float
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Bv(self,
v)
returns inner product of element p and div(v) |
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__init__(self,
domain,
adaptSubTolerance=True,
**kwargs)
initialize the Stokes Problem |
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SolverOptions
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getSolverOptionsDiv(self)
returns the solver options for solving the equation to project the
divergence of the velocity onto the function space of presure. |
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SolverOptions
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getSolverOptionsPressure(self)
returns the solver options used solve the equation for pressure. |
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SolverOptions
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getSolverOptionsVelocity(self)
returns the solver options used solve the equation for velocity. |
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getV(self,
p,
v0)
return the value for v for a given p (overwrite) |
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initialize(self,
f=<esys.escript.escriptcpp.Data object at 0x9e183c4>,
fixed_u_mask=<esys.escript.escriptcpp.Data object at 0x9e183ec>,
eta=1,
surface_stress=<esys.escript.escriptcpp.Data object at 0x9e18414>,
stress=<esys.escript.escriptcpp.Data object at 0x9e1843c>)
assigns values to the model parameters |
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float
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inner_p(self,
p0,
p1)
Returns inner product of p0 and p1 |
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float
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inner_pBv(self,
p,
Bv)
returns inner product of element p and Bv=-div(v) |
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equal to the type of p
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norm_Bv(self,
Bv)
Returns Bv (overwrite). |
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non-negative float
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norm_v(self,
v)
returns the norm of v |
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setSolverOptionsDiv(self,
options=None)
set the solver options for solving the equation to project the
divergence of the velocity onto the function space of presure. |
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equal to the type of p
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Inherited from pdetools.HomogeneousSaddlePointProblem :
adaptSubTolerance ,
getAbsoluteTolerance ,
getSubProblemTolerance ,
getTolerance ,
norm_p ,
setAbsoluteTolerance ,
setTolerance ,
solve
Inherited from object :
__delattr__ ,
__getattribute__ ,
__hash__ ,
__new__ ,
__reduce__ ,
__reduce_ex__ ,
__repr__ ,
__setattr__ ,
__str__
|