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Titik X(m) Y(m) Z(m) ∆x ∆y 1 266244.899 9801367.01 79 2 266243.358 9801458.3 82 -1.5412 91.2874 3 266311.039 9801535.9 85 67.6811 77.5956 4 266327.515 9801693.16 80 16.4765 157.2596 5 266492.681 9801783.42 79 165.1659 90.2624 6 266468.54 9802054.07 80 -24.1412 270.6502 7 266587.069 9802269.29 81 118.5289 215.2197 8 266796.279 9802326.9 88 209.2106 57.6149 9 266829.822 9802176.98 84 33.5425 -149.918 10 266936.215 9802116.53 80 106.3927 -60.4549 11 267010.385 9802264.39 84 74.1707 147.8643 12 267160.586 9802296.56 85 150.2012 32.1653 13 267086.434 9802427.15 85 -74.1525 130.5897 14 267193.232 9802699.5 88 106.7981 272.3534 15 267328.907 9802618.83 86 135.6752 -80.676 16 267460.001 9802676.3 83 131.0939 57.477 17 267480.846 9802917.54 86 20.8448 241.2409 18 267722.934 9802879.77 82 242.0884 -37.775 19 267889.872 9802979.65 78 166.9377 99.8818 20 267970.682 9802949.83 81 80.8095 -29.8167

Perhitungan Ip Horisontal

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perhitungan geometrik jalan untuk tikungan horisontal

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Page 1: Perhitungan Ip Horisontal

Titik X(m) Y(m) Z(m) ∆x ∆y ∆ sudut(RAD) azimuth(DEG)1 266244.8987 9801367.013 792 266243.3575 9801458.3 82 -1.5412 91.2874 -0.01688 -0.96722950733 266311.0386 9801535.896 85 67.6811 77.5956 0.71726 41.0958670114 266327.5151 9801693.155 80 16.4765 157.2596 0.10439 5.98120668475 266492.681 9801783.418 79 165.1659 90.2624 1.07065 61.3435997266 266468.5398 9802054.068 80 -24.1412 270.6502 -0.08896 -5.09712542277 266587.0687 9802269.287 81 118.5289 215.2197 0.50341 28.8430908698 266796.2793 9802326.902 88 209.2106 57.6149 1.30207 74.6028765179 266829.8218 9802176.985 84 33.5425 -149.9177 -0.22011 -12.611619571

10 266936.2145 9802116.53 80 106.3927 -60.4549 -1.05407 -60.39371638911 267010.3852 9802264.394 84 74.1707 147.8643 0.46494 26.63895183412 267160.5864 9802296.559 85 150.2012 32.1653 1.35983 77.91278227713 267086.4339 9802427.149 85 -74.1525 130.5897 -0.51643 -29.58912740914 267193.232 9802699.502 88 106.7981 272.3534 0.37370 21.41166489215 267328.9072 9802618.826 86 135.6752 -80.676 -1.03434 -59.26318337916 267460.0011 9802676.303 83 131.0939 57.477 1.15760 66.32536261717 267480.8459 9802917.544 86 20.8448 241.2409 0.08619 4.938466108918 267722.9343 9802879.769 82 242.0884 -37.775 -1.41601 -81.13119608919 267889.872 9802979.651 78 166.9377 99.8818 1.03161 59.10716523420 267970.6815 9802949.834 81 80.8095 -29.8167 -1.21732 -69.747190727

Page 2: Perhitungan Ip Horisontal

indikator kuadran azimuth indikator belokan1 2 3 4 ᵞ azimuth ∆ mentah kanan(+) kiri(-) ∆ tikungan

0 0 0 359.03277 359.03277 -317.9369 42.063097 0 42.063096541.095867 0 0 0 41.095867 -35.11466 0 0 -35.114665.9812067 0 0 0 5.98120668 55.362393 0 0 55.362393

