Wonky solutions for mixed parabolic-hyperbolic PDEs
I’m solving the equations:
I’m using the finite volume method with a constant spacing on dh, so it seems to be a simple solution. The boundary conditions are functions of nu, and I compute the boundary terms by using a simple polynomial. I conpute the density which is 1/nu, but I get funky boundary values that I don’ understand. can anyone explain what is wrong?I’m solving the equations:
I’m using the finite volume method with a constant spacing on dh, so it seems to be a simple solution. The boundary conditions are functions of nu, and I compute the boundary terms by using a simple polynomial. I conpute the density which is 1/nu, but I get funky boundary values that I don’ understand. can anyone explain what is wrong? I’m solving the equations:
I’m using the finite volume method with a constant spacing on dh, so it seems to be a simple solution. The boundary conditions are functions of nu, and I compute the boundary terms by using a simple polynomial. I conpute the density which is 1/nu, but I get funky boundary values that I don’ understand. can anyone explain what is wrong? ode15, pde MATLAB Answers — New Questions