SPAN MOMENTS SPAN 1 Elastic V All Odd Even Redist V All Odd Even Elastic X- All Odd Even Redist X- All Odd Even Elastic M All Odd Even Redist M All Odd Even SPAN 2 Elastic V All Odd Even Redist V All Odd Even Elastic X- All Odd Even Redist X- All Odd Even Elastic M All Odd Even Redist M All Odd Even SPAN 3 Elastic V All Odd Even Redist V All Odd Even Elastic X- All Odd Even Redist X- All Odd Even Elastic M All Odd Even Redist M All Odd Even Project Location
Total Design M kNm ßb Be mm Mt max kNm MIDDLE STRIP b 7500 7500 7500 mm M 3.1 #VALUE! 0.0 kNm Bar dia 12 #VALUE! 12 mm d 219.0 #VALUE! 219.0 mm K' 0.156 0.156 0.156 K 0.0002 #VALUE! #VALUE! 0.0000 z 208.1 #VALUE! #VALUE! 208.1 mm As mm²/m 5 #VALUE! #VALUE! 0 As enhancement deflection control 0.00% #VALUE! #VALUE! As final mm²/m 325 #VALUE! #VALUE! 325 S 325 #VALUE! #VALUE! 325 mm Clause b ? No #VALUE! #VALUE! No S max 657 #VALUE! #VALUE! 657 ok ok mm As prov mm²/m 348 #VALUE! 348 =% 0.159 #VALUE! #VALUE! 0.159 % fs N/mm² #VALUE! #VALUE! #VALUE! #VALUE! #VALUE! Deflection Base ratio 26 k tens #VALUE! k comp 1.050 Allowed COLUMN STRIP b 0 0 0 mm M 9.4 #VALUE! 0.0 kNm Bar dia #DIV/0! #VALUE! #DIV/0! mm d #DIV/0! #VALUE! #DIV/0! mm K' 0.156 0.156 0.156 K #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! z #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! mm As mm²/m #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! As enhancement deflection control 0.00% #VALUE! #VALUE! As final mm²/m #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! S #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! mm Clause b ? #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! S max #DIV/0! #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! mm As prov mm²/m #DIV/0! #VALUE! #DIV/0! =% #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! % fs N/mm² #DIV/0! #VALUE! #VALUE! #DIV/0! #DIV/0! Deflection
SPAN 1 Local X X M(e) all M(e) odd M( e) even Beam M(r) all M(r) odd M(r ) even 70% max 70% min Lower bound Upper bound Beam Local X X M(e) all M(e) odd M( e) even Beam M(r) all M(r) odd M(r ) even 70% max 70% min Lower bound Upper bound Beam
Local X X M(e) all M(e) odd M( e) even Beam M(r) all M(r) odd M(r ) even 70% max 70% min Lower bound Upper bound Beam Local X X M(e) all M(e) odd M( e) even Beam M(r) all M(r) odd M(r ) even 70% max 70% min Lower bound Upper bound Beam Local X X M(e) all M(e) odd M( e) even Beam M(r) all M(r) odd M(r ) even 70% max 70% min Lower bound Upper bound Beam
SHEAR FORC E DIAGRAMS SPAN 1
SPAN 2
SPAN 3
SPAN 4
Local X X V(e) all V(e) odd V(e) even V(r) all V(r) odd V(r) even Beam GRIDS
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596.8
-520
596.8
-520
596.8
-520
596.8
-520
596.8
-520
596.8
SPAN 5
SPAN 6
UDL
partial UDL
SPAN 4 PL1
PL2
SUPT 4
UDL
partial UDL
SPAN 5 PL1
PL2
SUPT 5
UDL
partial UDL
SPAN 6 PL1
PL2
SUPT 6
UDL
partial UDL
PL1
PL2
SUPT 7
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This spreadsheet should be used in compliance with the accompanying publication 'Spreadsheets for concrete design to BS 8110' available from British Cement Association, Telford Avenue, Crowthorne, Berkshire RG45 6YS.
Status of spreadsheet
Public release version. Revision history RCC33 Flat Slabs (A & D)