📄 howavefnplot2.m
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% Plot the squares of the first few 1D harmonic oscillator wavefunctions
x=[-4:.01:4];
y = zeros(8,801);
par = x.^2/2;
for n=0:7
y(n+1,:) = exp(-x.^2) .* polyval(HermitePoly(n),x).^2 / (sqrt(pi)*2^n*factorial(n)) ...
+ n + 1/2;
end
figure;
plot(x,par,'k',...
x,1/2,x,y(1,:),x,3/2,x,y(2,:),x,5/2,x,y(3,:),x,7/2,x,y(4,:),x,9/2,x,y(5,:),x,11/2,x,y(6,:),...
x,13/2,x,y(7,:),x,15/2,x,y(8,:)),
xlabel('x'),...
ylabel('|\psi_n(x)|^2'),title('1D Harmonic Oscillator Wavefunctions (n\leq 7)')
grid on;
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