MATLAB曲线曲面绘制代码大全

MATLAB曲线曲面绘制代码大全

%plot3(x,y,z)用来绘制3维曲线图，而不能绘制曲面图！就是把所有的

%(x,y,z)点连接在一起。而画曲面图必须用surf和mesh函数，而这两个

%函数都需要知道对应x，y向量交叉点内所有点处的z值，所以得用

%x=-200:0.3:200;y=-200:0.1:200;

%[X,Y]=meshgrid(x,y);

%Z=X.*Y/sqrt(X.*X+Y.*Y)

%获得z值,再用mesh(X, Y, Z);绘曲面图 ,下面为代码

x=-200:0.3:200;y=-200:0.1:200;

[X,Y]=meshgrid(x,y);

Z=X.*Y./sqrt(X.*X+Y.*Y);

mesh(X,Y,Z)

%希望能解决你的问题！

###################################################################################

matlab画两曲面的交线

悬赏分：100 - 解决时间：2009-10-4 19:37

上半球面z.^2+y.^2+x.^2=1(z>=0) 与平面x+y+z=1.5的交线该怎么画出来？

---------------------------

[X,Y,Z]=sphere(50);

Z(Z<0)=-(Z(Z<0));

mesh(X,Y,Z)%画上半球面

hold on;

ezmesh('1.5-x-y',[-1 1])%画平面

[x,y,z]=meshgrid(linspace(-1,1));

contourslice(x,y,z,x+y+z-1.5,X,Y,Z,[0 0])%画交线

axis equal

view(135,20)

###################################################################################

两直线相交

function [X,Y]=pll(X1,Y1,X2,Y2)

% 直线相交求交点

MATLAB曲线曲面绘制代码大全

A1=Y1(1)-Y1(2);

B1=X1(2)-X1(1);

C1=Y1(2)*X1(1)-Y1(1)*X1(2);

A2=Y2(1)-Y2(2);

B2=X2(2)-X2(1);

C2=Y2(2)*X2(1)-Y2(1)*X2(2);

D=det([A1,B1;A2,B2]);

X=det([-C1 B1;-C2 B2])/D;

Y=det([A1 -C1;A2,-C2])/D;

调用格式：

x1=[1 5];y1=[1 5];x2=[1 5];y2=[5,1];

[x,y]=pll(x1,y1,x2,y2);

plot(x1,y1,'r');

hold on

plot(x2,y2,'b');

plot(x,y,'ko');

%直线与多条直线相交

xi=[1 2 3 4 5];yi=[2 6 3 6 1];

plot(xi,yi);hold on

x1=[1 5];y1=[4 5];line(x1,y1);

x=zeros(size(xi));

y=x;

for i=1:5-1

x2=xi([i i+1]);y2=yi([i i+1]);

[x,y]=pll(x1,y1,x2,y2);

plot(x,y,'ro')

end

%直线与曲线相交

x=-8:0.1:8;y=x;[X,Y]=meshgrid(x,y);

R=sqrt(X.^2+Y.^2)+eps;Z=sin(R)./R;

contour(Z,3);hold on

c=contour(Z,3);

x=[0 360];y=[0 400];

y=(y(2)-y(1))/(x(2)-x(1))*(x-x(1))+y(1);z=[0 0];

line(x,y,z);c=c';

X=c(:,1);Y=c(:,2);

r0=abs(Y-(y(2)-y(1))/(x(2)-x(1))*(X-x(1))+y(1))<=.93; zz=0;yy=r0.*Y;xx=r0.*X;

MATLAB曲线曲面绘制代码大全

plot(xx(r0~=0),yy(r0~=0),'r')

%曲线与曲线相交

x=0:pi/400:2*pi;

x=x';

y1=sin(pi*x);y2=cos(pi*x);plot(x,y1,x,y2);hold on r0=abs(y2-sin(pi*x))<=0.02;

yy=r0.*y1;xx=r0.*x;plot(xx(r0~=0),yy(r0~=0),'r.')

