#include <estimator.hh>
Public Member Functions | |
Est02 (bem::AdaptiveSpace< F > &spc, uint maxdim, concepts::Real trshld, concepts::Real s=1.0) | |
bool | refine () const |
void | operator() (const Haar3d< F > &wavspc, const concepts::Function< F > &f) |
void | operator() (const Haar3d< F > &wavspc, const concepts::Vector< F > &f) |
Error estimator for the constant space. The refinement decision is made accordingly to the wavelet coefficients of the agglomerated wavelet space based on the constant space. Refinement: refinement if the weighted norm of the wavelet coefficients on the way from the root to a leaf is larger than the weighted norm of all wavelet coefficients times the trshld. The weights are for the size of the support of the wavelet on level 0 (root), the size of the support of the wavelet and the regularity. This formula is a generalization of formula (3.2.10) of Fully Discrete Multiscale Galerkin BEM (T. von Petersdorff and C. Schwab) where the supports are always divided by 4.
A spezialization of this (supports are always divided by 2) is implemented in ErrEstimator04.
F | Field (Real or Cmplx) |
Definition at line 88 of file estimator.hh.
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inline |
Constructor
spc | Space |
maxdim | Maximal dimension of the space |
s | Smoothness of the solution |
Definition at line 121 of file estimator.hh.
void aglowav::Est02< F >::operator() | ( | const Haar3d< F > & | wavspc, |
const concepts::Function< F > & | f | ||
) |
Refines the adaptive constant space
MissingFeature |
void aglowav::Est02< F >::operator() | ( | const Haar3d< F > & | wavspc, |
const concepts::Vector< F > & | f | ||
) |
MissingFeature |
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inline |
Return 1 if there was some refinement Return 0 else
Definition at line 101 of file estimator.hh.