
Number of active cells: 512 (on 5 levels)
Number of degrees of freedom: 9,141 (4,290+561+2,145+2,145)

*** Timestep 0:  t=0 years, dt=0 years
   Initial Newton Stokes residual = 8.98822e+07, v = 8.98822e+07, p = 0

   Solving Stokes system (GMG)... 3+0 iterations.
      Newton system information: Norm of the rhs: 8.98822e+07
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 1

   Solving Stokes system (GMG)... 3+0 iterations.
      Newton system information: Norm of the rhs: 160.349, Derivative scaling factor: 0
      Relative nonlinear residual (Stokes system) after nonlinear iteration 2: 1.78399e-06


   Postprocessing:

*** Timestep 1:  t=13251 years, dt=13251 years
   Initial Newton Stokes residual = 4.51401e+07, v = 4.51401e+07, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 3.55226e-06


   Postprocessing:

*** Timestep 2:  t=26502 years, dt=13251 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

*** Timestep 3:  t=39753 years, dt=13251 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

*** Timestep 4:  t=53004 years, dt=13251 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

*** Timestep 5:  t=66254.9 years, dt=13251 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

*** Timestep 6:  t=79505.9 years, dt=13251 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

*** Timestep 7:  t=92756.9 years, dt=13251 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

*** Timestep 8:  t=100000 years, dt=7243.08 years
   Initial Newton Stokes residual = 2.35296e+09, v = 2.35296e+09, p = 0

   Solving Stokes system (GMG)... 0+0 iterations.
      Newton system information: Norm of the rhs: 160.349
      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 6.81478e-08


   Postprocessing:

Termination requested by criterion: end time



