Wed Apr 29 13:00:44 2020

step4_test:
  Python version: 3.6.9
  FENICS version 2019.1.0
  p-Laplacian investigation
  Generate the right hand side function f(x,y)
  for a Poisson problem
  - div kappa(u,x,y) grad u = f(x,y) in Omega
                          u = g(x,y) on dOmega
  where we have already chosen
    u(x,y) = 1 + x + 2y
    kappa(u,x,y) = 1 + u^2
  and want f(x,y) computed symbolically by SymPy.

  Formula for F(x,y) computed by SymPy:

  f(x,y) =  28.0*pow(x[0], 4) + 1080.0*pow(x[0], 2)*pow(x[1], 2) + 7452.0*pow(x[1], 4) + 20.0
  Graphics saved as "step4_u_contour.png"

step4_test:
  Normal end of execution.

Wed Apr 29 13:00:44 2020