61.3436 0 0 0 61.3435997 293.559275 0 -66.44073 -66.4407250 0 0 354.90287 354.902875 -326.05978 33.940216 0 33.9402163

28.843091 0 0 0 28.8430909 45.7597856 0 0 45.759785674.602877 0 0 0 74.6028765 92.7855039 0 0 92.7855039

0 167.38838 0 0 167.38838 -47.782097 0 0 -47.7820970 119.60628 0 0 119.606284 -92.967332 0 0 -92.967332

26.638952 0 0 0 26.6389518 51.2738304 0 0 51.273830477.912782 0 0 0 77.9127823 252.49809 0 -107.5019 -107.50191

0 0 0 330.41087 330.410873 -308.99921 51.000792 0 51.000792321.411665 0 0 0 21.4116649 99.3251517 0 0 99.3251517

0 120.73682 0 0 120.736817 -54.411454 0 0 -54.41145466.325363 0 0 0 66.3253626 -61.386897 0 0 -61.3868974.9384661 0 0 0 4.93846611 93.9303378 0 0 93.9303378

0 98.868804 0 0 98.8688039 -39.761639 0 0 -39.76163959.107165 0 0 0 59.1071652 51.145644 0 0 51.145644

0 110.25281 0 0 110.252809 -110.25281 0 0

Page 3: Perhitungan Ip Horisontal

b 3emax 0.1

∆ tikungan Kemiringanᵒ ' "

memanjang (%) melintang(%)kiri kanan

42 3 47.1475 0.03286 3.28586 1.43 4.76 4.76-35 6 52.7772 0.02914 2.91361 0.00 3.57 3.5755 21 44.6150 -0.03162 -3.16215 2.38 4.76 4.76

-66 26 26.6105 -0.00531 -0.53129 3.18 2.20 3.1833 56 24.7787 0.00368 0.36802 4.76 3.57 4.7645 45 35.2283 0.00407 0.40700 7.14 4.76 7.1492 47 7.8141 0.03226 3.22582 1.30 4.76 4.76

-47 46 55.5485 -0.02604 -2.60376 7.14 8.33 8.33-92 58 2.3944 -0.03269 -3.26880 1.19 1.30 3.8051 16 25.7896 0.02418 2.41803 5.88 11.49 11.49

-107 30 6.8749 0.00651 0.65101 0.00 4.76 4.7651 0 2.8523 0.00000 0.00000 2.86 5.40 5.4099 19 30.5462 0.01025 1.02549 7.14 13.33 13.33

-54 24 41.2344 -0.01267 -1.26703 1.19 10.64 10.64-61 23 12.8274 -0.02096 -2.09584 7.14 1.79 7.1493 55 49.2161 0.01239 1.23895 1.20 1.19 1.24

-39 45 41.8992 -0.01633 -1.63253 4.76 2.38 4.7651 8 44.3185 -0.02056 -2.05617 13.16 2.86 13.16

Kemiringan medan (%)memanjang

(gradien)

Page 4: Perhitungan Ip Horisontal

en 0.04

Rmin (m) Vmean Fmax Dmax D DPI HPI S1 S2

40 50 32 0.19 32.971919 28.64788 17.765043 0.05625 0.0031663 0.008795440 50 32 0.19 32.971919 28.64788 17.765043 0.05625 0.0031663 0.0087954

Vr (km/jam)

Page 5: Perhitungan Ip Horisontal

҉>

Mo F E LS1 LS2 LS3 LSMAX Ls(m) ∆(rad)θs(rad)

0.0230603 0.153833 0.0981355 22.222222 43.852536 49.728776 49.72878 50 -0.693972 0.50.0230603 0.153833 0.0981355 22.222222 43.852536 49.728776 49.72878 50 0.8926599 0.5

Page 6: Perhitungan Ip Horisontal

MODIFIKASI

∆c(rad) Yc(m) Xc(m) p(m) k(m) Es(m) Ts(m) Lc θs(rad)

