>> heat2d_bnt_test
26-Jul-2013 08:53:43

HEAT2D_BNT_TEST:
  MATLAB version
  Consider steady heat equation in the unit square,
  with 0 Dirichlet boundary conditions, 
  and a heat source term that is a Gaussian centered at (0.60,0.80).

  Model the diffusivity coefficient as spatially varying,
  with a stochastic dependence on parameters Omega1 through Omega4,
  as described in Babuska, Nobile, Tempone.

  Fix Omega3 = 4, Omega4 = 0, and
  examine dependence of average temperature on Omega1 and Omega2
  over the range [-10,+10].

  Example omega:  0.977788  2.06939  1.45377  -0.606882

  Plotfile saved as "example_solution.png".
  Mean value of example solution is 0.39472

  Omega(3) fixed at 4
  Omega(4) fixed at 0

  Plot file saved as "mean_temperature.png".

  U_Mean_Max=  0.429169

HEAT2D_BNT_TEST:
  Normal end of execution.

26-Jul-2013 08:53:57
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