• Lunes 29 de Abril de 2024, 21:07

Autor Tema:  Dibujo Gráfica 3d  (Leído 1495 veces)

chema

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Dibujo Gráfica 3d
« en: Jueves 15 de Julio de 2004, 12:17 »
0
Tengo un vector dado por

A=[-2 -1.9 -1.8 -1.7 -1.6 ... 0.2 0.3 0.4 0.5]

Otro dado por

B=[0 0.1 0.2 0.3 0.4 ... 2.8 2.9 3]

Y otro C, formado por unos valores medidos experimentalmente al combinar A con B. Es decir, para [-2 0] un valor de C; para [-2 0.1] otro valor de C; para [-2 0.2] otro y, así, sucesivamente. ¿Cómo puedo representar una gráfica en 3D en la q en cada eje este uno de estos vectores?

PD: he usado PLOT3(A,B,C) pero me dice q no se puede usar porque los vectores no son del mismo tamaño!!

chema

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Re: Dibujo Gráfica 3d
« Respuesta #1 en: Jueves 15 de Julio de 2004, 20:12 »
0
Ya esta solucionado en parte. Keria representar:

P=[[-2 0] [-2 0.1] [-2 0.2]...[-2 3] [-1.9 0] [-1.9 0.1]...........[0.5 3]]

yotro vector T con el mismo nro de elemtos de P. Pues se hace usando:

plot3(P(1,:),P(2,:),T);
grid on;

Pero ahora kiero poner la gráfica (los resultados, no los ejes) en forma de cuadrícula, en luga de líneas. ¿Sabeis como hacerlo??

Os mand el fichero para q veais las líneas q salen y lo tengais más claro!!

