Plantilla metodos
17
t V(t) Tolerancia t V(t) Tolerancia 0 0 0 0 3 22.60716691 22.60716691 3 29.4 29.4 6 35.64175156 13.03458465 6 42.61057268722 13.210572687 9 43.15708499 7.51533342 9 48.54660094316 5.9360282559 12 47.49019095 4.33310596 12 51.2138911727 2.6672902295 15 49.98852419 2.49833324 15 52.41240924941 1.1985180767 18 51.42898491 1.44046073 18 52.95095041163 0.5385411622 21 52.25950947 0.83052456 21 53.19293807042 0.2419876588 24 52.73836393 0.47885446 24 53.30167261314 0.1087345427 27 53.01445641 0.27609249 27 53.35053130635 0.0488586932 30 53.17364270 0.15918628 30 53.37248543281 0.0219541265 33 53.26542453 0.09178183 33 53.38235028258 0.0098648498 36 53.31834305 0.05291853 36 53.38678294636 0.0044326638 39 53.34885422 0.03051117 39 53.38877471599 0.0019917696 42 53.36644600 0.01759178 42 53.38966969617 0.0008949802 45 53.37658888 0.01014287 45 53.39007184586 0.0004021497 48 53.38243694 0.00584806 48 53.39025254748 0.0001807016 51 53.38580875 0.00337181 51 53.3903337438 8.119632E-05 54 53.38775283 0.00194408 54 53.39037022849 3.648469E-05 57 53.38887372 0.00112090 57 53.39038662249 1.6394E-05 60 53.38952000 0.00064627 60 53.39039398896 7.366468E-06 63 53.38989262 0.00037262 63 53.39039729901 3.310043E-06 66 53.39010746 0.00021484 66 53.39039878634 1.487332E-06 69 53.39023133 0.00012387 69 53.39039945465 6.683166E-07 72 53.39030275 0.00007142 72 53.39039975495 3.003008E-07 75 53.39034393 0.00004118 75 53.39039988989 1.349369E-07 78 53.39036767 0.00002374 78 53.39039995052 6.063246E-08 81 53.39038136 0.00001369 81 53.39039997777 2.724455E-08 84 53.39038925 0.00000789 84 53.39039999001 1.224204E-08 87 53.39039380 0.00000455 87 53.39039999551 5.50083E-09 90 53.39039643 0.00000262 90 53.39039999798 2.471737E-09 93 53.39039794 0.00000151 93 53.39039999909 1.110649E-09 96 53.39039881 0.00000087 96 53.39039999959 4.990639E-10 99 53.39039932 0.00000050 99 53.39039999982 2.242402E-10 102 53.39039961 0.00000029 102 53.39039999992 1.007692E-10 105 53.39039977 0.00000017 105 53.39039999996 4.527578E-11 108 53.39039987 0.00000010 108 53.39039999998 2.034284E-11 111 53.39039992 0.00000006 111 53.39039999999 9.13758E-12 114 53.39039996 0.00000003 114 53.3904 4.106937E-12 117 53.39039997 0.00000002 117 53.3904 1.847411E-12 120 53.39039999 0.00000001 120 53.3904 8.31335E-13 123 53.39039999 0.00000001 123 53.3904 3.765876E-13 126 53.39040000 0.00000000 126 53.3904 0 129 53.39040000 0.00000000 129 53.3904 0 132 53.39040000 0.00000000 132 53.3904 0 135 53.39040000 0.00000000 135 53.3904 0 138 53.39040000 0.00000000 138 53.3904 0
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Transcript of Plantilla metodos
t V(t) Tolerancia t V(t) Tolerancia0 0 0 03 22.60716691 22.60716691 3 29.4 29.46 35.64175156 13.03458465 6 42.61057268722 13.21057268729 43.15708499 7.51533342 9 48.54660094316 5.93602825593
