Public Member Functions | |
| FemtoYlmMath (const FemtoYlmMath &aYlm) | |
| FemtoYlmMath & | operator= (const FemtoYlmMath &aYlm) |
| double | Legendre (int ell, int emm, double ctheta) const |
| void | LegendreUpToYlm (int lmax, double ctheta, double *lbuf) const |
| std::complex< double > | Ylm (int ell, int m, double theta, double phi) const |
| std::complex< double > | Ylm (int ell, int m, double x, double y, double z) const |
| std::complex< double > * | YlmUpToL (int lmax, double x, double y, double z) |
| std::complex< double > * | YlmUpToL (int lmax, double ctheta, double phi) |
| double | ReYlm (int ell, int m, double theta, double phi) const |
| double | ReYlm (int ell, int m, double x, double y, double z) const |
| double | ImYlm (int ell, int m, double theta, double phi) const |
| double | ImYlm (int ell, int m, double x, double y, double z) const |
| double | DeltaJ (double aJot1, double aJot2, double aJot) const |
| double | ClebschGordan (double aJot1, double aEm1, double aJot2, double aEm2, double aJot, double aEm) const |
| double | WignerSymbol (double aJot1, double aEm1, double aJot2, double aEm2, double aJot, double aEm) const |
| void | InitializeYlms () |
Detailed Description
Definition at line 18 of file FemtoYlmMath.h.
Constructor & Destructor Documentation
◆ FemtoYlmMath() [1/2]
| Hal::FemtoYlmMath::FemtoYlmMath | ( | ) |
Definition at line 19 of file FemtoYlmMath.cxx.
◆ ~FemtoYlmMath()
|
virtual |
Definition at line 21 of file FemtoYlmMath.cxx.
◆ FemtoYlmMath() [2/2]
| Hal::FemtoYlmMath::FemtoYlmMath | ( | const FemtoYlmMath & | aYlm | ) |
Definition at line 23 of file FemtoYlmMath.cxx.
Member Function Documentation
◆ ClebschGordan()
| double Hal::FemtoYlmMath::ClebschGordan | ( | double | aJot1, |
| double | aEm1, | ||
| double | aJot2, | ||
| double | aEm2, | ||
| double | aJot, | ||
| double | aEm ) const |
Definition at line 53 of file FemtoYlmMath.cxx.
◆ DeltaJ()
| double Hal::FemtoYlmMath::DeltaJ | ( | double | aJot1, |
| double | aJot2, | ||
| double | aJot ) const |
Definition at line 43 of file FemtoYlmMath.cxx.
◆ ImYlm() [1/2]
| double Hal::FemtoYlmMath::ImYlm | ( | int | ell, |
| int | m, | ||
| double | theta, | ||
| double | phi ) const |
Definition at line 124 of file FemtoYlmMath.cxx.
◆ ImYlm() [2/2]
| double Hal::FemtoYlmMath::ImYlm | ( | int | ell, |
| int | m, | ||
| double | x, | ||
| double | y, | ||
| double | z ) const |
Definition at line 132 of file FemtoYlmMath.cxx.
◆ InitializeYlms()
| void Hal::FemtoYlmMath::InitializeYlms | ( | ) |
Definition at line 136 of file FemtoYlmMath.cxx.
◆ Legendre()
| double Hal::FemtoYlmMath::Legendre | ( | int | ell, |
| int | emm, | ||
| double | ctheta ) const |
Definition at line 35 of file FemtoYlmMath.cxx.
◆ LegendreUpToYlm()
| void Hal::FemtoYlmMath::LegendreUpToYlm | ( | int | lmax, |
| double | ctheta, | ||
| double * | lbuf ) const |
Definition at line 213 of file FemtoYlmMath.cxx.
◆ operator=()
| FemtoYlmMath & Hal::FemtoYlmMath::operator= | ( | const FemtoYlmMath & | aYlm | ) |
Definition at line 25 of file FemtoYlmMath.cxx.
◆ ReYlm() [1/2]
| double Hal::FemtoYlmMath::ReYlm | ( | int | ell, |
| int | m, | ||
| double | theta, | ||
| double | phi ) const |
Definition at line 120 of file FemtoYlmMath.cxx.
◆ ReYlm() [2/2]
| double Hal::FemtoYlmMath::ReYlm | ( | int | ell, |
| int | m, | ||
| double | x, | ||
| double | y, | ||
| double | z ) const |
Definition at line 128 of file FemtoYlmMath.cxx.
◆ WignerSymbol()
| double Hal::FemtoYlmMath::WignerSymbol | ( | double | aJot1, |
| double | aEm1, | ||
| double | aJot2, | ||
| double | aEm2, | ||
| double | aJot, | ||
| double | aEm ) const |
Definition at line 83 of file FemtoYlmMath.cxx.
◆ Ylm() [1/2]
| std::complex< double > Hal::FemtoYlmMath::Ylm | ( | int | ell, |
| int | m, | ||
| double | theta, | ||
| double | phi ) const |
Definition at line 94 of file FemtoYlmMath.cxx.
◆ Ylm() [2/2]
| std::complex< double > Hal::FemtoYlmMath::Ylm | ( | int | ell, |
| int | m, | ||
| double | x, | ||
| double | y, | ||
| double | z ) const |
Definition at line 105 of file FemtoYlmMath.cxx.
◆ YlmUpToL() [1/2]
| std::complex< double > * Hal::FemtoYlmMath::YlmUpToL | ( | int | lmax, |
| double | ctheta, | ||
| double | phi ) |
Definition at line 286 of file FemtoYlmMath.cxx.
◆ YlmUpToL() [2/2]
| std::complex< double > * Hal::FemtoYlmMath::YlmUpToL | ( | int | lmax, |
| double | x, | ||
| double | y, | ||
| double | z ) |
Definition at line 271 of file FemtoYlmMath.cxx.
The documentation for this class was generated from the following files:
- analysis/femto/base/shmath/FemtoYlmMath.h
- analysis/femto/base/shmath/FemtoYlmMath.cxx
