plot the heat at depths of 0 5 10 15 and 20 m plot the heat at depths of 0 5 10 15 and 20 m image thumbnail i have really been struggling with this problem for several days after solving this issue i will have to include the source term as well 1d heat transfer examples and tests plot the heat at depths of 0 5 10 15 and 20 m image thumbnail image thumbnail image thumbnail a line plot of the solution at a fixed point u 5 0 t plot the heat at depths of 0 5 10 15 and 20 m 2d heat equation using finite difference method with steady state solution enter image description here solving heat equation in 2d how to plot temperature variation along fin using matlab conduction heat transfer heat transfer l10 p1 solutions to 2d heat equation mit numerical methods for pde lecture 3 finite difference 2d matlab demo begin figure begin center leavevmode epsfbox diffusion absorb solving the heat diffusion equation 1d pde in matlab i25 tinypic com 2v0zi8m jpg matlab code for solving laplace s equation using the jacobi method discretizing the 2d heat equation Трёхмерное уравнение теплопроводности с ф п l 3d heat transfer equation with phase change in matlab what if we have values for coefficient of conductivity k and convection coefficient h how can we modify codes image thumbnail lecture 02 part 5 finite difference for heat equation matlab demo 2016 numerical methods for pde heat transfer l12 p1 finite difference heat equation 2d conduction heat transfer ysis using matlab mp4 mit numerical methods for pde lecture 1 finite difference solution of heat equation examples and tests begin figure begin center leavevmode epsfbox diffusion noflux s lh4 googleusercontent com uyhk 80w5es uj1jhbqmcni aaaaaaaazt8 vnmzo tq0ik s691 nar 2520heat 2520equation gif 1d heat conduction equation matlab code tessshlo heat transfer l11 p3 finite difference method quickersim cfd toolbox for matlab is a third party toolbox for solving fluid flows in the matlab environment it also allows for simulating heat transfer in how to solve second order partial diffeial equations matlab answers matlab central use of pdepe and laplace transform to solve heat conduction problems but i don t think that it s ok because simulink sent me this error message the model may not give enough information to make it possible to solve for image thumbnail