12 47.49019095 4.33310596 12 51.2138911727 2.6672902295415 49.98852419 2.49833324 15 52.41240924941 1.1985180767118 51.42898491 1.44046073 18 52.95095041163 0.5385411622221 52.25950947 0.83052456 21 53.19293807042 0.241987658824 52.73836393 0.47885446 24 53.30167261314 0.1087345427227 53.01445641 0.27609249 27 53.35053130635 0.048858693230 53.17364270 0.15918628 30 53.37248543281 0.0219541264633 53.26542453 0.09178183 33 53.38235028258 0.0098648497836 53.31834305 0.05291853 36 53.38678294636 0.0044326637839 53.34885422 0.03051117 39 53.38877471599 0.0019917696342 53.36644600 0.01759178 42 53.38966969617 0.0008949801845 53.37658888 0.01014287 45 53.39007184586 0.0004021496948 53.38243694 0.00584806 48 53.39025254748 0.0001807016251 53.38580875 0.00337181 51 53.3903337438 8.1196323E-0554 53.38775283 0.00194408 54 53.39037022849 3.6484691E-0557 53.38887372 0.00112090 57 53.39038662249 1.6394002E-0560 53.38952000 0.00064627 60 53.39039398896 7.366468E-0663 53.38989262 0.00037262 63 53.39039729901 3.3100429E-0666 53.39010746 0.00021484 66 53.39039878634 1.487332E-0669 53.39023133 0.00012387 69 53.39039945465 6.683166E-0772 53.39030275 0.00007142 72 53.39039975495 3.0030085E-0775 53.39034393 0.00004118 75 53.39039988989 1.3493695E-0778 53.39036767 0.00002374 78 53.39039995052 6.0632459E-0881 53.39038136 0.00001369 81 53.39039997777 2.7244546E-0884 53.39038925 0.00000789 84 53.39039999001 1.224204E-0887 53.39039380 0.00000455 87 53.39039999551 5.50083E-0990 53.39039643 0.00000262 90 53.39039999798 2.4717366E-0993 53.39039794 0.00000151 93 53.39039999909 1.1106494E-0996 53.39039881 0.00000087 96 53.39039999959 4.990639E-1099 53.39039932 0.00000050 99 53.39039999982 2.2424018E-10
102 53.39039961 0.00000029 102 53.39039999992 1.0076917E-10105 53.39039977 0.00000017 105 53.39039999996 4.5275783E-11108 53.39039987 0.00000010 108 53.39039999998 2.0342839E-11111 53.39039992 0.00000006 111 53.39039999999 9.1375796E-12114 53.39039996 0.00000003 114 53.3904 4.106937E-12117 53.39039997 0.00000002 117 53.3904 1.8474111E-12120 53.39039999 0.00000001 120 53.3904 8.31335E-13123 53.39039999 0.00000001 123 53.3904 3.7658765E-13126 53.39040000 0.00000000 126 53.3904 0129 53.39040000 0.00000000 129 53.3904 0132 53.39040000 0.00000000 132 53.3904 0135 53.39040000 0.00000000 135 53.3904 0138 53.39040000 0.00000000 138 53.3904 0
0 10 20 30 40 50 60 70 80 90 1000
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Solución Analítica
Sln AnalíticaSln Númerica
Tiempo (t)
Velo
cidad
141 53.39040000 0.00000000 141 53.3904 0144 53.39040000 0.00000000 144 53.3904 0147 53.39040000 0.00000000 147 53.3904 0150 53.39040000 0.00000000 150 53.3904 0
m = 68.1C = 12.5g = 9.8
0 10 20 30 40 50 60 70 80 90 1000
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Solución Analítica
Sln AnalíticaSln Númerica
Tiempo (t)
Velo
cidad
0 10 20 30 40 50 60 70 80 90 1000
10
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Solución Analítica
Sln AnalíticaSln Númerica
Tiempo (t)
Velo
cidad
m 68.1g 9.8t 12 No. a b f(a) f(b)
V(t) 53.47811 1 10 11 1.80221319805 -1.540457500742 10.5 11 0.09009678702 -1.540457500743 10.5 10.75 0.09009678702 -0.73507710474 10.5 10.625 0.09009678702 -0.32500089955 10.5 10.5625 0.09009678702 -0.118084376176 10.5 10.53125 0.09009678702 -0.014152458057 10.515625 10.53125 0.03793242542 -0.014152458058 10.5234375 10.53125 0.01188005808 -0.014152458059 10.5234375 10.52734375 0.01188005808 -0.00113868024
10 10.525390625 10.52734375 0.00537006871 -0.0011386802411 10.526367188 10.52734375 0.0021155392 -0.0011386802412 10.526855469 10.52734375 0.00048839072 -0.0011386802413 10.526855469 10.527099609 0.00048839072 -0.0003251544514 10.526977539 10.527099609 8.1615714E-05 -0.0003251544515 10.526977539 10.527038574 8.1615714E-05 -0.0001217699716 10.526977539 10.527008057 8.1615714E-05 -2.0077281E-0517 10.526992798 10.527008057 3.0769179E-05 -2.0077281E-0518 10.527000427 10.527008057 5.3459393E-06 -2.0077281E-0519 10.527000427 10.527004242 5.3459393E-06 -7.3656733E-0620 10.527000427 10.527002335 5.3459393E-06 -1.0098676E-0621 10.527001381 10.527002335 2.1680357E-06 -1.0098676E-0622 10.527001858 10.527002335 5.7908404E-07 -1.0098676E-0623 10.527001858 10.527002096 5.7908404E-07 -2.1539178E-0724 10.527001977 10.527002096 1.8184613E-07 -2.1539178E-0725 10.527001977 10.527002037 1.8184613E-07 -1.6772823E-0826 10.527002007 10.527002037 8.2536651E-08 -1.6772823E-0827 10.527002022 10.527002037 3.2881914E-08 -1.6772823E-0828 10.527002029 10.527002037 8.0545419E-09 -1.6772823E-0829 10.527002029 10.527002033 8.0545419E-09 -4.3591371E-0930 10.527002031 10.527002033 1.8477024E-09 -4.3591371E-0931 10.527002031 10.527002032 1.8477024E-09 -1.2557138E-0932 10.527002031 10.527002032 2.9599079E-10 -1.2557138E-09
Xm f(Xm) Tolerancia f(a)*f(xm) n Funcion10.5 0.090096787 0.162373619 10 1.802213198
10.75 -0.7350771 0.25 -0.06622809 10.05 1.62719197810.625 -0.3250009 0.125 -0.02928154 10.1 1.45303075
10.5625 -0.11808438 0.0625 -0.01063902 10.15 1.27972442510.53125 -0.01415246 0.03125 -0.00127509 10.2 1.107267945
10.515625 0.037932425 0.015625 0.00341759 10.25 0.93565628810.5234375 0.011880058 0.0078125 0.000450639 10.3 0.764884462
10.52734375 -0.00113868 0.00390625 -1.3528E-05 10.35 0.59494750810.525390625 0.005370069 0.001953125 6.37967E-05 10.4 0.425840502
10.5263671875 0.002115539 0.000976563 1.13606E-05 10.45 0.25755854910.5268554688 0.000488391 0.000488281 1.03321E-06 10.5 0.09009678710.5270996094 -0.00032515 0.000244141 -1.588E-07 10.55 -0.0765496110.5269775391 8.16157E-05 0.00012207 3.98604E-08 10.6 -0.2423854510.5270385742 -0.00012177 6.10352E-05 -9.9383E-09 10.65 -0.4074154910.5270080566 -2.0077E-05 3.05176E-05 -1.6386E-09 10.7 -0.5716444810.5269927979 3.07692E-05 1.52588E-05 2.51125E-09 10.75 -0.735077110.5270004272 5.34594E-06 7.62939E-06 1.6449E-10 10.8 -0.8977180510.5270042419 -7.3657E-06 3.8147E-06 -3.9376E-11 10.85 -1.0595719710.5270023346 -1.0099E-06 1.90735E-06 -5.3987E-12 10.9 -1.2206434710.5270013809 2.16804E-06 9.53674E-07 1.15902E-11 10.95 -1.3809371210.5270018578 5.79084E-07 4.76837E-07 1.25547E-12 11 -1.540457510.5270020962 -2.1539E-07 2.38419E-07 -1.2473E-13 11.05 -1.6992091210.527001977 1.81846E-07 1.19209E-07 1.05304E-13 11.1 -1.85719648
10.5270020366 -1.6773E-08 5.96046E-08 -3.0501E-15 11.15 -2.0144240410.5270020068 8.25367E-08 2.98023E-08 1.5009E-14 11.2 -2.1708962510.5270020217 3.28819E-08 1.49012E-08 2.71396E-15 11.25 -2.326617510.5270020291 8.05454E-09 7.45058E-09 2.64849E-16 11.3 -2.4815921910.5270020328 -4.3591E-09 3.72529E-09 -3.5111E-17 11.35 -2.6358246510.527002031 1.8477E-09 1.86265E-09 1.48824E-17 11.4 -2.78931923
10.5270020319 -1.2557E-09 9.31323E-10 -2.3202E-18 11.45 -2.942080210.5270020314 2.95991E-10 4.65661E-10 5.46903E-19 11.5 -3.0941118410.5270020317 -4.7987E-10 2.32831E-10 -1.4204E-19 11.55 -3.24541839
9.8 10 10.2 10.4 10.6 10.8 11 11.2 11.4 11.6 11.8
-4
-3
-2
-1
0
1
2
3
Column N
Interpolación Linealm 68.1g 9.8t 12 No. a b f(a) f(b)
V(t) 53.47811 1 10 11 1.802213198 -1.54045752 10 10.53915368 1.802213198 -0.040468613 10 10.52731289 1.802213198 -0.001035864 10 10.52700998 1.802213198 -2.6496E-055 10 10.52700223 1.802213198 -6.7775E-076 10 10.52700204 1.802213198 -1.7336E-087 10 10.52700203 1.802213198 -4.4344E-108 10 10.52700203 1.802213198 -1.1347E-119 10 10.52700203 1.802213198 -2.8422E-13
10 10.52700203 10.52700203 0 -2.8422E-1311 10.52700203 10.52700203 0 -2.8422E-1312 10.52700203 10.52700203 0 -2.8422E-1313 10.52700203 10.52700203 0 -2.8422E-1314 10.52700203 10.52700203 0 -2.8422E-1315 10.52700203 10.52700203 0 -2.8422E-1316 10.52700203 10.52700203 0 -2.8422E-1317 10.52700203 10.52700203 0 -2.8422E-1318 10.52700203 10.52700203 0 -2.8422E-1319 10.52700203 10.52700203 0 -2.8422E-1320 10.52700203 10.52700203 0 -2.8422E-1321 10.52700203 10.52700203 0 -2.8422E-1322 10.52700203 10.52700203 0 -2.8422E-1323 10.52700203 10.52700203 0 -2.8422E-1324 10.52700203 10.52700203 0 -2.8422E-1325 10.52700203 10.52700203 0 -2.8422E-1326 10.52700203 10.52700203 0 -2.8422E-1327 10.52700203 10.52700203 0 -2.8422E-1328 10.52700203 10.52700203 0 -2.8422E-1329 10.52700203 10.52700203 0 -2.8422E-1330 10.52700203 10.52700203 0 -2.8422E-1331 10.52700203 10.52700203 0 -2.8422E-1332 10.52700203 10.52700203 0 -2.8422E-13
Xm f(Xm) Tolerancia fa*fxm n Funcion10.53915368 -0.04046861 -0.07293306 10 1.80221319810.52731289 -0.00103586 0.011840785 -0.00186683 10.05 1.62719197810.52700998 -2.6496E-05 0.000302909 -4.7752E-05 10.1 1.4530307510.52700223 -6.7775E-07 7.74808E-06 -1.2214E-06 10.15 1.27972442510.52700204 -1.7336E-08 1.98187E-07 -3.1243E-08 10.2 1.10726794510.52700203 -4.4344E-10 5.06939E-09 -7.9918E-10 10.25 0.93565628810.52700203 -1.1347E-11 1.2967E-10 -2.045E-11 10.3 0.76488446210.52700203 -2.8422E-13 3.31823E-12 -5.1222E-13 10.35 0.59494750810.52700203 0 8.34888E-14 0 10.4 0.42584050210.52700203 0 0 0 10.45 0.25755854910.52700203 0 0 0 10.5 0.09009678710.52700203 0 0 0 10.55 -0.0765496110.52700203 0 0 0 10.6 -0.2423854510.52700203 0 0 0 10.65 -0.4074154910.52700203 0 0 0 10.7 -0.5716444810.52700203 0 0 0 10.75 -0.735077110.52700203 0 0 0 10.8 -0.8977180510.52700203 0 0 0 10.85 -1.0595719710.52700203 0 0 0 10.9 -1.2206434710.52700203 0 0 0 10.95 -1.3809371210.52700203 0 0 0 11 -1.540457510.52700203 0 0 0 11.05 -1.6992091210.52700203 0 0 0 11.1 -1.8571964810.52700203 0 0 0 11.15 -2.0144240410.52700203 0 0 0 11.2 -2.1708962510.52700203 0 0 0 11.25 -2.326617510.52700203 0 0 0 11.3 -2.4815921910.52700203 0 0 0 11.35 -2.6358246510.52700203 0 0 0 11.4 -2.7893192310.52700203 0 0 0 11.45 -2.942080210.52700203 0 0 0 11.5 -3.0941118410.52700203 0 0 0 11.55 -3.24541839
Xi F(Xi) F'(Xi) Tol X F(x)0 1 -2 0 1
0.5 0.10653066 -1.60653066 0.5 1 -0.632120560.566311003 0.00130451 -1.56761551 0.066311003 2 -1.864664720.567143165 1.9648E-07 -1.56714336 0.000832162 3 -2.95021293
0.56714329 4.44089E-15 -1.56714329 1.25375E-07 4 -3.981684360.56714329 0 -1.56714329 2.88658E-15 5 -4.993262050.56714329 0 -1.56714329 0 6 -5.997521250.56714329 0 -1.56714329 0 7 -6.999088120.56714329 0 -1.56714329 0 8 -7.999664540.56714329 0 -1.56714329 0 9 -8.999876590.56714329 0 -1.56714329 0 10 -9.9999546
11 -10.999983312 -11.999993913 -12.999997714 -13.999999215 -1516 -1617 -1718 -1819 -1920 -2021 -2122 -2223 -23
delta1
0 5 10 15 20 25
-25
-20
-15
-10
-5
0
5
Column G
0 5 10 15 20 25
-25
-20
-15
-10
-5
0
5
Column G
Xi F(Xi) F'(Xi) Tol0 1
0.2 0.618730753 -1.90634623 0.20.524563682 0.067249845 -1.69914546 0.3245636820.564142309 0.004705524 -1.58025494 0.0395786270.567120008 3.64863E-05 -1.56800174 0.0029776990.567143278 1.98219E-08 -1.5671499 2.32693E-05
0.56714329 8.35998E-14 -1.56714329 1.26484E-080.56714329 0 -1.56875 5.32907E-140.56714329 0 0
n x f(X) g(x)1 -3 -42 52 -2 -17 1.8333333333 -1 -4 0.6666666674 0 3 0.55 1 10 0.3333333336 2 23 -0.833333337 3 48 -48 4 91 -10.16666679 5 158 -20.3333333
10 6 255 -35.511 7 388 -56.6666667
-4 -2 0 2 4 6 8
-100
0
100
200
300
400
500
f(X)ng(x)
-4 -2 0 2 4 6 8
-100
0
100
200
300
400
500
f(X)ng(x)
