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iganet::RT< Spline, 4 > Class Template Reference

Raviart-Thomas like function space. More...

#include </home/runner/work/iganet/iganet/include/splines/functionspace.hpp>

Inheritance diagram for iganet::RT< Spline, 4 >:

Public Types

using Base = FunctionSpace< std::tuple< typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0)+1, Spline::degree(1), Spline::degree(2), Spline::degree(3)>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1)+1, Spline::degree(2), Spline::degree(3)>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1), Spline::degree(2)+1, Spline::degree(3)>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1), Spline::degree(2), Spline::degree(3)+1 >, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1), Spline::degree(2), Spline::degree(3)> > >
 Base type.
 

Public Member Functions

 RT ()=default
 
 RT (const RT &)=default
 
 RT (RT &&)=default
 

Detailed Description

template<typename Spline>
class iganet::RT< Spline, 4 >

Raviart-Thomas like function space.

This class implements the Raviart-Thomas like function space

\[ S^{p_1+1,p_2,p_3,p_4}_{p_1,p_2-1,p_3-1,p_4-1} \otimes S^{p_1,p_2+1,p_3,p_4}_{p_1-1,p_2,p_3-1,p_4-1} \otimes S^{p_1,p_2,p_3+1,p_4}_{p_1-1,p_2-1,p_3,p_4-1} \otimes S^{p_1,p_2,p_3,p_4+1}_{p_1-1,p_2-1,p_3-1,p_4} \otimes S^{p_1,p_2,p_3,p_4}_{p_1-1,p_2-1,p_3-1,p_4-1} \]

in four spatial dimensions [1].

Member Typedef Documentation

◆ Base

template<typename Spline >
using iganet::RT< Spline, 4 >::Base = FunctionSpace<std::tuple< typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0) + 1, Spline::degree(1), Spline::degree(2), Spline::degree(3)>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1) + 1, Spline::degree(2), Spline::degree(3)>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1), Spline::degree(2) + 1, Spline::degree(3)>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1), Spline::degree(2), Spline::degree(3) + 1>, typename Spline::template derived_self_type< typename Spline::value_type, Spline::geoDim(), Spline::degree(0), Spline::degree(1), Spline::degree(2), Spline::degree(3)> >>

Base type.

Constructor & Destructor Documentation

◆ RT() [1/5]

template<typename Spline >
iganet::RT< Spline, 4 >::RT ( const std::array< int64_t, 4 > &  ncoeffs,
enum init  init = init::greville,
Options< typename Spline::value_type >  options = iganet::Options<typename Spline::value_type>{} 
)
inlineexplicit

Constructor.

◆ RT() [2/5]

template<typename Spline >
iganet::RT< Spline, 4 >::RT ( const std::array< std::vector< typename Spline::value_type >, 4 > &  kv,
enum init  init = init::greville,
Options< typename Spline::value_type >  options = iganet::Options<typename Spline::value_type>{} 
)
inlineexplicit

Constructor.

◆ RT() [3/5]

template<typename Spline >
iganet::RT< Spline, 4 >::RT ( )
default

◆ RT() [4/5]

template<typename Spline >
iganet::RT< Spline, 4 >::RT ( RT< Spline, 4 > &&  )
default

◆ RT() [5/5]

template<typename Spline >
iganet::RT< Spline, 4 >::RT ( const RT< Spline, 4 > &  )
default

The documentation for this class was generated from the following file: