Reza Abedi

@tsarikahin Thanks for your response `def func_conv(x,y): Tamb = 51.27781029*x[:,1:2]**6 - 135.54389704*x[:,1:2]**5 + 124.53193211*x[:,1:2]**4 - 46.15559865*x[:,1:2]**3 + 6.5535281*x[:,1:2]**2 - 0.24661724 * x[:,1:2] + 0.69538291 return h * x_max * (y[:,0:1]-Tamb)/kx`...

> I don't have a good answer to this. Maybe you can update the max every certain iteration. Many thanks for your time and reply. One Idea that I had...

I read the explanations of train_x and it said that the train_x is ordered by bc_points containing BC and initial points and domain points. For example when there is a...

Dear @svkarash Well I am not sure about the things I am going to say but it's worth trying. 1) your Points and iterations seem not enough. Try to run...

dear @lululxvi Thanks for your reply Would these vertices be problematic if the heat equation is solved in a rectangular domain in which 2 of the adjacent sides are `RobinBC`...

> Sorry this is not my background, but why do you need ambient temperature as the input to the network? Can you write the PDEs your are trying to solve?...

> Yes you just need a train the problem for a longer duration. If you provide us with the code, I can look into and give you insights. Thanks for...

Ur boundary condition definition is wrong I assume. Since Neumann is dT/dn= 0. U need to define those boundaries as RobinBC (dT/dn = Func(x,y)). If you want to define your...