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on 22 Nov 2023
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drawframe(1);
Write your drawframe function below
function drawframe(f)
% % sw: 48<=flapN<=1000;
flapN = 96;
n=20000;
phi=23/180*pi;
tM=70;
flap=linspace(0,4*pi,flapN)';
theta=tM/180*pi*sin(flap+(pi-asin(17/tM))*ones(flapN,1));
% % % plot(vx,vy,'b-','MarkerSize',0.5); axis off
vt=linspace(0,20*pi,n)';
vx=sin(vt).*(exp(cos(vt))-2*cos(4*vt)-(sin(vt/12)).^5)*cos(phi);
vy=cos(vt).*(exp(cos(vt))-2*cos(4*vt)-(sin(vt/12)).^5)*cos(phi);
% % % sw: My color scheme;
cA=[0.298,0.7647,1]; cB=[1,0.0196,0.4863];
% CM=(1-abs(vx)/max(vx))*cA+abs(vx)/max(vx)*cB;
CM=(1-0.5*(abs(vx)/max(vx)+abs(vy)/max(abs(vy))))*cA+0.5*(abs(vx)/max(vx)+abs(vy)/max(abs(vy)))*cB;
% % % sw: Calculate positions;
PT=zeros(n,3,length(flap));
for ti=1:length(flap)
PT(:,:,ti)=[zeros(n,1),vy,vy*sin(phi)]+[vx*cos(theta(ti)),abs(vx)*sin(theta(ti))*cos(pi/2+phi),abs(vx)*sin(theta(ti))*sin(pi/2+phi)];
end
% % % sw: Cuboid framework;
a=floor(max(abs(vx)))+1;
b=floor(max(vy))+1;
c=floor(min(vy));
% figure;
set(gcf,'color','black');
xlim([-a,a]); ylim([c,b]); zlim([-b,b]);
FW=[-a,c,-b; -a, b, -b; a, c, -b; -a, b, -b; -a,c,b; -a, b, b; a, c, b; -a, b, b];
% % % sw: Draw flapping butterfly;
% view(3); axis equal;
% figure(gcf);
clf;
tj=mod(f,flapN)+1;
scatter3(FW(:,1),FW(:,2),FW(:,3),0.1,[0,0,0],'.','MarkerFaceAlpha',0,'MarkerEdgeAlpha',0); hold on;
scatter3(PT(:,1,tj),PT(:,2,tj),PT(:,3,tj),1,CM,'.'); hold on;
grid off; axis off;
axis vis3d;
view(-30+360*ti/length(flap),39);
end
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