- Global qucs::atos (matrix a, nr_complex_t z1, nr_complex_t z2)
- Do not use fabs
- Global qucs::cofactor (matrix a, int u, int v)
- This algortihm is recursive! Stack overfull!
- Global qucs::detLaplace (matrix a)
- This algortihm is recursive! Stack overfull!
- Note
- assert square matrix
- Global qucs::erf (const nr_complex_t z)
- Not implemented
- Global qucs::erfc (const nr_complex_t z)
- Not implemented
- Global qucs::erfcinv (const nr_complex_t z)
- Not implemented
- Global qucs::erfinv (const nr_complex_t z)
- Not implemented
- Global qucs::i0 (const nr_complex_t z)
- Not implemented
- Global qucs::inverseLaplace (matrix a)
- recursive! Stack overflow
- Global qucs::jn (const int n, const nr_complex_t z)
- Not implemented
- Global qucs::polar (const nr_complex_t a, const nr_complex_t p)
- Do not seems holomorph form of real polar
- Global qucs::stoa (matrix s, nr_complex_t z1, nr_complex_t z2)
- Do not need fabs
- Parameters
-
| [in] | s | Scattering matrix |
| [in] | z1 | impedance at input 1 |
| [in] | z2 | impedance at input 2 |
- Returns
- Chain matrix
- Note
- Assert 2 by 2 matrix
- Global qucs::stoh (matrix s, nr_complex_t z1, nr_complex_t z2)
- {Programmed formulae are valid only for Z real}
- Parameters
-
| [in] | s | Scattering matrix |
| [in] | z1 | impedance at input 1 |
| [in] | z2 | impedance at input 2 |
- Returns
- hybrid matrix
- Note
- Assert 2 by 2 matrix
- Global qucs::stos (matrix s, qucs::vector zref, qucs::vector z0)
- This formula is valid only for real z!
- Global qucs::stoy (matrix s, qucs::vector z0)
- not correct if zref is complex
- Global qucs::stoz (matrix s, qucs::vector z0)
- not correct if zref is complex
- Global qucs::yn (const int n, const nr_complex_t z)
- Not implemented
- Global qucs::ytos (matrix y, qucs::vector z0)
- not correct if zref is complex
- Global qucs::ztos (matrix z, qucs::vector z0)
- not correct if zref is complex
1.8.6