-1.693972 8.1857024 48.764384 2.0648305 24.793107 5.3644391 5.9656131 -84.69858 FS -0.346986-0.10734 8.1857024 48.764384 2.0648305 24.793107 7.7191494 49.708035 -5.367006 FS 0.44633

Tipe Tikungan

Page 7: Perhitungan Ip Horisontal

MODIFIKASI

Ls(m)

34.644.6

Page 8: Perhitungan Ip Horisontal

Jarak peta(mm) Jarak asli(m) kemiringan(%)No kiri kanan kiri kanan kiri kanan

1 0 1 0 7 0.0 0.0 02 1 3 7 21 1.4 4.8 1.433 0 4 0 28 0.0 3.6 04 6 3 42 21 2.4 4.8 2.3809525 0 6.5 0 45.5 0.0 2.2 06 3 4 21 28 4.8 3.6 4.7619057 2 3 14 21 7.1 4.8 7.1428578 11 3 77 21 1.3 4.8 1.2987019 1 3 14 12 7.1 8.3 7.142857

10 4 2.5 28 17.5 3.6 5.7 3.57142911 1 1 17 8.7 5.9 11.5 5.88235312 0 3 0 21 0.0 4.8 013 5 15 35 105 2.9 1.0 2.85714314 2 1 14 7.5 7.1 13.3 7.14285715 12 1 84 9.4 1.2 10.6 1.19047616 2 8 14 56 7.1 1.8 7.14285717 12 12 83.4 84.1 1.2 1.2 1.19904118 3 6 21 42 4.8 2.4 4.76190519 1 5 7.6 35 13.2 2.9 13.1578920 2 2 14 14 7.1 7.1 7.14285721 8 2 56 14 1.8 7.1 1.78571422 2 1 14 8.3 7.1 12.0 7.14285723 3 3 21 21 4.8 4.8 4.76190524 1 3 7.4 21 13.5 4.8 13.5135125 1 1 7.1 7.7 14.1 13.0 14.0845126 1 1 7.7 8.8 13.0 11.4 12.9870127 1 0 8.8 0 11.4 0.0 11.36364

Page 9: Perhitungan Ip Horisontal

04.7619053.5714294.7619052.1978023.5714294.7619054.7619058.3333335.71428611.494254.7619050.95238113.33333

10.63831.7857141.1890612.3809522.8571437.1428577.14285712.048194.7619054.76190512.9870111.36364

0

Page 10: Perhitungan Ip Horisontal

TITIK X Y Z TITIK X1 266244.87 9801367.05 79 1 266244.89872 266242.62 9801461.93 82 2 266243.35753 266312.45 9801534.45 85 3 266311.03864 266316.52 9801678.86 80 4 266327.51515 266486.59 9801777.28 79 5 266492.6816 266473.14 9802048.02 80 6 266468.53987 266596,18 9802278.29 81 7 266587.06878 266815.6 9802335.73 88 8 266796.27939 266836.92 9802157.74 84 9 266829.8218

10 266933.14 9802114.71 80 10 266936.214511 267027.15 9802253.31 84 11 267010.385212 267152.71 9802286.7 85 12 267160.586413 267118.16 9802471.32 85 13 267086.433914 267197.72 9802688.84 88 14 267193.23215 267409.91 9802621.6 86 15 267328.907216 267445.76 9802793.11 83 16 267460.001117 267505.93 9802915.92 86 17 267480.845918 267706.67 9802877.11 82 18 267722.934319 267855.69 9802969.75 78 19 267889.87220 267972.05 9802937.85 81 20 267970.6815

Page 11: Perhitungan Ip Horisontal

Y Z9801367.01259801458.29999801535.89559801693.15519801783.41759802054.06779802269.28749802326.90239802176.98469802116.5297

9802264.3949802296.5593

9802427.1499802699.50249802618.82649802676.30349802917.54439802879.76939802979.65119802949.8344