Include dependency graph for complex.h:
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Namespaces | |
| namespace | qucs |
Typedefs | |
| typedef std::complex< nr_double_t > | nr_complex_t |
Functions | |
| nr_complex_t | qucs::cos (const nr_complex_t z) |
| Compute complex cosine. | |
| nr_complex_t | qucs::sin (const nr_complex_t z) |
| Compute complex sine. | |
| nr_complex_t | qucs::tan (const nr_complex_t z) |
| Compute complex tangent. | |
| nr_complex_t | qucs::acos (const nr_complex_t z) |
| Compute complex arc cosine. | |
| nr_complex_t | qucs::asin (const nr_complex_t z) |
| Compute complex arc sine. | |
| nr_complex_t | qucs::atan (const nr_complex_t z) |
| Compute complex arc tangent. | |
| nr_complex_t | qucs::cosh (const nr_complex_t z) |
| Compute complex hyperbolic cosine. | |
| nr_complex_t | qucs::sinh (const nr_complex_t z) |
| Compute complex hyperbolic sine. | |
| nr_complex_t | qucs::tanh (const nr_complex_t z) |
| Compute complex hyperbolic tangent. | |
| nr_complex_t | qucs::acosh (const nr_complex_t z) |
| Compute complex arc hyperbolic cosine. | |
| nr_complex_t | qucs::asinh (const nr_complex_t z) |
| Compute complex arc hyperbolic sine. | |
| nr_complex_t | qucs::atanh (const nr_complex_t z) |
| Compute complex arc hyperbolic tangent. | |
| nr_complex_t | qucs::exp (const nr_complex_t z) |
| Compute complex exponential. | |
| nr_complex_t | qucs::log (const nr_complex_t z) |
| Compute principal value of natural logarithm of z. | |
| nr_complex_t | qucs::log10 (const nr_complex_t z) |
| Compute principal value of decimal logarithm of z. | |
| nr_complex_t | qucs::pow (const nr_complex_t z, const nr_double_t d) |
| Compute power function with real exponent. | |
| nr_complex_t | qucs::pow (const nr_double_t d, const nr_complex_t z) |
| Compute power function with complex exponent but real mantisse. | |
| nr_complex_t | qucs::pow (const nr_complex_t z1, const nr_complex_t z2) |
| Compute complex power function. | |
| nr_complex_t | qucs::sqrt (const nr_complex_t z) |
| Compute principal value of square root. | |
| nr_double_t | qucs::norm (const nr_complex_t z) |
| Compute euclidian norm of complex number. | |
| nr_complex_t | qucs::cot (const nr_complex_t z) |
| Compute complex cotangent. | |
| nr_complex_t | qucs::acot (const nr_complex_t z) |
| Compute complex arc cotangent. | |
| nr_complex_t | qucs::coth (const nr_complex_t z) |
| Compute complex hyperbolic cotangent. | |
| nr_complex_t | qucs::acoth (const nr_complex_t z) |
| Compute complex argument hyperbolic cotangent. | |
| nr_complex_t | qucs::sech (const nr_complex_t z) |
| Compute complex hyperbolic secant. | |
| nr_complex_t | qucs::asech (const nr_complex_t z) |
| Compute complex argument hyperbolic secant. | |
| nr_complex_t | qucs::cosech (const nr_complex_t z) |
| Compute complex argument hyperbolic cosec. | |
| nr_complex_t | qucs::atan2 (const nr_complex_t y, const nr_complex_t x) |
| Compute complex arc tangent fortran like function. | |
| nr_complex_t | qucs::log2 (const nr_complex_t z) |
| Compute principal value of binary logarithm of z. | |
| nr_complex_t | qucs::signum (const nr_complex_t z) |
| complex signum function | |
| nr_complex_t | qucs::sign (const nr_complex_t z) |
| complex sign function | |
| nr_complex_t | qucs::sinc (const nr_complex_t z) |
| Cardinal sine. | |
| nr_double_t | qucs::xhypot (const nr_complex_t a, const nr_complex_t b) |
| Euclidean distance function for complex argument. | |
| nr_double_t | qucs::xhypot (nr_double_t a, nr_complex_t b) |
| Euclidean distance function for a double b complex. | |
| nr_double_t | qucs::xhypot (nr_complex_t a, nr_double_t b) |
