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Update directives
Add IRLS example
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+10
-12
@@ -643,13 +643,11 @@ class Simple(Tikhonov):
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class Sparse(Simple):
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# set default values
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eps = 1e-1
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eps_p = 1e-1
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eps_q = 1e-1
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curModel = None # use a model to compute the weights
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gamma = 1.
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norms = [0., .2, 2., 2., 1.]
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qx = 2.
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qy = 2.
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qz = 2.
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norms = [0., 2., 2., 2.]
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wght = 1.
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def __init__(self, mesh, mapping=None, indActive=None, **kwargs):
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@@ -666,7 +664,7 @@ class Sparse(Simple):
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else:
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f_m = self.curModel - self.reg.mref
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self.rs = self.R(f_m , self.norms[0])
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self.rs = self.R(f_m , self.eps_p, self.norms[0])
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#print "Min rs: " + str(np.max(self.rs)) + "Max rs: " + str(np.min(self.rs))
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self.Rs = Utils.sdiag( self.rs )
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@@ -682,7 +680,7 @@ class Sparse(Simple):
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else:
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f_m = self.regmesh.cellDiffxStencil * self.curModel
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self.rx = self.R( f_m , self.qx)
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self.rx = self.R( f_m , self.eps_q, self.norms[1])
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self.Rx = Utils.sdiag( self.rx )
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return Utils.sdiag(( (self.regmesh.aveCC2Fx * self.regmesh.vol) *self.alpha_x*self.gamma*(self.regmesh.aveCC2Fx*self.wght))**0.5)*self.Rx*self.regmesh.cellDiffxStencil
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@@ -696,7 +694,7 @@ class Sparse(Simple):
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else:
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f_m = self.regmesh.cellDiffyStencil * self.curModel
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self.ry = self.R( f_m , self.qy)
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self.ry = self.R( f_m , self.eps_q, self.norms[2])
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self.Ry = Utils.sdiag( self.ry )
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return Utils.sdiag(((self.regmesh.aveCC2Fy * self.regmesh.vol)*self.alpha_y*self.gamma*(self.regmesh.aveCC2Fy*self.wght))**0.5)*self.Ry*self.regmesh.cellDiffyStencil
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@@ -710,7 +708,7 @@ class Sparse(Simple):
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else:
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f_m = self.regmesh.cellDiffzStencil * self.curModel
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self.rz = self.R( f_m , self.qz)
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self.rz = self.R( f_m , self.eps_q, self.norms[3])
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self.Rz = Utils.sdiag( self.rz )
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return Utils.sdiag(((self.regmesh.aveCC2Fz * self.regmesh.vol)*self.alpha_z*self.gamma*(self.regmesh.aveCC2Fz*self.wght))**0.5)*self.Rz*self.regmesh.cellDiffzStencil
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@@ -735,9 +733,9 @@ class Sparse(Simple):
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#self._W = sp.vstack(wlist)
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return sp.vstack(wlist)
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def R(self, f_m , exponent):
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def R(self, f_m , eps, exponent):
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eta = (self.eps**(1-exponent/2.))**0.5
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r = eta / (f_m**2.+self.eps**2.)**((1-exponent/2.)/2.)
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eta = (eps**(1-exponent/2.))**0.5
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r = eta / (f_m**2.+ eps**2.)**((1-exponent/2.)/2.)
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return r
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