P=[[-2 ; 0] [-2 ; 0.1] [-2 ; 0.2] [-2 ; 0.3] [-2 ; 0.4] [-2 ; 0.5] [-2 ; 0.6] [-2 ; 0.7] [-2 ; 0.8] [-2 ; 0.9] [-2 ; 1] [-2 ; 1.1] [-2 ; 1.2] [-2 ; 1.3] [-2 ; 1.4] [-2 ; 1.5] [-2 ; 1.6] [-2 ; 1.7] [-2 ; 1.8] [-2 ; 1.9] [-2 ; 2] [-2 ; 2.1] [-2 ; 2.2] [-2 ; 2.3] [-2 ; 2.4] [-2 ; 2.5] [-2 ; 2.6] [-2 ; 2.7] [-2 ; 2.8] [-2 ; 2.9] [-2 ; 3] [-1.9 ; 0] [-1.9 ; 0.1] [-1.9 ; 0.2] [-1.9 ; 0.3] [-1.9 ; 0.4] [-1.9 ; 0.5] [-1.9 ; 0.6] [-1.9 ; 0.7] [-1.9 ; 0.8] [-1.9 ; 0.9] [-1.9 ; 1] [-1.9 ; 1.1] [-1.9 ; 1.2] [-1.9 ; 1.3] [-1.9 ; 1.4] [-1.9 ; 1.5] [-1.9 ; 1.6] [-1.9 ; 1.7] [-1.9 ; 1.8] [-1.9 ; 1.9] [-1.9 ; 2] [-1.9 ; 2.1] [-1.9 ; 2.2] [-1.9 ; 2.3] [-1.9 ; 2.4] [-1.9 ; 2.5] [-1.9 ; 2.6] [-1.9 ; 2.7] [-1.9 ; 2.8] [-1.9 ; 2.9] [-1.9 ; 3] [-1.8 ; 0] [-1.8 ; 0.1] [-1.8 ; 0.2] [-1.8 ; 0.3] [-1.8 ; 0.4] [-1.8 ; 0.5] [-1.8 ; 0.6] [-1.8 ; 0.7] [-1.8 ; 0.8] [-1.8 ; 0.9] [-1.8 ; 1] [-1.8 ; 1.1] [-1.8 ; 1.2] [-1.8 ; 1.3] [-1.8 ; 1.4] [-1.8 ; 1.5] [-1.8 ; 1.6] [-1.8 ; 1.7] [-1.8 ; 1.8] [-1.8 ; 1.9] [-1.8 ; 2] [-1.8 ; 2.1] [-1.8 ; 2.2] [-1.8 ; 2.3] [-1.8 ; 2.4] [-1.8 ; 2.5] [-1.8 ; 2.6] [-1.8 ; 2.7] [-1.8 ; 2.8] [-1.8 ; 2.9] [-1.8; 3] [-1.7 ; 0] [-1.7 ; 0.1] [-1.7 ; 0.2] [-1.7 ; 0.3] [-1.7 ; 0.4] [-1.7 ; 0.5] [-1.7 ; 0.6] [-1.7 ; 0.7] [-1.7 ; 0.8] [-1.7 ; 0.9] [-1.7 ; 1] [-1.7 ; 1.1] [-1.7 ; 1.2] [-1.7 ; 1.3] [-1.7 ; 1.4] [-1.7 ; 1.5] [-1.7 ; 1.6] [-1.7 ; 1.7] [-1.7 ; 1.8] [-1.7 ; 1.9] [-1.7 ; 2] [-1.7 ; 2.1] [-1.7 ; 2.2] [-1.7 ; 2.3] [-1.7 ; 2.4] [-1.7 ; 2.5] [-1.7 ; 2.6] [-1.7 ; 2.7] [-1.7 ; 2.8] [-1.7 ; 2.9] [-1.7 ; 3] [-1.6 ; 0] [-1.6 ; 0.1] [-1.6 ; 0.2] [-1.6 ; 0.3] [-1.6 ; 0.4] [-1.6 ; 0.5] [-1.6 ; 0.6] [-1.6 ; 0.7] [-1.6 ; 0.8] [-1.6 ; 0.9] [-1.6 ; 1] [-1.6 ; 1.1] [-1.6 ; 1.2] [-1.6 ; 1.3] [-1.6 ; 1.4] [-1.6 ; 1.5] [-1.6 ; 1.6] [-1.6 ; 1.7] [-1.6 ; 1.8] [-1.6 ; 1.9] [-1.6 ; 2] [-1.6 ; 2.1] [-1.6 ; 2.2] [-1.6 ; 2.3] [-1.6 ; 2.4] [-1.6 ; 2.5] [-1.6 ; 2.6] [-1.6 ; 2.7] [-1.6 ; 2.8] [-1.6 ; 2.9] [-1.6 ; 3] [-1.5 ; 0] [-1.5 ; 0.1] [-1.5 ; 0.2] [-1.5 ; 0.3] [-1.5 ; 0.4] [-1.5 ; 0.5] [-1.5 ; 0.6] [-1.5 ; 0.7] [-1.5 ; 0.8] [-1.5 ; 0.9] [-1.5 ; 1] [-1.5 ; 1.1] [-1.5 ; 1.2] [-1.5 ; 1.3] [-1.5 ; 1.4] [-1.5 ; 1.5] [-1.5 ; 1.6] [-1.5 ; 1.7] [-1.5 ; 1.8] [-1.5 ; 1.9] [-1.5 ; 2] [-1.5 ; 2.1] [-1.5 ; 2.2] [-1.5 ; 2.3] [-1.5 ; 2.4] [-1.5 ; 2.5] [-1.5 ; 2.6] [-1.5 ; 2.7] [-1.5 ; 2.8] [-1.5 ; 2.9] [-1.5 ; 3] [-1.4 ; 0] [-1.4 ; 0.1] [-1.4 ; 0.2] [-1.4 ; 0.3] [-1.4 ; 0.4] [-1.4 ; 0.5] [-1.4 ; 0.6] [-1.4 ; 0.7] [-1.4 ; 0.8] [-1.4 ; 0.9] [-1.4 ; 1] [-1.4 ; 1.1] [-1.4 ; 1.2] [-1.4 ; 1.3] [-1.4 ; 1.4] [-1.4 ; 1.5] [-1.4 ; 1.6] [-1.4 ; 1.7] [-1.4 ; 1.8] [-1.4 ; 1.9] [-1.4 ; 2] [-1.4 ; 2.1] [-1.4 ; 2.2] [-1.4 ; 2.3] [-1.4 ; 2.4] [-1.4 ; 2.5] [-1.4 ; 2.6] [-1.4 ; 2.7] [-1.4 ; 2.8] [-1.4 ; 2.9] [-1.4 ; 3] [-1.3 ; 0] [-1.3 ; 0.1] [-1.3 ; 0.2] [-1.3 ; 0.3] [-1.3 ; 0.4] [-1.3 ; 0.5] [-1.3 ; 0.6] [-1.3 ; 0.7] [-1.3 ; 0.8] [-1.3 ; 0.9] [-1.3 ; 1] [-1.3 ; 1.1] [-1.3 ; 1.2] [-1.3 ; 1.3] [-1.3 ; 1.4] [-1.3 ; 1.5] [-1.3 ; 1.6] [-1.3 ; 1.7] [-1.3 ; 1.8] [-1.3 ; 1.9] [-1.3 ; 2] [-1.3 ; 2.1] [-1.3 ; 2.2] [-1.3 ; 2.3] [-1.3 ; 2.4] [-1.3 ; 2.5] [-1.3 ; 2.6] [-1.3 ; 2.7] [-1.3 ; 2.8] [-1.3 ; 2.9] [-1.3 ; 3] [-1.2 ; 0] [-1.2 ; 0.1] [-1.2 ; 0.2] [-1.2 ; 0.3] [-1.2 ; 0.4] [-1.2 ; 0.5] [-1.2 ; 0.6] [-1.2 ; 0.7] [-1.2 ; 0.8] [-1.2 ; 0.9] [-1.2 ; 1] [-1.2 ; 1.1] [-1.2 ; 1.2] [-1.2 ; 1.3] [-1.2 ; 1.4] [-1.2 ; 1.5] [-1.2 ; 1.6] [-1.2 ; 1.7] [-1.2 ; 1.8] [-1.2 ; 1.9] [-1.2 ; 2] [-1.2 ; 2.1] [-1.2 ; 2.2] [-1.2 ; 2.3] [-1.2 ; 2.4] [-1.2 ; 2.5] [-1.2 ; 2.6] [-1.2 ; 2.7] [-1.2 ; 2.8] [-1.2 ; 2.9] [-1.2 ; 3] [-1.1 ; 0] [-1.1 ; 0.1] [-1.1 ; 0.2] [-1.1 ; 0.3] [-1.1 ; 0.4] [-1.1 ; 0.5] [-1.1 ; 0.6] [-1.1 ; 0.7] [-1.1 ; 0.8] [-1.1 ; 0.9] [-1.1 ; 1] [-1.1 ; 1.1] [-1.1 ; 1.2] [-1.1 ; 1.3] [-1.1 ; 1.4] [-1.1 ; 1.5] [-1.1 ; 1.6] [-1.1 ; 1.7] [-1.1 ; 1.8] [-1.1 ; 1.9] [-1.1 ; 2] [-1.1 ; 2.1] [-1.1 ; 2.2] [-1.1 ; 2.3] [-1.1 ; 2.4] [-1.1 ; 2.5] [-1.1 ; 2.6] [-1.1 ; 2.7] [-1.1 ; 2.8] [-1.1 ; 2.9] [-1.1 ; 3] [-1; 0] [-1 ; 0.1] [-1 ; 0.2] [-1 ; 0.3] [-1 ; 0.4] [-1 ; 0.5] [-1 ; 0.6] [-1 ; 0.7] [-1 ; 0.8] [-1 ; 0.9] [-1 ; 1] [-1 ; 1.1] [-1 ; 1.2] [-1 ; 1.3] [-1 ; 1.4] [-1 ; 1.5] [-1 ; 1.6] [-1 ; 1.7] [-1 ; 1.8] [-1 ; 1.9] [-1 ; 2] [-1 ; 2.1] [-1 ; 2.2] [-1 ; 2.3] [-1 ; 2.4] [-1 ; 2.5] [-1 ; 2.6] [-1 ; 2.7] [-1 ; 2.8] [-1 ; 2.9] [-1 ; 3] [-0.9 ; 0] [-0.9 ; 0.1] [-0.9 ; 0.2] [-0.9 ; 0.3] [-0.9 ; 0.4] [-0.9 ; 0.5] [-0.9 ; 0.6] [-0.9 ; 0.7] [-0.9 ; 0.8] [-0.9 ; 0.9] [-0.9 ; 1] [-0.9 ; 1.1] [-0.9 ; 1.2] [-0.9 ; 1.3] [-0.9 ; 1.4] [-0.9 ; 1.5] [-0.9 ; 1.6] [-0.9 ; 1.7] [-0.9 ; 1.8] [-0.9 ; 1.9] [-0.9 ; 2] [-0.9 ; 2.1] [-0.9 ; 2.2] [-0.9 ; 2.3] [-0.9 ; 2.4] [-0.9 ; 2.5] [-0.9 ; 2.6] [-0.9 ; 2.7] [-0.9 ; 2.8] [-0.9 ; 2.9] [-0.9 ; 3] [-0.8 ; 0] [-0.8 ; 0.1] [-0.8 ; 0.2] [-0.8 ; 0.3] [-0.8 ; 0.4] [-0.8 ; 0.5] [-0.8 ; 0.6] [-0.8 ; 0.7] [-0.8 ; 0.8] [-0.8 ; 0.9] [-0.8 ; 1] [-0.8 ; 1.1] [-0.8 ; 1.2] [-0.8 ; 1.3] [-0.8 ; 1.4] [-0.8 ; 1.5] [-0.8 ; 1.6] [-0.8 ; 1.7] [-0.8 ; 1.8] [-0.8 ; 1.9] [-0.8 ; 2] [-0.8 ; 2.1] [-0.8 ; 2.2] [-0.8 ; 2.3] [-0.8 ; 2.4] [-0.8 ; 2.5] [-0.8 ; 2.6] [-0.8 ; 2.7] [-0.8 ; 2.8] [-0.8 ; 2.9] [-0.8 ; 3] [-0.7 ; 0] [-0.7 ; 0.1] [-0.7 ; 0.2] [-0.7 ; 0.3] [-0.7 ; 0.4] [-0.7 ; 0.5] [-0.7 ; 0.6] [-0.7 ; 0.7] [-0.7 ; 0.8] [-0.7 ; 0.9] [-0.7 ; 1] [-0.7 ; 1.1] [-0.7 ; 1.2] [-0.7 ; 1.3] [-0.7 ; 1.4] [-0.7 ; 1.5] [-0.7 ; 1.6] [-0.7 ; 1.7] [-0.7 ; 1.8] [-0.7 ; 1.9] [-0.7 ; 2] [-0.7 ; 2.1] [-0.7 ; 2.2] [-0.7 ; 2.3] [-0.7 ; 2.4] [-0.7 ; 2.5] [-0.7 ; 2.6] [-0.7 ; 2.7] [-0.7 ; 2.8] [-0.7 ; 2.9] [-0.7 ; 3] [-0.6 ; 0] [-0.6 ; 0.1] [-0.6 ; 0.2] [-0.6 ; 0.3] [-0.6 ; 0.4] [-0.6 ; 0.5] [-0.6 ; 0.6] [-0.6 ; 0.7] [-0.6 ; 0.8] [-0.6 ; 0.9] [-0.6 ; 1] [-0.6 ; 1.1] [-0.6 ; 1.2] [-0.6 ; 1.3] [-0.6 ; 1.4] [-0.6 ; 1.5] [-0.6 ; 1.6] [-0.6 ; 1.7] [-0.6 ; 1.8] [-0.6 ; 1.9] [-0.6 ; 2] [-0.6 ; 2.1] [-0.6 ; 2.2] [-0.6 ; 2.3] [-0.6 ; 2.4] [-0.6 ; 2.5] [-0.6 ; 2.6] [-0.6 ; 2.7] [-0.6 ; 2.8] [-0.6 ; 2.9] [-0.6 ; 3] [-0.5 ; 0] [-0.5 ; 0.1] [-0.5 ; 0.2] [-0.5 ; 0.3] [-0.5 ; 0.4] [-0.5 ; 0.5] [-0.5 ; 0.6] [-0.5 ; 0.7] [-0.5 ; 0.8] [-0.5 ; 0.9] [-0.5 ; 1] [-0.5 ; 1.1] [-0.5 ; 1.2] [-0.5 ; 1.3] [-0.5 ; 1.4] [-0.5 ; 1.5] [-0.5 ; 1.6] [-0.5 ; 1.7] [-0.5 ; 1.8] [-0.5 ; 1.9] [-0.5 ; 2] [-0.5 ; 2.1] [-0.5 ; 2.2] [-0.5 ; 2.3] [-0.5 ; 2.4] [-0.5 ; 2.5] [-0.5 ; 2.6] [-0.5 ; 2.7] [-0.5 ; 2.8] [-0.5 ; 2.9] [-0.5 ; 3] [-0.4 ; 0] [-0.4 ; 0.1] [-0.4 ; 0.2] [-0.4 ; 0.3] [-0.4 ; 0.4] [-0.4 ; 0.5] [-0.4 ; 0.6] [-0.4 ; 0.7] [-0.4 ; 0.8] [-0.4 ; 0.9] [-0.4 ; 1] [-0.4 ; 1.1] [-0.4 ; 1.2] [-0.4 ; 1.3] [-0.4 ; 1.4] [-0.4 ; 1.5] [-0.4 ; 1.6] [-0.9 ; 1.7] [-0.9 ; 1.8] [-0.9 ; 1.9] [-0.4 ; 2] [-0.4 ; 2.1] [-0.4 ; 2.2] [-0.4 ; 2.3] [-0.4 ; 2.4] [-0.4 ; 2.5] [-0.4 ; 2.6] [-0.4 ; 2.7] [-0.4 ; 2.8] [-0.4 ; 2.9] [-0.4 ; 3] [-0.3 ; 0] [-0.3 ; 0.1] [-0.3 ; 0.2] [-0.3 ; 0.3] [-0.3 ; 0.4] [-0.3 ; 0.5] [-0.3 ; 0.6] [-0.3 ; 0.7] [-0.3 ; 0.8] [-0.3 ; 0.9] [-0.3 ; 1] [-0.3 ; 1.1] [-0.3 ; 1.2] [-0.3 ; 1.3] [-0.3 ; 1.4] [-0.3 ; 1.5] [-0.3 ; 1.6] [-0.3 ; 1.7] [-0.3 ; 1.8] [-0.3 ; 1.9] [-0.3 ; 2] [-0.3 ; 2.1] [-0.3 ; 2.2] [-0.3 ; 2.3] [-0.3 ; 2.4] [-0.3 ; 2.5] [-0.3 ; 2.6] [-0.3 ; 2.7] [-0.3 ; 2.8] [-0.3 ; 2.9] [-0.3 ; 3] [-0.2 ; 0] [-0.2 ; 0.1] [-0.2 ; 0.2] [-0.2 ; 0.3] [-0.2 ; 0.4] [-0.2 ; 0.5] [-0.2 ; 0.6] [-0.2 ; 0.7] [-0.2 ; 0.8] [-0.2 ; 0.9] [-0.2 ; 1] [-0.2 ; 1.1] [-0.2 ; 1.2] [-0.2 ; 1.3] [-0.2 ; 1.4] [-0.2 ; 1.5] [-0.2 ; 1.6] [-0.2 ; 1.7] [-0.2 ; 1.8] [-0.2 ; 1.9] [-0.2 ; 2] [-0.2 ; 2.1] [-0.2 ; 2.2] [-0.2 ; 2.3] [-0.2 ; 2.4] [-0.2 ; 2.5] [-0.2 ; 2.6] [-0.2 ; 2.7] [-0.2 ; 2.8] [-0.2 ; 2.9] [-0.2 ; 3] [-0.1 ; 0] [-0.1 ; 0.1] [-0.1 ; 0.2] [-0.1 ; 0.3] [-0.1 ; 0.4] [-0.1 ; 0.5] [-0.1 ; 0.6] [-0.1 ; 0.7] [-0.1 ; 0.8] [-0.1 ; 0.9] [-0.1 ; 1] [-0.1 ; 1.1] [-0.1 ; 1.2] [-0.1 ; 1.3] [-0.1 ; 1.4] [-0.1 ; 1.5] [-0.1 ; 1.6] [-0.1 ; 1.7] [-0.1 ; 1.8] [-0.1 ; 1.9] [-0.1 ; 2] [-0.1 ; 2.1] [-0.1 ; 2.2] [-0.1 ; 2.3] [-0.1 ; 2.4] [-0.1 ; 2.5] [-0.1 ; 2.6] [-0.1 ; 2.7] [-0.1 ; 2.8] [-0.1 ; 2.9] [-0.1 ; 3] [0 ; 0] [0 ; 0.1] [0 ; 0.2] [0 ; 0.3] [0 ; 0.4] [0 ; 0.5] [0 ; 0.6] [0 ; 0.7] [0 ; 0.8] [0 ; 0.9] [0 ; 1] [0 ; 1.1] [0 ; 1.2] [0 ; 1.3] [0 ; 1.4] [0 ; 1.5] [0 ; 1.6] [0 ; 1.7] [0 ; 1.8] [0 ; 1.9] [0 ; 2] [0 ; 2.1] [0 ; 2.2] [0 ; 2.3] [0 ; 2.4] [0 ; 2.5] [0 ; 2.6] [0 ; 2.7] [0 ; 2.8] [0 ; 2.9] [0 ; 3] [0.1 ; 0] [0.1 ; 0.1] [0.1 ; 0.2] [0.1 ; 0.3] [0.1 ; 0.4] [0.1 ; 0.5] [0.1 ; 0.6] [0.1 ; 0.7] [0.1 ; 0.8] [0.1 ; 0.9] [0.1 ; 1] [0.1 ; 1.1] [0.1 ; 1.2] [0.1 ; 1.3] [0.1 ; 1.4] [0.1 ; 1.5] [0.1 ; 1.6] [0.1 ; 1.7] [0.1 ; 1.8] [0.1 ; 1.9] [0.1 ; 2] [0.1 ; 2.1] [0.1 ; 2.2] [0.1 ; 2.3] [0.1 ; 2.4] [0.1 ; 2.5] [0.1 ; 2.6] [0.1 ; 2.7] [0.1 ; 2.8] [0.1 ; 2.9] [0.1 ; 3] [0.2 ; 0] [0.2 ; 0.1] [0.2 ; 0.2] [0.2 ; 0.3] [0.2 ; 0.4] [0.2 ; 0.5] [0.2 ; 0.6] [0.2 ; 0.7] [0.2 ; 0.8] [0.2 ; 0.9] [0.2 ; 1] [0.2 ; 1.1] [0.2 ; 1.2] [0.2 ; 1.3] [0.2 ; 1.4] [0.2 ; 1.5] [0.2 ; 1.6] [0.2 ; 1.7] [0.2 ; 1.8] [0.2 ; 1.9] [0.2 ; 2] [0.2 ; 2.1] [0.2 ; 2.2] [0.2 ; 2.3] [0.2 ; 2.4] [0.2 ; 2.5] [0.2 ; 2.6] [0.2 ; 2.7] [0.2 ; 2.8] [0.2 ; 2.9] [0.2 ; 3] [0.3 ; 0] [0.3 ; 0.1] [0.3 ; 0.2] [0.3 ; 0.3] [0.3 ; 0.4] [0.3 ; 0.5] [0.3 ; 0.6] [0.3 ; 0.7] [0.3 ; 0.8] [0.3 ; 0.9] [0.3 ; 1] [0.3 ; 1.1] [0.3 ; 1.2] [0.3 ; 1.3] [0.3 ; 1.4] [0.3 ; 1.5] [0.3 ; 1.6] [0.3 ; 1.7] [0.3 ; 1.8] [0.3 ; 1.9] [0.3 ; 2] [0.3 ; 2.1] [0.3 ; 2.2] [0.3 ; 2.3] [0.3 ; 2.4] [0.3 ; 2.5] [0.3 ; 2.6] [0.3 ; 2.7] [0.3 ; 2.8] [0.3 ; 2.9] [0.3 ; 3] [0.4 ; 0] [0.4 ; 0.1] [0.4 ; 0.2] [0.4 ; 0.3] [0.4 ; 0.4] [0.4 ; 0.5] [0.4 ; 0.6] [0.4 ; 0.7] [0.4 ; 0.8] [0.4 ; 0.9] [0.4 ; 1] [0.4 ; 1.1] [0.4 ; 1.2] [0.4 ; 1.3] [0.4 ; 1.4] [0.4 ; 1.5] [0.4 ; 1.6] [0.4 ; 1.7] [0.4 ; 1.8] [0.4 ; 1.9] [0.4 ; 2] [0.4 ; 2.1] [0.4 ; 2.2] [0.4 ; 2.3] [0.4 ; 2.4] [0.4 ; 2.5] [0.4 ; 2.6] [0.4 ; 2.7] [0.4 ; 2.8] [0.4 ; 2.9] [0.4 ; 3] [0.5 ; 0] [0.5 ; 0.1] [0.5 ; 0.2] [0.5 ; 0.3] [0.5 ; 0.4] [0.5 ; 0.5] [0.5 ; 0.6] [0.5 ; 0.7] [0.5 ; 0.8] [0.5 ; 0.9] [0.5 ; 1] [0.5 ; 1.1] [0.5 ; 1.2] [0.5 ; 1.3] [0.5 ; 1.4] [0.5 ; 1.5] [0.5 ; 1.6] [0.5 ; 1.7] [0.5 ; 1.8] [0.5 ; 1.9] [0.5 ; 2] [0.5 ; 2.1] [0.5 ; 2.2] [0.5 ; 2.3] [0.5 ; 2.4] [0.5 ; 2.5] [0.5 ; 2.6] [0.5 ; 2.7] [0.5 ; 2.8] [0.5 ; 2.9] [0.5 ; 3]];

