Nonlinear heat equations and harmonic map flow are significant areas of study in mathematical analysis, particularly in understanding the behavior of solutions to partial differential equations ...

Additionally, the analytical treatment of non-homogeneous initial states in non-Fourier heat equations has been explored ... (voids), allowing fluids to flow through them, commonly found in ...

I saw one guy online who was sure that heat absorbed by furnishings somehow changes the equation. It doesn’t ... Affinity Law (aka Pump Law). Law 1a: Flow is proportional to shaft speed.