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PERBANDINGAN METODE ANALITIS DAN METODE NUMERIK SELISIH 1 metode numerik metode analitis t (s) V (m/s) t (s) V (m/s) 0 9.800 0 0.000 1 17.801 1 8.953 2 24.334 2 16.405 3 29.667 3 22.607 4 34.022 4 27.769 5 37.577 5 32.066 6 40.479 6 35.642 7 42.849 7 38.618 8 44.784 8 41.095 9 46.364 9 43.157 10 47.654 10 44.873 11 48.707 11 46.301 12 49.566 12 47.490 13 50.268 13 48.480 14 50.841 14 49.303 15 51.309 15 49.989 16 51.691 16 50.559 17 52.003 17 51.034 18 52.258 18 51.429 19 52.466 19 51.758 20 52.635 20 52.032 21 52.774 21 52.260 22 52.887 22 52.449 23 52.980 23 52.607 24 53.055 24 52.738 25 53.117 25 52.848 26 53.167 26 52.939 27 53.208 27 53.014 28 53.241 28 53.077 29 53.269 29 53.130 30 53.291 30 53.174 31 53.309 31 53.210 32 53.324 32 53.240 33 53.336 33 53.265 34 53.346 34 53.286 35 53.354 35 53.304 36 53.361 36 53.318 37 53.366 37 53.330 38 53.371 38 53.340 39 53.374 39 53.349 40 53.377 40 53.356 41 53.380 41 53.362

METODE NUMERIK

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Contoh perbandingan perhitungan menggunakan Metode Analitik dengan Metode Numerik

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Page 1: METODE NUMERIK

PERBANDINGAN METODE ANALITIS DAN METODE NUMERIK SELISIH 1

metode numerik metode analitist (s) V (m/s) t (s) V (m/s)

0 9.800 0 0.0001 17.801 1 8.9532 24.334 2 16.4053 29.667 3 22.6074 34.022 4 27.7695 37.577 5 32.0666 40.479 6 35.6427 42.849 7 38.6188 44.784 8 41.0959 46.364 9 43.157

10 47.654 10 44.87311 48.707 11 46.30112 49.566 12 47.49013 50.268 13 48.48014 50.841 14 49.30315 51.309 15 49.98916 51.691 16 50.55917 52.003 17 51.03418 52.258 18 51.42919 52.466 19 51.75820 52.635 20 52.03221 52.774 21 52.26022 52.887 22 52.44923 52.980 23 52.60724 53.055 24 52.73825 53.117 25 52.84826 53.167 26 52.93927 53.208 27 53.01428 53.241 28 53.07729 53.269 29 53.13030 53.291 30 53.17431 53.309 31 53.21032 53.324 32 53.24033 53.336 33 53.26534 53.346 34 53.28635 53.354 35 53.30436 53.361 36 53.31837 53.366 37 53.33038 53.371 38 53.34039 53.374 39 53.34940 53.377 40 53.35641 53.380 41 53.362

Page 2: METODE NUMERIK

42 53.382 42 53.36643 53.383 43 53.37044 53.385 44 53.37445 53.386 45 53.37746 53.387 46 53.37947 53.387 47 53.38148 53.388 48 53.38249 53.388 49 53.38450 50

0 4 8 12 16 20 24 28 32 36 40 44 480.000

5.000

10.000

15.000

20.000

25.000

30.000

35.000

40.000

45.000

50.000

55.000

perbandingan metode analitis dan metode numerik selisih 1

metode numerikmetode analitis

t (s)

v (m

/s)

Page 3: METODE NUMERIK

PERBANDINGAN METODE ANALITIS DAN METODE NUMERIK SELISIH 3

metode numerik metode analitist (s) V (m/s) t (s) V (m/s)

0 29.400 0 0.0003 42.611 3 22.6076 48.547 6 35.6429 51.214 9 43.157

12 52.412 12 47.49015 52.951 15 49.98918 53.193 18 51.42921 53.302 21 52.26024 53.351 24 52.73827 53.372 27 53.01430 53.382 30 53.17433 53.387 33 53.26536 53.389 36 53.31839 53.390 39 53.34942 53.390 42 53.36645 53.390 45 53.37748 53.390 48 53.38251 53.390 51 53.38654 53.390 54 53.38857 53.390 57 53.38960 53.390 60 53.39063 53.390 63 53.39066 53.390 66 53.39069 53.390 69 53.39072 53.390 72 53.39075 53.390 75 53.39078 53.390 78 53.39081 53.390 81 53.39084 53.390 84 53.39087 53.390 87 53.39090 53.390 90 53.39093 53.390 93 53.39096 53.390 96 53.39099 53.390 99 53.390

102 53.390 102 53.390105 53.390 105 53.390108 53.390 108 53.390111 53.390 111 53.390114 53.390 114 53.390117 53.390 117 53.390120 53.390 120 53.390123 53.390 123 53.390

Page 4: METODE NUMERIK

126 53.390 126 53.390129 53.390 129 53.390132 53.390 132 53.390135 53.390 135 53.390138 53.390 138 53.390141 53.390 141 53.390144 53.390 144 53.390147 53.390 147 53.390150 150

0 4 8 12 16 20 24 28 32 36 40 44 480.0005.000

10.00015.00020.00025.00030.00035.00040.00045.00050.00055.000

perbandingan metode analitis dan metode numerik selisih 3

metode numerikmetode analitis

t (s)

v (m

/s)

Page 5: METODE NUMERIK

TUGAS KELOMPOK METODE NUMERIK

KELOMPOK 8 Anggota : M. Fatchul Arifi 115060109111004Danang Irjaya Adiwena 115060109111002Archie 115060109111003

Diketahui :m = 68,1 Kgt = selisih 1 dan selisih 3

c = 12,5 kg/s

menggunakan metode analitis dan metode numerik

g = 9,8 m/s2

Ditanyakan : V(i+1) ?