T=[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0 0 0 0 0 0 0 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0002 0.0002 0.0002 0.0002 0.0002 0.0002 0.0002 0.0002 0.0002 0.0002 0 0 0 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0002 0.0002 0.0002 0.0002 0.0002 0.0002 0.0003 0.0003 0.0003 0.0003 0.0003 0.0003 0.0003 0.0004 0.0004 0.0004 0.0004 0.0004 0.0004 0.0004 0.0005 0.0005 0 0 0.0001 0.0001 0.0002 0.0002 0.0003 0.0003 0.0003 0.0004 0.0004 0.0004 0.0005 0.0005 0.0006 0.0006 0.0006 0.0007 0.0007 0.0007 0.0008 0.0008 0.0008 0.0009 0.0009 0.0009 0.001 0.001 0.001 0.001 0.0011 0 0.0001 0.0002 0.0003 0.0004 0.0005 0.0006 0.0007 0.0008 0.0008 0.0009 0.001 0.0011 0.0012 0.0013 0.0014 0.0014 0.0015 0.0016 0.0017 0.0017 0.0018 0.0019 0.002 0.002 0.0021 0.0022 0.0023 0.0023 0.0024 0.0025 0 0.0002 0.0005 0.0007 0.0009 0.0011 0.0013 0.0015 0.0017 0.0019 0.0021 0.0023 0.0025 0.0027 0.0029 0.0031 0.0033 0.0035 0.0036 0.0038 0.004 0.0042 0.0044 0.0045 0.0047 0.0049 0.005 0.0052 0.0053 0.0055 0.0057 0 0.0005 0.001 0.0016 0.0021 0.0025 0.003 0.0035 0.004 0.0044 0.0049 0.0054 0.0058 0.0063 0.0067 0.0071 0.0075 0.008 0.0084 0.0088 0.0092 0.0096 0.01 0.0104 0.0108 0.0112 0.0115 0.0119 0.0123 0.0127 0.013 0 0.0012 0.0024 0.0036 0.0047 0.0058 0.0069 0.008 0.0091 0.0102 0.0113 0.0123 0.0133 0.0143 0.0153 0.0163 0.0173 0.0183 0.0192 0.0202 0.0211 0.022 0.0229 0.0238 0.0247 0.0256 0.0265 0.0274 0.0282 0.0291 0.0299 0 0.0028 0.0055 0.0081 0.0108 0.0133 0.0159 0.0184 0.0209 0.0233 0.0258 0.0281 0.0305 0.0328 0.0351 0.0374 0.0396 0.0418 0.044 0.0462 0.0483 0.0504 0.0525 0.0546 0.0566 0.0587 0.0606 0.0626 0.0646 0.0665 0.0684 0 0.0063 0.0124 0.0185 0.0245 0.0303 0.0361 0.0419 0.0475 0.0531 0.0586 0.064 0.0694 0.0747 0.0799 0.085 0.0901 0.0952 0.1002 0.1051 0.1099 0.1147 0.1195 0.1242 0.1288 0.1334 0.138 0.1425 0.1469 0.1513 0.1557 0 0.014 0.0278 0.0414 0.0548 0.068 0.0811 0.0939 0.1066 0.1191 0.1314 0.1436 0.1556 0.1675 0.1792 0.1908 0.2022 0.2135 0.2247 0.2357 0.2466 0.2574 0.268 0.2786 0.289 0.2993 0.3095 0.3196 0.3296 0.3394 0.3492 0 0.0305 0.0606 0.0902 0.1193 0.148 0.1763 0.2043 0.2318 0.259 0.2859 0.3124 0.3385 0.3643 0.3898 0.415 0.4399 0.4645 0.4887 0.5127 0.5365 0.5599 0.5831 0.606 0.6287 0.6511 0.6733 0.6952 0.7169 0.7384 0.7597 0 0.0625 0.124 0.1845 0.2441 0.3028 0.3607 0.4178 0.4741 0.5297 0.5846 0.6387 0.6922 0.745 0.7971 0.8486 0.8994 0.9497 0.9993 1.0484 1.0969 1.1448 1.1922 1.2391 1.2854 1.3312 1.3766 1.4214 1.4658 1.5097 1.5531 0 0.116 0.2296 0.3408 0.45 0.5576 0.6636 0.7682 0.8714 0.9731 1.0736 1.1727 1.2706 1.3672 1.4627 1.5569 1.65 1.742 1.8329 1.9927 2.0115 2.0993 2.1861 2.2719 