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on 21 Nov 2023
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drawframe(1);
Write your drawframe function below
function drawframe(f)
persistent thetaMesh dTheta R XMesh YMesh pntHdl
% 改变各个圆上点初始相位差
if f==1
alpha0=pi/6;
K=18; % 圆形个数
R=sqrt(3)/2; % 圆形半径
[XMesh,YMesh]=meshgrid(1:K);
tList=linspace(0,2*pi,100);
tCos=[cos(tList).*R,nan]';
tSin=[sin(tList).*R,nan]';
% 利用nan间断点同时绘制K^2个圆
tX=tCos+XMesh(:)';tX=tX(:);
tY=tSin+YMesh(:)';tY=tY(:);
figure('Units','normalized','Position',[.3,.2,.5,.65]);
plot(tX,tY,'Color',[0,0,0,.2],'LineWidth',1)
% -----------------------------
% 坐标区域修饰
ax=gca;hold on;
ax.XLim=[0,K+1];
ax.YLim=[0,K+1];
ax.XColor='none';
ax.YColor='none';
ax.PlotBoxAspectRatio=[1,1,1];
ax.Position=[0,0,1,1];
% -----------------------------
% 绘制点
dTheta=2*pi/48;
alpha=flipud(XMesh+YMesh);
thetaMesh=alpha(:).*alpha0;
pntHdl=scatter(cos(thetaMesh).*R+XMesh(:),...
sin(thetaMesh).*R+YMesh(:),...
15,'filled','CData',[0,0,0]);
end
% -----------------------------
% 循环绘图
thetaMesh=thetaMesh+dTheta;
pntHdl.XData=cos(thetaMesh).*R+XMesh(:);
pntHdl.YData=sin(thetaMesh).*R+YMesh(:);
end
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