3d.hpp File Reference

This file contains implementation of vector in 3D space. More...

#include <iostream>
#include "../math.hpp"
#include <plask/exceptions.hpp>
#include "common.hpp"
#include "../utils/metaprog.hpp"
#include "../utils/warnings.hpp"

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Classes
struct	plask::Vec< 3, T >
	Vector in 3D space. More...
struct	plask::NaNImpl< Vec< 3, T > >
	Specialization of NaNImpl which add support for 3D vectors. More...
struct	plask::ZeroImpl< Vec< 3, T > >
	Specialization of ZeroImpl which add support for 2D vectors. More...

Namespaces
namespace	plask
	Patterson quadrature for complex function along specified line.
namespace	std
	STL namespace.

Functions
template<typename T >
constexpr Vec< 3, T >	plask::conj (const Vec< 3, T > &v)
	Calculate vector conjugate.
template<typename T1 , typename T2 >
auto	plask::dot (const Vec< 3, T1 > &v1, const Vec< 3, T2 > &v2) -> decltype(v1.c0 *v2.c0)
	Compute dot product of two vectors v1 and v2.
auto	plask::dot (const Vec< 3, dcomplex > &v1, const Vec< 3, double > &v2) -> decltype(v1.c0 *v2.c0)
	Compute dot product of two vectors v1 and v2.
auto	plask::dot (const Vec< 3, dcomplex > &v1, const Vec< 3, dcomplex > &v2) -> decltype(v1.c0 *v2.c0)
	Compute dot product of two vectors v1 and v2.
template<typename T >
constexpr Vec< 3, T >	plask::vec (const T c0__lon, const T c1__tran, const T c2__up)
	Helper to create 3D vector.
template<typename T >
bool	plask::is_zero (const Vec< 3, T > &v)
	Check if the vector is almost zero.
template<typename T >
plask::Vec< 3, T >	std::sqrt (plask::Vec< 3, T > vec)
template<typename T , typename OtherT >
plask::Vec< 3, T >	std::pow (plask::Vec< 3, T > vec, OtherT a)

Detailed Description

This file contains implementation of vector in 3D space.

Definition in file 3d.hpp.