2.3567 2.4406 2.5236 2.6057 2.687 2.7674 2.8469 0 0.3181 0.5803 0.7924 0.9779 1.1515 1.3194 1.4837 1.6454 1.8047 1.962 2.1172 2.2704 2.4216 2.571 2.7185 2.8643 3.0082 3.1505 3.2911 3.4301 3.5674 3.7033 3.8376 3.9704 4.1017 4.2316 4.3602 4.4873 4.6131 4.7377 0 1.3721 2.3097 2.8553 3.2027 3.4694 3.7047 3.927 4.1429 4.3547 4.5633 4.7691 4.9722 5.1727 5.3707 5.5663 5.7595 5.9504 6.139 6.3254 6.5096 6.6917 6.8717 7.0498 7.2258 7.3999 7.5721 7.7425 7.9111 8.0779 8.243 0 3.2167 5.3106 6.396 6.9732 7.3459 7.6419 7.9084 8.1625 8.4102 8.6536 8.8934 9.13 9.3636 9.5942 9.8221 10.0471 10.2694 10.4891 10.7062 10.9208 11.133 11.3427 11.55 11.7551 11.9579 12.1586 12.357 12.5534 12.7477 12.94 0 5.5286 9.0627 10.8059 11.6477 12.1284 12.4749 12.7718 13.0489 13.3168 13.5794 13.8378 14.0928 14.3444 14.5929 14.8383 15.0807 15.3202 15.5568 15.7907 16.0218 16.2503 16.4762 16.6996 16.9205 17.139 17.3551 17.5689 17.7804 17.9897 18.1968 0 8.0244 13.1087 15.5533 16.67 17.2558 17.6455 17.9634 18.2539 18.5325 18.8046 19.0722 19.336 19.5964 19.8535 20.1074 20.3583 20.6061 20.8509 21.0929 21.3321 21.5685 21.8022 22.0334 22.2619 22.488 22.7116 22.9328 23.1516 23.3682 23.5825 0 10.4686 17.0691 20.1967 21.5781 22.2619 22.6889 23.0226 23.3214 23.6055 23.8823 24.1541 24.422 24.6864 24.9475 25.2053 25.4599 25.7115 25.9601 26.2058 26.4487 26.6887 26.926 27.1607 27.3928 27.6223 27.8493 28.0739 28.2961 28.516 28.7336 0 12.6865 20.662 24.4079 26.0276 26.7985 27.2573 27.6034 27.9076 28.1949 28.4739 28.7477 29.0175 29.2837 29.5465 29.806 30.0624 30.3157 30.5659 30.8133 31.0577 31.2994 31.5383 31.7746 32.0082 32.2392 32.4678 32.6939 32.9176 33.1389 33.3579 0 14.5782 23.7263 27.999 29.8212 30.6655 31.1507 31.5065 31.8147 32.1039 32.384 32.6588 32.9294 33.1964 33.4599 33.7202 33.9773 34.2314 34.4824 34.7304 34.9756 35.218 35.4576 35.6945 35.9288 36.1605 36.3898 36.6165 36.8409 37.0628 37.2825 0 16.1258 26.233 30.9365 32.9241 33.8281 34.3345 34.698 35.0091 35.2995 35.5803 35.8555 36.1265 36.3938 36.6577 36.9183 37.1758 37.4301 37.6815 37.9298 38.1753 38.418 38.6579 38.8951 39.1297 39.3618 39.5913 39.8183 40.0429 40.2652 40.4852 0 17.4697 28.4096 33.0883 35.1969 36.1446 36.6665 37.0355 37.3486 37.6398 37.921 38.1964 38.4676 38.7351 38.9991 39.2599 39.5157 39.772 40.0234 40.2719 40.5176 40.7604 41.0004 41.2378 41.4725 41.7046 41.9343 42.1615 42.3862 42.6086 42.8287 0 17.4697 28.4096 33.487 35.6181 36.5739 37.0987 37.4687 37.7822 38.0736 38.3549 38.6305 38.9017 39.1692 39.4334 39.6942 39.9518 40.2064 40.4579 40.7065 40.9522 41.195 41.4351 41.6726 41.9073 42.1395 42.3692 42.5965 42.8213 43.0437 43.2638];      

plot3(P(1,:),P(2,:),T);
grid on;