Utilizamos Matlab para obtener los splines Cúbicos

.- Utilizamos Matlab para obtener los splines Cúbicos

Método 1:

-Escribir “edit” en “command window” e introducir el algoritmo y guardamos con el nombre de splinecubicos2

-Redireccionar donde se guardó y escribir “dir” y enter

-Seleccionar Splinecubico2 seguido entre paréntesis las listas de coordenadas definidas en X y Y que se halló o simplemente poner todas los segmentos de polinomios de pares ordenados de datos

Método 2:

*Utilizamos la programación de splines cúbicos ya cargados en el Matlab puesto con todos los segmentos de polinomios de pares ordenados de datos

x=[53.6109 55.6112 57.6697 59.789 61.9649 64.1789 66.4591 73.6367 76.0151 78.376 80.7156 83.0312 85.3124 87.4925 89.3324];

y=[49.6422 50.9733 52.2133 53.346 54.3661 55.3009 56.0522 56.0943 55.7509 55.3016 54.7524 54.1095 53.3544 52.3508 50.8203];

splinecubico2(x,y)

x2=[87.4925 89.3324 90.6509 91.5655 92.2429 92.7401 93.1657 93.581 93.9939 94.4365];

y2=[52.3508 50.8203 48.8187 46.5981 44.2929 41.9419 39.5766 37.2094 34.8416 32.4801];

splinecubico2(x2,y2)

x3=[94.4365 96.775 98.3986 100.2612 100.6153];

y3=[32.4801 28.5251 26.7626 25.2441 26.8226];

splinecubico2(x3,y3)

x4=[100.6153 102.3159 103.7246 104.659 105.1444 105.5887 106.1433 106.7819 107.4951 108.3181 109.3673 110.7903 112.6882 114.9064 117.2611 119.6592 122.0585 124.4395 126.7951 129.1084 131.2374 132.7251 133.301];

y4=[26.8226 27.5668 25.6262 23.4168 21.0646 18.7029 16.3646 14.0477 11.7528 9.4952 7.3351 5.4052 3.9456 3.0341 2.566 2.4325 2.5561 2.8786 3.3542 4.0008 5.095 6.9517 9.2703];

splinecubico2(x4,y4)

x5=[108.643 109.9539 111.7916 113.6308 115.442 117.21 118.9168 120.5439 122.0748 123.5258 124.9585 126.4712 128.2136 130.0726 131.7636 132.9742];

y5=[37.8732 35.9042 34.3556 32.8085 31.2289 29.6011 27.9092 26.1409 24.2886 22.3728 20.4431 18.5765 16.9245 15.4015 13.698 11.6349];

splinecubico2(x5,y5)

x6=[108 108.4917 108.6668 108.8672 109.0303 109.1494 109.7724 112.4728 114.3212 115.6694 117.2392];

y6=[37.8732 40.2636 42.6604 45.0553 47.4531 49.8535 50.4972 52.3806 55.1179 58.1501 61.0725];

splinecubico2(x6,y6)

x7=[ 111.0453 113.9421 116.5732];

y7=[ 57.9079 59.0626 61.0678];

splinecubico2(x7,y7)

x8=[111.0453 111.6935 112.5612 112.9123];

y8=[57.9079 61.0896 64.2898 67.5862];

splinecubico2(x8,y8)

x9=[111.0453 111.6935 112.5612 112.9123];

y9=[57.9079 61.0896 64.2898 67.5862];

splinecubico2(x9,y9)

x10=[107 107.8983 109.5521 109.8562 111.2964 112.9123];

y10=[71.4035 69.5 72.5 69.9652 67.8471 67.5862];

splinecubico2(x10,y10)

x11=[107 107.5 107.9089 108.5 109.6275 110.6296 113.3431 115.4688 117.9875 120.6456 123.2867 125.8558 128.1837 130.1167 131.6881 132.8183 133.478];

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