Pink Flower

on 14 Oct 2022

% Pink flower

% Compute ideal # of vertices so we get sharp points

%nb = 7; % number of bumps

%vpb = 100; % vertices per bump. Odd makes tops flat, even sharp

%n = nb*vpb+1 % total number of vertices. +1 for last vertex matching the first.

t=linspace(0,2*pi,701);% linspace(0,2*pi,n);

% Mesh

r=linspace(0,1,2);

[R,T]=ndgrid(r,t);

% Unit Wave function (7=nb)

M=(1-mod(T*7,2*pi)/pi);

W = 1-(M.^2-1/3).^3;

% Apply wave to R

S=R.*W;

% Vertices for a disk with wave applied

X=S.*cos(T);

Y=S.*sin(T);

surf(X,Y,X*0,R,FaceC='i',EdgeC='k',FaceA='i',AlphaData=1-W,Mesh='r');

% Re-use r from the 'radius' computation to create a pinkish colormap.

m(2,:)=r*.5;

m(3,:)=r*.5;

m(1,:)=1;

colormap(m');

alphamap(.3:.01:1);

axis equal off

view(2)

Open in MATLAB Online