Update tests

tests/compute-no-normal-flux-constraints/screen-output

@@ -10,9 +10,8 @@ Number of degrees of freedom: 1,836 (1,122+153+561)
       Newton system information: Norm of the rhs: 2.98201e+13
       Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 1
 
-   Solving Stokes system (GMG)... 11+0 iterations.
-      Newton system information: Norm of the rhs: 58.4038, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 2: 1.95854e-12
+   Nonlinear residual reduction has been very large (2.12489e-11); skipping Stokes solve
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 2: 1.66757e-08
 
 
    Postprocessing:
@@ -29,8 +28,8 @@ Number of degrees of freedom: 1,836 (1,122+153+561)
    Initial Newton Stokes residual = 1.83248e+13, v = 1.83248e+13, p = 0
 
    Solving Stokes system (GMG)... 0+0 iterations.
-      Newton system information: Norm of the rhs: 62.4708
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 3.40908e-12
+      Newton system information: Norm of the rhs: 497272
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 2.71366e-08
 
 
    Postprocessing:

tests/compute-no-normal-flux-constraints/statistics

@@ -16,5 +16,5 @@
 # 16: Average temperature (K)
 # 17: Maximal temperature (K)
 # 18: Average nondimensional temperature (K)
-0 0.000000000000e+00 0.000000000000e+00 128 1275 561 2 0         21 25 25 output-compute-no-normal-flux-constraints/solution/solution-00000 2.08073036e-03 4.53863711e-03 2.73000000e+02 2.93610874e+02 1.67300000e+03 1.47220531e-02 
-1 1.000000000000e+03 1.000000000000e+03 128 1275 561 1 7 4294967295  0  0                                                                "" 2.08073036e-03 4.53863711e-03 2.72988730e+02 2.93610094e+02 1.67300000e+03 1.47295451e-02 
+0 0.000000000000e+00 0.000000000000e+00 128 1275 561 1 0         11 13 13 output-compute-no-normal-flux-constraints/solution/solution-00000 2.08073036e-03 4.53863723e-03 2.73000000e+02 2.93610874e+02 1.67300000e+03 1.47220531e-02 
+1 1.000000000000e+03 1.000000000000e+03 128 1275 561 1 7 4294967295  0  0                                                                "" 2.08073036e-03 4.53863723e-03 2.72988730e+02 2.93610094e+02 1.67300000e+03 1.47295451e-02 

tests/dc_Picard_compressible/screen-output

@@ -12,16 +12,16 @@ Number of degrees of freedom: 53,952 (25,344+3,264+12,672+12,672)
       Relative nonlinear residual (Stokes system) after nonlinear iteration 1: 1
 
    Solving Stokes system (GMG)... 34+0 iterations.
-      Newton system information: Norm of the rhs: 1.48038e+12, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 2: 0.000373076
+      Newton system information: Norm of the rhs: 2.68929e+12, Derivative scaling factor: 0
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 2: 0.000677739
 
-   Solving Stokes system (GMG)... 21+0 iterations.
-      Newton system information: Norm of the rhs: 2.7679e+11, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 3: 6.9755e-05
+   Solving Stokes system (GMG)... 36+0 iterations.
+      Newton system information: Norm of the rhs: 3.3558e+11, Derivative scaling factor: 0
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 3: 8.45709e-05
 
-   Solving Stokes system (GMG)... 21+0 iterations.
-      Newton system information: Norm of the rhs: 3.17347e+10, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 4: 7.99759e-06
+   Solving Stokes system (GMG)... 35+0 iterations.
+      Newton system information: Norm of the rhs: 3.66271e+10, Derivative scaling factor: 0
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 4: 9.23053e-06
 
 
    Postprocessing:

tests/newton_postprocess_nonlinear/screen-output

@@ -35,8 +35,8 @@ Number of degrees of freedom: 35,978 (8,450+1,089+1,089+4,225+4,225+4,225+4,225+
    The linear solver tolerance is set to 0.1. 
    Rebuilding Stokes preconditioner...
    Solving Stokes system (AMG)... 0+1 iterations.
-      Newton system information: Norm of the rhs: 6.47665e+11, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 3: 0.0146001
+      Newton system information: Norm of the rhs: 6.44873e+11, Derivative scaling factor: 0
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 3: 0.0145372
 
    Postprocessing:
      Compositions min/max/mass: 0/0/0 // 0/0/0 // 0/0/0 // 0/1/4.712e+09 // 0/1/5.104e+09 // 0/1/1.834e+08
@@ -46,8 +46,8 @@ Number of degrees of freedom: 35,978 (8,450+1,089+1,089+4,225+4,225+4,225+4,225+
    The linear solver tolerance is set to 0.1. 
    Rebuilding Stokes preconditioner...
    Solving Stokes system (AMG)... 0+1 iterations.
-      Newton system information: Norm of the rhs: 5.9453e+11, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 4: 0.0134023
+      Newton system information: Norm of the rhs: 5.84163e+11, Derivative scaling factor: 0
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 4: 0.0131686
 
    Postprocessing:
      Compositions min/max/mass: 0/0/0 // 0/0/0 // 0/0/0 // 0/1/4.712e+09 // 0/1/5.104e+09 // 0/1/1.834e+08
@@ -57,8 +57,8 @@ Number of degrees of freedom: 35,978 (8,450+1,089+1,089+4,225+4,225+4,225+4,225+
    The linear solver tolerance is set to 0.1. 
    Rebuilding Stokes preconditioner...
    Solving Stokes system (AMG)... 0+4 iterations.
-      Newton system information: Norm of the rhs: 6.08238e+11, Derivative scaling factor: 0
-      Relative nonlinear residual (Stokes system) after nonlinear iteration 5: 0.0137113
+      Newton system information: Norm of the rhs: 5.99087e+11, Derivative scaling factor: 0
+      Relative nonlinear residual (Stokes system) after nonlinear iteration 5: 0.013505
 
    Postprocessing:
      Compositions min/max/mass: 0/0/0 // 0/0/0 // 0/0/0 // 0/1/4.712e+09 // 0/1/5.104e+09 // 0/1/1.834e+08