@Mr. P Solver, what if we had internal heat generation and multiple layers? Say you have a radial system of 2 layers with the inner core being a copper wire with an electric current I running through it? Could the "Solve_heat" function be ranged in a manner were such inputs is possible?
Basically Use build in, C based functions. Don't use Python for big data Edit: these oop wars are kinda funny Everyone knows functional programming is the way to go
I’m learning for fun because I’m driven to make stuff in an engineering fashion and figure getting paid to do it is a good idea. I love math but having dyslexia and dsycaclia makes writing stuff out a nightmare. 😂 plus no one in a job is normally going to write stuff out without double checking on a computer. 😂 Didn’t help I didn’t know I had learning disabilities. I’m stupid smart/ engineered my way around my disabilities. 😂
This isn't even a parody, I literally got my first job because I completed some online python course. They weren't even interested in my other programming experience.
One thing I will like to point out here. there is no distinction between fresnel and franhoufer diffraction here. If you can please clarify that. I noticed this because the final pattern is kind of 90 degree rotated with respect to what it should be (at least for a franhoufer diffraction pattern).