| Euclidean distance function for b double a complex. | |
| nr_complex_t | qucs::round (const nr_complex_t z) |
| Complex round Round is the nearest integral value Apply round to real and imaginary part. | |
| nr_complex_t | qucs::trunc (const nr_complex_t z) |
| Complex trunc Apply round to integer, towards zero to real and imaginary part. | |
| nr_double_t | qucs::dB (const nr_complex_t z) |
Magnitude in dB Compute  . | |
| nr_complex_t | qucs::limexp (const nr_complex_t z) |
| Compute limited complex exponential. | |
| nr_complex_t | qucs::polar (const nr_double_t mag, const nr_double_t ang) |
| Construct a complex number using polar notation. | |
| nr_complex_t | qucs::polar (const nr_complex_t a, const nr_complex_t p) |
| Extension of polar construction to complex. | |
| nr_complex_t | qucs::ztor (const nr_complex_t z, nr_complex_t zref) |
| Converts impedance to reflexion coefficient. | |
| nr_complex_t | qucs::rtoz (const nr_complex_t r, nr_complex_t zref) |
| Converts reflexion coefficient to impedance. | |
| nr_complex_t | qucs::ytor (const nr_complex_t y, nr_complex_t zref) |
| Converts admittance to reflexion coefficient. | |
| nr_complex_t | qucs::rtoy (const nr_complex_t r, nr_complex_t zref) |
| Converts reflexion coefficient to admittance. | |
| nr_complex_t | qucs::floor (const nr_complex_t z) |
| Complex floor. | |
| nr_complex_t | qucs::ceil (const nr_complex_t z) |
| Complex ceil Ceil is the smallest integral value not less than argument Apply ceil to real and imaginary part. | |
| nr_complex_t | qucs::fix (const nr_complex_t z) |
| Complex fix. | |
| nr_complex_t | qucs::fmod (const nr_complex_t x, const nr_complex_t y) |
| Complex fmod Apply fmod to the complex z. | |
| nr_complex_t | qucs::sqr (const nr_complex_t z) |
| Square of complex number. | |
| nr_complex_t | qucs::step (const nr_complex_t z) |
| Heaviside step function for complex number. | |
| nr_complex_t | qucs::jn (const int n, const nr_complex_t z) |
| Bessel function of first kind. | |
| nr_complex_t | qucs::yn (const int n, const nr_complex_t z) |
| Bessel function of second kind. | |
| nr_complex_t | qucs::i0 (const nr_complex_t z) |
| Modified Bessel function of first kind. | |
| nr_complex_t | qucs::erf (const nr_complex_t z) |
| Error function. | |
| nr_complex_t | qucs::erfc (const nr_complex_t z) |
| Complementart error function. | |
| nr_complex_t | qucs::erfinv (const nr_complex_t z) |
| Inverse of error function. | |
| nr_complex_t | qucs::erfcinv (const nr_complex_t z) |
| Inverse of complementart error function. | |
| nr_double_t | qucs::rad2deg (const nr_complex_t x) |
| rad2deg Convert radian to degree | |
| nr_double_t | qucs::deg2rad (const nr_complex_t x) |
| rad2deg Convert radian to degree | |
| nr_complex_t | qucs::operator% (const nr_complex_t z1, const nr_complex_t z2) |
| Modulo. | |
| nr_complex_t | qucs::operator% (const nr_complex_t z1, const nr_double_t r2) |
| Modulo. | |
| nr_complex_t | qucs::operator% (const nr_double_t r1, const nr_complex_t z2) |
| Modulo. | |
| bool | qucs::operator== (const nr_complex_t z1, const nr_complex_t z2) |
| Equality of two complex. | |
| bool | qucs::operator!= (const nr_complex_t z1, const nr_complex_t z2) |
| Inequality of two complex. | |
| bool | qucs::operator>= (const nr_complex_t z1, const nr_complex_t z2) |
| Superior of equal. | |
| bool | qucs::operator<= (const nr_complex_t z1, const nr_complex_t z2) |
| Inferior of equal. | |
| bool | qucs::operator> (const nr_complex_t z1, const nr_complex_t z2) |
| Superior. | |
| bool | qucs::operator< (const nr_complex_t z1, const nr_complex_t z2) |
| Inferior. | |
Typedef Documentation
| typedef std::complex<nr_double_t> nr_complex_t |
