs heat treatment
Ozone Resistance 20% strain, 40°C, 50pphm for 100 hours
n o i t p O
Original value +8 deg max.
Relevant Testing Standard
Seawater Resistance 95°C for 28 days
Dynamic Fatigue†
Note: Bridgestone Marine Fender comes with Standard Testing Certification. Option testing for rubber properties would incur additional cost. † Testing report available for Super Cell Fenders and Hyper Cell Fenders only
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JIS K 6259, ISO 1431-1 ASTM D1149, BS ISO 1431-1 DIN 53509,GB/T 7762
-
93
F e H n y d p e e r r C ( H e C l ) l
FENDER PERFORMANCE TEST In production Bridgestone fenders are tested for performance following PIANC procedures. Fenders will be selected at random and compressed by a compression-testing machine up to the rated deection. The fender performance shall meet the specied values within the tolerance. Performance Tolerance: Test Lots:
Reaction Force Energy Absorption Ten (10) % of each size.
F e S n d u p e e r r ( S C U e C l l )
+10% –10%
The fender performance is expressed by the value of the energy absorbed and reaction force thus generated during fender compression at the prescribed deection.
F e D n y d n e a r A ( r D c A h )
In the fender performance test, the fender shall be compressed axially under the constant-slow velocity of 0.0003-0.0013 m/s (2-8 cm/min) for three (3) times up to the rated deection.
The load and the deection in each test shall be recorded. The average of 2nd and 3rd cycle performance data shall be adopted to determine the reaction value and energy value of the fender. The energy absorption and reaction force at the standard deection must be within t he tolerance value.
DIMENSIONAL TOLERANCES
Tolerance
Fender Height
Pitch Circle Diameter (P.C.D.)
Outer Base Diameter
Bolt Hole
+4% / -2%
±4mm
+4% / -2%
±2 mm
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
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A p p e n d i x
94 APPENDIX TABLE OF VESSEL DATA CONTAINER VESSEL DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
7000
10700
123
115
20.3
9.8
7.2
10000
15100
141
132
22.4
11.3
8.0
15000
22200
166
156
25.0
13.3
9.0
20000
29200
186
175
27.1
14.9
9.9
25000
36100
203
191
28.8
16.3
10.6
30000
43000
218
205
30.2
17.5
11.1
40000
56500
244
231
32.3
19.6
12.2
50000
69900
266
252
32.3
21.4
13.0
60000
83200
286
271
36.5
23.0
13.8
DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
1000
1690
67
62
10.8
5.8
3.9
2000
3250
83
77
13.1
7.2
4.9
3000
4750
95
88
14.7
8.1
5.6
5000
7690
111
104
16.9
9.4
6.6
7000
10600
123
115
18.6
10.4
7.4
10000
14800
137
129
20.5
11.6
8.3
15000
21600
156
147
23.0
13.1
9.5
20000
28400
170
161
24.9
14.3
10.4
30000
41600
193
183
27.8
16.2
11.9
40000
54500
211
200
30.2
17.6
13.0
DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
1000
2190
73
66
14.0
6.2
3.5
2000
4150
94
86
16.6
8.4
4.5
3000
6030
109
99
18.3
10.0
5.3
5000
9670
131
120
20.7
12.5
6.4
7000
13200
148
136
22.5
14.5
7.2
10000
18300
169
155
24.6
17.0
8.2
15000
26700
196
180
27.2
20.3
9.6
20000
34800
218
201
29.1
23.1
10.7
30000
50600
252
233
32.2
27.6
12.4
GENERAL CARGO
RO-RO SHIP
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95
F e H n y d p e e r r C ( H e C l ) l
BULK CARRIER DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
5000
6920
109
101
15.5
8.6
6.2
7000
9520
120
111
17.2
9.5
6.9
10000
13300
132
124
19.2
10.6
7.7
15000
19600
149
140
21.8
11.9
8.6
20000
25700
161
152
23.8
13.0
9.4
30000
37700
181
172
27.0
14.7
10.6
50000
61100
209
200
32.3
17.1
12.4
70000
84000
231
221
32.3
18.9
13.7
100000
118000
255
246
39.2
21.1
15.2
150000
173000
287
278
44.5
23.8
17.1
200000
227000
311
303
48.7
25.9
18.6
250000
280000
332
324
52.2
27.7
19.9
DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
1000
1580
61
58
10.2
4.5
4.0
2000
3070
76
72
12.6
5.7
