Data dimensions must agree. Using surf

I want to make a 3D plot using MATLAB with the code below:

[pA, T] = meshgrid(7600000:100000:20000000, 313:1:373);
mu = ((((-0.1146067)+(0.000000697838).*(pA/100000)+(0.0000000003976765).*((pA/100000).^2)+(0.0633612).*log(T)+(-0.01166119).*(log(T).^2)+(0.0007142596).*(log(T).^3))/(1+(0.000006519333).*(pA/100000)+(-0.3567559).*log(T)+(0.03180473).*(log(T).^2)))/1000);
surf(pA, T, mu);
colormap(jet);    % change color map
shading flat    % interpolate colors across lines and faces
colorbar;

pA and T are 61x125 matrices and mu is 61x61. Is there a possibility to equalize this so that I can make the surface plot? Or is there another way to make a 3D plot with these matrices?

Answer 1

[Walter Roberson]

[pA, T] = meshgrid(7600000:100000:20000000, 313:1:373);
mu = ((((-0.1146067)+(0.000000697838).*(pA/100000)+(0.0000000003976765).*((pA/100000).^2)+(0.0633612).*log(T)+(-0.01166119).*(log(T).^2)+(0.0007142596).*(log(T).^3)) ./ (1+(0.000006519333).*(pA/100000)+(-0.3567559).*log(T)+(0.03180473).*(log(T).^2)))/1000);
surf(pA, T, mu);
colormap(jet);    % change color map
shading flat    % interpolate colors across lines and faces
colorbar;

You accidentally used / where you needed ./

[Olaf Schipper]

That was indeed the problem. Thank you very much!