I understand that a surface plot needs to generated for the equation mentioned and following is one of the way in which it can be done.
The functions ' meshgrid ' and ' mesh ' can be used to plot the surface of the given equation. From the equation, as X_Al and X_Zn are interrelated they can be replaced by one variable, say X. Follow the procedure as outlined below to get the plot:
- Create a vector for x and t.
- Convert the vectors into a 2-D variables defining the relation for each point. For example, if temperature varies from 300K to 700K, we need a value of x for each temperature in that range. Similarly as x varies from 0 to 1, we need a value of t assigned to each composition in the range.
- Convert the equation into a MATLAB code using (dot-multiply) notation.
- Use the 'mesh' function to get the surface.
Following code snippet will help you get started :
x=0:0.01:1;
t=300:1:700;
[X,T]= meshgrid(x,t);
dG = X .*(1-X) .* (C.*(1-X) ...Continue the equation
mesh (X,T,dG)
Hope this helps!