4.9
3000
4520
87
82
14.3
6.6
5.5
5000
7360
102
97
16.8
7.9
6.4
7000
10200
114
108
18.6
8.9
7.1
10000
14300
127
121
20.8
10.0
7.9
15000
21000
144
138
23.6
11.6
8.9
20000
27700
158
151
25.8
12.8
9.6
30000
40800
180
173
29.2
14.8
10.9
50000
66400
211
204
32.3
17.6
12.6
70000
91600
235
227
38.0
19.9
13.9
100000
129000
263
254
42.5
22.5
15.4
150000
190000
298
290
48.1
25.9
17.4
200000
250000
327
318
52.6
28.7
18.9
300000
368000
371
363
59.7
33.1
21.2
OIL TANKER
F e S n d u p e e r r ( S C U e C l l )
F e D n y d n e a r A ( r D c A h )
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
GAS CARRIER DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
1000
2480
71
66
11.7
5.7
4.6
2000
4560
88
82
14.3
7.2
5.7
3000
6530
100
93
16.1
8.4
6.4
5000
10200
117
109
18.8
10.0
7.4
7000
13800
129
121
20.8
11.3
8.1
10000
18900
144
136
23.1
12.9
9.0
15000
27000
164
154
26.0
14.9
10.1
20000
34800
179
169
28.4
16.5
11.0
30000
49700
203
192
32.0
19.0
12.3
50000
78000
237
226
37.2
22.8
12.3
70000
105000
263
251
41.2
25.7
12.3
100000
144000
294
281
45.8
29.2
12.3
-SOFTCOPY VERSION-
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
96
FERRY DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
1000
1230
67
61
14.3
5.5
3.4
2000
2430
86
78
17.0
6.8
4.2
3000
3620
99
91
18.8
7.7
4.8
5000
5970
119
110
21.4
9.0
5.5
7000
8310
134
124
23.2
10.0
6.1
10000
11800
153
142
25.4
11.1
6.8
15000
17500
177
164
28.1
12.6
7.6
20000
23300
196
183
30.2
13.8
8.3
30000
34600
227
212
33.4
15.6
9.4
40000
45900
252
236
35.9
17.1
10.2
DWT
DT
Loa
LPP
W
D
Full Draft
(Metric tones)
(Metric tones)
(m)
(m)
(m)
(m)
(m)
1000
1030
64
60
12.1
4.9
2.6
2000
1910
81
75
14.4
6.3
3.4
3000
2740
93
86
16.0
7.4
4.0
5000
4320
112
102
18.2
9.0
4.8
7000
5830
125
114
19.8
10.2
5.5
10000
8010
142
128
21.6
11.7
6.4
15000
11500
163
146
23.9
13.7
7.5
20000
14900
180
160
25.7
15.3
8.0
30000
21300
207
183
28.4
17.8
8.0
50000
33600
248
217
32.3
21.7
8.0
70000
45300
278
243
35.2
24.6
8.0
PASSENGER VESSEL
Note: All the vessel data listed here are taken from PIANC Working Group 33 of Maritime Navigation Commission with confidence limit of 75%. Values shown are for reference only.
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97
F e H n y d p e e r r C ( H e C l ) l
UNIT CONVERSION TABLE F e S n d u p e e r r ( S C U e C l l )
LENGTH Meter (m)
Foot (ft)
Inch (in)
1
3.2808
39.3701
0.3048
1
12.0
0.0254
0.0833
1 F e D n y d n e a r A ( r D c A h )
COATING THICKNESS Mils
Microns
1
25.4
AREA Sq. Meter (m2)
Sq. Feet (ft2)
Sq. Inch (in 2)
1
10.7639
1550.0
0.0929
1
144.0
0.645x103
6.9444x10-3
1
D y L n i a g h A t r c D h u ( D t y A )
VELOCITY m/s
ft/s
knot
km/h
mile/h
1
3.2808
1.9438
3.6000
2.2369
0.3048
1
0.5925
1.0973
0.6818
0.5144
1.6878
1
1.8520
1.1508
0.2778
0.9113
0.5400
1
0.6214
0.4470
1.4667
0.8690
1.6093
1
MASS tonne (metric)
Kip
Long ton
Short ton
1
2.2046
0.9842
1.1023
0.4536
1
0.4464
0.5
1.0161
2.24
1
1.12
0.9072
2.0
0.8929
1
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
FORCE kN
tonne (force)
kip (force)
pound (force)
1
0.102
0.225
225
9.81
1
2.2046
2204.6
4.45
0.454
1
1000
tonne-m
ft kip
1
0.102
0.774
9.81
1
7.24
1.36
0.138
1
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
ENERGY kNm or kJ
S m a l l C r a f t F e n d e r s
PRESSURE tonne/m2
kip/ft2
kPa
psi
Kg/cm2
MPa or N/mm2
1
0.205
9.81
1.4236
0.1000
0.00981
4.88
1
47.9
6.944
0.4880
0.04788
0.102
0.0209
1
0.1451
0.0102
0.00100
0.7024
0.144
6.89
1
0.0702
0.00689
10
2.05
98.1
14.236
1
0.0981
102
20.91
1000.62
145.207
10.2
1
-SOFTCOPY VERSION-
M V a e r i r n i fi e c F a e t i n o n d e r
A p p e n d i x
98 PRECAUTION AND RECOMMENDATIONS Recommendation of Maintenance 1.
Proper maintenance of the Fender is important for long-term safe use. It’s recommendable to conduct periodical maintenance according to the maintenance manual.
