= 9.355 m = Yc R(1 cos s) 0 = 9.355 43.5 ( 1 cos 32 5542.99 ) = 236.659 m = Xc R sin s
0
y
Es
y
Ts
y
Lc
= 48.374 43.5 sin 32 5542.99 = 24.727 m = ( R + p ) sec ½ - R 0 = ( 43.5 + 236.659 ) sec ½ (93 0546.56) 43.5 = 23.191 m = k + (R + p) tan ½ 0 = 24.727 + (43.5 + 236.659) tan ½ (93 0546.56) = 73.142 m = c x R = 0.4754110873 x 43.5 = 20.680 m
Karena Lc < 25 m Full Spiral Maka dilakukan Perhitungan sebagai berikut : y
c
=0
y
s
=
y
Ls
= 2 s x R = 2 x 0.8124181873 x 43.5 = 70.680 m
y
Xc
= Ls (1 -
=
+
0
= 46 3253.28 x
-
+
= 0.8124181873 rad
)
= 66.156 m y
Yc
y
P
y
k
y
Es
y
Ts
y
Lc
= Ls (
-
+
-
+
)
= 18.257 m = Yc R(1 cos s) 0 = 18.257 43.5 ( 1 cos 46 3253.28 ) = 4.674 m = Xc R sin s 0 = 66.156 43.5 sin 46 3253.28 = 34.577 m = ( R + p ) sec ½ - R 0 = ( 43.5 + 4.674 ) sec ½ (93 0546.56) 43.5 = 26.546 m = k + (R + p) tan ½ 0 = 34.577 + (43.5 + 4.674 ) tan ½ (93 0546.56) = 85.427 m = c x R = 0 x 43.5 =0
Tikungan Kedua
x
y
P1
272143.336
9804642.503
P2
272278.252
9804971.533
P3
271825.672
9804793.621
en = 4% emax = 10 % V = 30 km/jam b = 3.5 m R = 90 m Menghitung -1
= mo {(Dmax D)/(Dmax DPI)}2 + HPI + S2 x (D DPI) = 0.03464406929 e = V2 / 127 R f 2 = 30 / 127 (90) - 0.03464406929 = 0.04409608819 Ls (1) = 2 x 1000/3600 x V = 2 x1000/3600 x 30 = 16.667 m V < 80 km/jam = 0.035 Ls(2) = 1000/3600 x V (e+en) / = 1000/3600 x 30 (0.04409608819+ 0.04) / 0.035 = 20.023 m m = 2V + 40 = 2(30) + 40 = 100 Ls(3) = b x m(e+en) = 3.5 x 100 (0.04409608819+ 0.04) = 29.434 m
= 1.663 m = Yc R(1 cos s) 0 = 1.663 90 ( 1 cos 9 3257.47) = 41.625 m = Xc R sin s 0 = 29.917 90 sin 9 3257.47 = 14.986 m = ( R + p ) sec ½ - R 0 = ( 90 + 41.625 ) sec ½ (133 4520.8) 90 = 140.247 m
y
Ts
y
Lc
= k + (R + p) tan ½ = 14.986 + (90 + 41.625 ) tan ½ (13304520.8) = 226.738 m = c x R = 2.001145382 x 90 = 180.103 m
Karena f < 0.04 Full circle Maka dilakukan perhitungan sebagai berikut : y