直线与曲面相交

x=-8:0.3:8;y=x;[X,Y]=meshgrid(x,y);

Z=X.^2+Y.^2;

mesh(X,Y,Z);hold on

x=[-10 10];y=[-10 3];z=[30 35];line(x,y,z);

r0=(abs(Y-y(1)-(y(2)-y(1))/(x(2)-x(1))*(X-x(1)))<=0.45)&... (abs(Z-z(1)-(z(2)-z(1))/(x(2)-x(1))*(X-x(1)))<0.45)&... (abs(Y-y(1)-(y(2)-y(1))/(z(2)-z(1))*(Z-z(1)))<=0.45); zz=r0.*Z;yy=r0.*Y;xx=r0.*X;

plot3(xx(r0~=0),yy(r0~=0),zz(r0~=0),'r*')

平面与曲面相交

x=-8:0.1:8;

y=x;

[X,Y]=meshgrid(x,y);

Z1=2*ones(size(X));

Z2=X.^2-Y.^2;

mesh(X,Y,Z1);

hold on

mesh(X,Y,Z2);

r0=(abs(Z1-Z2)<=.65);

zz=r0.*Z1;yy=r0.*Y;xx=r0.*X;

plot3(xx(r0~=0),yy(r0~=0),zz(r0~=0),'k*')

clc

disp('观察曲面后，按任意键画交线');

pause

clf

plot3(xx(r0~=0),yy(r0~=0),zz(r0~=0),'k*');

%曲面与多个截平面相交

y=-10:0.5:10;

z=y;

MATLAB曲线曲面绘制代码大全

[Z,Y]=meshgrid(z,y);

X=Z;

X1=0*ones(size(Z));

X2=3*ones(size(Z));

X3=-3*ones(size(Z));

Z4=(X.^2-Y.^2)/10;

mesh(X1,Y,Z);hold on

mesh(X2,Y,Z)

mesh(X3,Y,Z);

mesh(X,Y,Z4);

r1=(abs(X1-X)<0.05);

r2=(abs(X2-X)<0.05);

r3=(abs(X3-X)<0.05);

zz1=r1.*Z4;yy1=r1.*Y;xx1=r1.*X;

zz2=r2.*Z4;yy2=r1.*Y;xx2=r1.*X;

zz3=r3.*Z4;yy3=r1.*Y;xx3=r1.*X;

plot3(xx1(r1~=0),yy1(r1~=0),zz1(r1~=0),'k*'); plot3(xx2(r2~=0),yy2(r2~=0),zz2(r2~=0),'k*'); plot3(xx3(r3~=0),yy3(r3~=0),zz3(r3~=0),'k*'); colormap(hsv)

clc;

disp('观察曲面后，按任意键画交线'); hold off

平面与曲面相交

y=-8:0.4:8;

z=y;

[Z,Y]=meshgrid(z,y);

X=Z;

X1=zeros(size(Z));

Z2=zeros(size(Z));

Z3=(X.^2-Y.^2)/10;

mesh(X1,Y,Z);

hold on

mesh(X,Y,Z2);

mesh(X,Y,Z3);

r1=(abs(X1-X)<0.05);

r2=(abs(Z3-Z2)<0.05);

r3=(abs(X1-X)<0.05)&(abs(Z-Z2)<=0.05); zz1=r1.*Z3;yy1=r1.*Y;xx1=r1.*X;

zz2=r2.*Z3;yy2=r2.*Y;xx2=r2.*X;

zz3=r3.*Z;yy1=r3.*Y;xx1=r3.*X1;

MATLAB曲线曲面绘制代码大全

plot3(xx1(r1~=0),yy1(r1~=0),zz1(r1~=0),'k*'); plot3(xx2(r2~=0),yy2(r2~=0),zz2(r2~=0),'k*'); plot3(xx3(r3~=0),yy3(r3~=0),zz3(r3~=0),'k*');

colormap(hsv);

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