
Loading shared library <./libdrucker_prager_derivatives_3d.debug.so>

* Connecting signals

Testing DruckerPrager derivatives against finite difference derivatives 
pressure: point = 0, Finite difference = 4.51703e+10, Analytical derivative = 4.51703e+10
pressure: point = 1, Finite difference = 2.59702e+10, Analytical derivative = 2.59702e+10
pressure: point = 2, Finite difference = 1.42677e+10, Analytical derivative = 1.42677e+10
pressure: point = 3, Finite difference = 852283, Analytical derivative = 857203
   Error: The derivative of the viscosity to the pressure is too different from the analytical value.
pressure: point = 4, Finite difference = 1.35028e+10, Analytical derivative = 1.35028e+10
strain-rate: point = 0, component = 0, Finite difference = 4.6735e+30, Analytical derivative = 4.6735e+30
strain-rate: point = 1, component = 0, Finite difference = 1.02532e+29, Analytical derivative = 1.02531e+29
strain-rate: point = 2, component = 0, Finite difference = 1.7445e+29, Analytical derivative = 1.7445e+29
strain-rate: point = 3, component = 0, Finite difference = 0, Analytical derivative = 0
strain-rate: point = 4, component = 0, Finite difference = -1.67772e+25, Analytical derivative = 0
   Error: The derivative of the viscosity to the strain rate is too different from the analytical value.
strain-rate: point = 0, component = 1, Finite difference = -2.33675e+30, Analytical derivative = -2.33675e+30
strain-rate: point = 1, component = 1, Finite difference = -5.12656e+28, Analytical derivative = -5.12654e+28
strain-rate: point = 2, component = 1, Finite difference = -3.48894e+29, Analytical derivative = -3.489e+29
strain-rate: point = 3, component = 1, Finite difference = 0, Analytical derivative = 0
strain-rate: point = 4, component = 1, Finite difference = -1.67772e+25, Analytical derivative = 0
   Error: The derivative of the viscosity to the strain rate is too different from the analytical value.
strain-rate: point = 0, component = 2, Finite difference = -2.33675e+30, Analytical derivative = -2.33675e+30
strain-rate: point = 1, component = 2, Finite difference = -5.12656e+28, Analytical derivative = -5.12654e+28
strain-rate: point = 2, component = 2, Finite difference = 1.7445e+29, Analytical derivative = 1.7445e+29
strain-rate: point = 3, component = 2, Finite difference = 0, Analytical derivative = 0
strain-rate: point = 4, component = 2, Finite difference = -1.67772e+25, Analytical derivative = 0
   Error: The derivative of the viscosity to the strain rate is too different from the analytical value.
strain-rate: point = 0, component = 3, Finite difference = -7.78917e+29, Analytical derivative = -7.78917e+29
strain-rate: point = 1, component = 3, Finite difference = 4.19846e+30, Analytical derivative = 4.19846e+30
strain-rate: point = 2, component = 3, Finite difference = -4.75773e+30, Analytical derivative = -4.75773e+30
strain-rate: point = 3, component = 3, Finite difference = -6.0261e+36, Analytical derivative = -5.83232e+36
   Error: The derivative of the viscosity to the strain rate is too different from the analytical value.
strain-rate: point = 4, component = 3, Finite difference = -4.50101e+32, Analytical derivative = -4.50101e+32
strain-rate: point = 0, component = 4, Finite difference = -7.78917e+29, Analytical derivative = -7.78917e+29
strain-rate: point = 1, component = 4, Finite difference = 3.91023e+30, Analytical derivative = 3.91023e+30
strain-rate: point = 2, component = 4, Finite difference = -4.75773e+30, Analytical derivative = -4.75773e+30
strain-rate: point = 3, component = 4, Finite difference = -6.0261e+36, Analytical derivative = -5.83232e+36
   Error: The derivative of the viscosity to the strain rate is too different from the analytical value.
strain-rate: point = 4, component = 4, Finite difference = -4.50101e+32, Analytical derivative = -4.50101e+32
strain-rate: point = 0, component = 5, Finite difference = -7.78917e+29, Analytical derivative = -7.78917e+29
strain-rate: point = 1, component = 5, Finite difference = 3.76611e+30, Analytical derivative = 3.76611e+30
strain-rate: point = 2, component = 5, Finite difference = -4.75773e+30, Analytical derivative = -4.75773e+30
strain-rate: point = 3, component = 5, Finite difference = -6.0261e+36, Analytical derivative = -5.83232e+36
   Error: The derivative of the viscosity to the strain rate is too different from the analytical value.
strain-rate: point = 4, component = 5, Finite difference = -4.50101e+32, Analytical derivative = -4.50101e+32
Some parts of the test were not successful.
Number of active cells: 100 (on 1 levels)
Number of degrees of freedom: 5,534 (3,969+242+1,323)

*** Timestep 0:  t=0 years, dt=0 years

   Postprocessing:
     RMS, max velocity:                  0 m/year, 0 m/year
     Mass fluxes through boundary parts: 0 kg/yr, 0 kg/yr, 0 kg/yr, 0 kg/yr, 0 kg/yr, 0 kg/yr
     Writing graphical output:           output-drucker_prager_derivatives_3d/solution/solution-00000

Termination requested by criterion: end time



