matlab根据邻接矩阵作图

1、Matlab中根据邻接矩阵做图function tu_plot(rel,control)%由邻接矩阵画图%输入为邻接矩阵，必须为方阵；%第二个输入为控制量，0表示无向图，1表示有向图。默认值为0r_size=size(rel);if nargin<2 control=0;endif r_size(1)=r_size(2) disp('Wrong Input! The input must be a square matrix!'); return;endlen=r_size(1);rho=10;%限制图尺寸的大小r=2/1.05len;%点的半径theta=0:(2*pi

2、/len):2*pi*(1-1/len);pointx,pointy=pol2cart(theta',rho);theta=0:pi/36:2*pi;tempx,tempy=pol2cart(theta',r);point=pointx,pointy;hold onfor i=1:len temp=tempx,tempy+point(i,1)*ones(length(tempx),1),point(i,2)*ones(length(tempx),1); plot(temp(:,1),temp(:,2),'r'); text(point(i,1)-0.3,poin

3、t(i,2),num2str(i); %画点endfor i=1:len for j=1:len if rel(i,j) link_plot(point(i,:),point(j,:),r,control); %连接有关系的点 end endendset(gca,'XLim',-rho-r,rho+r,'YLim',-rho-r,rho+r);axis off%function link_plot(point1,point2,r,control)%连接两点temp=point2-point1;if (temp(1)&&(temp(2) retur

4、n; %不画子回路；endtheta=cart2pol(temp(1),temp(2);point1_x,point1_y=pol2cart(theta,r);point_1=point1_x,point1_y+point1;point2_x,point2_y=pol2cart(theta+(2*(theta<pi)-1)*pi,r);point_2=point2_x,point2_y+point2;if control arrow(point_1,point_2);else plot(point_1(1),point_2(1),point_1(2),point_2(2);end%fun

5、ction arrow(start,stop,l)%start,stop分别为起点和终点%l为箭头的线长度，默认为主线长的1/10t=0.1;ang=15/180*pi;temp=stop(1)-start(1)+j*(stop(2)-start(2);L=abs(temp);P=angle(temp);if nargin<3 l=t*L;endp1=P-ang;p2=P+ang;a=stop(1)-l*cos(p1) stop(2)-l*sin(p1);b=stop(1)-l*cos(p2) stop(2)-l*sin(p2);hold onplot(start(1) stop(1),start(2) stop(2);plot(a(1) stop(1),a(2) stop(2);plot(b(1) stop(1),b(2) stop(2);end效果图如下：邻接矩阵为 0 1 0 0 0 0 0 0 0 0 0 1