| 1 | import os.path
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| 2 | import numpy
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| 3 | import inspect
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| 4 | from verbose import verbose
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| 5 | from InterpFromMeshToMesh2d import InterpFromMeshToMesh2d
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| 6 | from paterson import paterson
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| 7 | from SetIceSheetBC import SetIceSheetBC
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| 8 | from arch import *
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| 9 | 
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| 10 | #Start defining model parameters here
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| 11 | 
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| 12 | #Geometry
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| 13 | hmin=300.
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| 14 | hmax=1000.
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| 15 | ymin=numpy.min(md.mesh.y)
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| 16 | ymax=numpy.max(md.mesh.y)
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| 17 | xmin=min(md.mesh.x)
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| 18 | xmax=max(md.mesh.x)
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| 19 | md.geometry.thickness=hmax+(hmin-hmax)*(md.mesh.y-ymin)/(ymax-ymin)+0.1*(hmin-hmax)*(md.mesh.x-xmin)/(xmax-xmin)
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| 20 | md.geometry.base=-md.materials.rho_ice/md.materials.rho_water*md.geometry.thickness+20.
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| 21 | md.geometry.surface=md.geometry.base+md.geometry.thickness
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| 22 | 
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| 23 | #Initial velocity 
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| 24 | x         = numpy.array(archread('../Data/SquareSheetConstrained.arch','x'))
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| 25 | y         = numpy.array(archread('../Data/SquareSheetConstrained.arch','y'))
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| 26 | vx        = numpy.array(archread('../Data/SquareSheetConstrained.arch','vx'));
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| 27 | vy        = numpy.array(archread('../Data/SquareSheetConstrained.arch','vy'));
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| 28 | index     = archread('../Data/SquareSheetConstrained.arch','index').astype(int);
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| 29 | 
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| 30 | [md.initialization.vx]=InterpFromMeshToMesh2d(index,x,y,vx,md.mesh.x,md.mesh.y)
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| 31 | [md.initialization.vy]=InterpFromMeshToMesh2d(index,x,y,vy,md.mesh.x,md.mesh.y)
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| 32 | md.initialization.vz=numpy.zeros((md.mesh.numberofvertices))
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| 33 | md.initialization.pressure=numpy.zeros((md.mesh.numberofvertices))
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| 34 | 
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| 35 | #Materials
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| 36 | md.initialization.temperature=(273.-20.)*numpy.ones((md.mesh.numberofvertices))
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| 37 | md.materials.rheology_B=paterson(md.initialization.temperature)
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| 38 | md.materials.rheology_n=3.*numpy.ones((md.mesh.numberofelements))
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| 39 | 
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| 40 | #Calving
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| 41 | md.calving.calvingrate=0.*numpy.ones((md.mesh.numberofvertices))
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| 42 | md.levelset.spclevelset=float('NaN')*numpy.ones((md.mesh.numberofvertices))
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| 43 | 
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| 44 | #Friction
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| 45 | md.friction.coefficient=20.*numpy.ones((md.mesh.numberofvertices))
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| 46 | md.friction.coefficient[numpy.nonzero(md.mask.groundedice_levelset<0.)[0]]=0.
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| 47 | md.friction.p=numpy.ones((md.mesh.numberofelements))
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| 48 | md.friction.q=numpy.ones((md.mesh.numberofelements))
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| 49 | 
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| 50 | #Numerical parameters
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| 51 | md.stressbalance.viscosity_overshoot=0.0
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| 52 | md.masstransport.stabilization=1.
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| 53 | md.thermal.stabilization=1.
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| 54 | md.verbose=verbose(0)
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| 55 | md.settings.waitonlock=30
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| 56 | md.stressbalance.restol=0.05
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| 57 | md.steadystate.reltol=0.05
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| 58 | md.stressbalance.reltol=0.05
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| 59 | md.stressbalance.abstol=float('NaN')
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| 60 | md.timestepping.time_step=1.
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| 61 | md.timestepping.final_time=3.
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| 62 | 
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| 63 | #GIA:
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| 64 | md.gia.lithosphere_thickness=100.*numpy.ones((md.mesh.numberofvertices)); # in km
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| 65 | md.gia.mantle_viscosity=1.*10**21*numpy.ones((md.mesh.numberofvertices)); # in Pa.s
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| 66 | md.materials.lithosphere_shear_modulus=6.7*10**10;                          # in Pa
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| 67 | md.materials.lithosphere_density=3.32;                                      # in g/cm^-3
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| 68 | md.materials.mantle_shear_modulus=1.45*10**11;                              # in Pa
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| 69 | md.materials.mantle_density=3.34;                                           # in g/cm^-3
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| 70 | 
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| 71 | #Boundary conditions:
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| 72 | md=SetIceSheetBC(md)
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| 73 | 
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| 74 | #Change name so that no test have the same name
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| 75 | if len(inspect.stack()) > 2:
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| 76 |         md.miscellaneous.name = os.path.basename(inspect.stack()[2][1]).split('.')[0]
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