2.
The repair coating work for corrosion and rust of the frontal frames of the Fender is recommendable at least once a year or immediately when such corrosion and /or rust is found. The repair coating material shall be the same specification as the submitted fender system drawing.
Conditions 3.
Do not use under conditions deviated from the given design criteria.
4.
Do not abuse and misuse. Avoid unauthorized alterations or repairs.
Precaution for Safe Transportation and Keeping 5.
Do not drag the Fender on the oor surface. Do not drop it, crash it nor damage it when handling.
6.
Take extra care of handling so that the Fender cannot be damaged especially at the part of rubber-coated ange, in case of placing the Fender horizontally.
7.
Protect sufficiently so that the Fender cannot be damaged in case of being fixed with ropes.
8.
Do not attach oil and other chemicals to the Fender.
9.
Be careful to keep the Fender away from fire.
Precaution in Installation 10.
Cover the Fender with protective material so that it cannot be damaged, when hanging it with wire ropes.
11.
Do spot welding between the fix bolt and the washer to prevent bolts from being loosened
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99
F e H n y d p e e r r C ( H e C l ) l
LIST OF REFERENCE EAU 1996, Empfehlungen des Arbeitsausschusses fur Ufereinfassungen (Recommendations of the Committee for Waterfront Structures Harbours and Waterways EAU 1996, 7th English version)
F e S n d u p e e r r ( S C U e C l l )
BS 6349: Part 4: 1994, Maritime structures, Code of practice for design of fendering and mooring systems Port Engineering - Volume 1 - Per Bruun KUBO K. (1962):”A New Method for Estimation of Lateral Resistance of Piles”, Report of Port and Harbour Research Institute, Vol. 2, No, 3, 37 p 9 (in Japanese) Technical Standards for Port and Harbour Facilities in Japan (1991): The overseas Coastal Development Instit ute of Japan, pp.156-161 UEDA S, K. TAKAHASHI, S. ISOZAKI, H. SHIMAOKA, S. KIUCHI and H. SHIRATANI (1993), “Design Method of Single Pile Dolphin Made of High Tensile Steel”, Proc. Of Pacific Congress on Marine Science and Technology (PACOM ‘93) 1993.6, pp 446 -475
F e D n y d n e a r A ( r D c A h )
ROM 0.2 - 90, Actions in the Design of Maritime and Harbor Works, April 1990 PIANC WG 24 (1995): Criteria for Move ments of Moored Vessels in Harbours - A Practical Guide, supplement to Bulletin No.88, 35p. UEDA S. and SHIRAISHI S. (1992), On the Design of Fenders Based on the Vessel Oscillations Moored in Quay Walls, Technical Note of Port and Harbour Research Institute, 55p (in Japanese) PIANC, Report on the International Commission for Improving the Design of Fender System, Supplement to Bulletin No. 45(1984). PIANC 2002, Guidelines For the Des ign of Fender Systems: 2002, Report o f Working Group 33 THORESEN C.A, Port Design, Guidelines and Recommendation, Tapir Publishers, Trondheim, Norway, 1988.
D y L n i a g h A t r c D h u ( D t y A )
S m a l l C r a f t F e n d e r s
OCIMF, Vessel to vessel transfer guide (Petro leum) 1997 OCIMF, Vessel to vessel transfer guide (Liquefied gases) 1995 SHIGERU UEDA, RYO UMEMURA, SATORU SHIRAISHI, S HUJI YAMAMOTO, YASUHIRO AKAKURA and SEIGI YAMASE, Statistical Design of Fenders, Proceedings of the International Offshore and Polar Engineering Confere nce, June 2001, pp. 583-588
T h F e e n A d c e c r e S s y s s o r t i e e m s O f
Technical Standards and Commentaries for Port and Harbour Facilities in Japan, 2002 The Overseas Coastal Area Development Institute of Japan.
DISCLAIMER Information contained in this catalogue is for general reference purposes only. The information is provided by Bridgestone and while we endeavo ur to keep the information up to date and correct , we make no representations or warranties of any kind, express or implied, about the completeness, accuracy, reliability, suitability or availability with respect to the catalogue or the information, products, services, or related graphics contained in this document for any purpose. Readers are advised to seek Bridgestone’s confirmation on the specification. Bridgestone reserve the rights to modify and change the information with or without prior notice.
D e M s a i r g n i n G e u F i l e d n e d l e i n r e
R A e n s d e T a r e c s h t , i n D g e F v a e l c o i p l i m t i e s e n t
M V a e r i r n i fi e c F a e t i n o n d e r
First Published 2013 © COPYRIGHT 2013 BRIDGESTONE CORPORATION. All rights reserved. No part of this catalogue may be reproduced or copied by any means or in any form without the prior written permission of Bridgestone Corporation, Tokyo Japan. -SOFTCOPY VERSION-
A p p e n d i x
-SOFTCOPY VERSION-