lateral.hpp

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/*
 * This file is part of PLaSK (https://plask.app) by Photonics Group at TUL
 * Copyright (c) 2024 Lodz University of Technology
 *
 * This program is free software: you can redistribute it and/or modify
 * it under the terms of the GNU General Public License as published by
 * the Free Software Foundation, version 3.
 *
 * This program is distributed in the hope that it will be useful,
 * but WITHOUT ANY WARRANTY; without even the implied warranty of
 * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
 * GNU General Public License for more details.
 */
#ifndef PLASK_VECTOR_LATERAL_HPP
#define PLASK_VECTOR_LATERAL_HPP
 
#include "../math.hpp"
#include "../vec.hpp"
 
namespace plask {
 
template <typename T>
struct LateralVec {
 
    static const int DIMS = 2;
 
    T c0, c1;
 
    T& lon() { return c0; }
    constexpr const T& tran() const { return c0; }
 
    T& tran() { return c1; }
    constexpr const T& vert() const { return c1; }
 
    typedef T* iterator;
 
    typedef const T* const_iterator;
 
    LateralVec() {}
 
    template <typename OtherT>
    constexpr LateralVec(const LateralVec<OtherT>& p): c0(p.c0), c1(p.c1) {}
 
    template <int other_dim, typename OtherT>
    constexpr LateralVec(const Vec<other_dim,OtherT>& p): c0(p.c0), c1(p.c1) {}
 
 
    constexpr LateralVec(T c0, T c1): c0(c0), c1(c1) {}
 
    template <typename T0, typename T1>
    constexpr LateralVec(const std::pair<T0,T1>& comp): c0(comp.first), c1(comp.second) {}
 
    template <typename InputIteratorType>
    static inline LateralVec<T> fromIterator(InputIteratorType inputIt) {
        LateralVec<T> result;
        result.c0 = T(*inputIt);
        result.c1 = T(*++inputIt);
        return result;
    }
 
    iterator begin() { return &c0; }
 
    const_iterator begin() const { return &c0; }
 
    iterator end() { return &c0 + 2; }
 
    const_iterator end() const { return &c0 + 2; }
 
    template <typename OtherT>
    constexpr bool operator==(const LateralVec<OtherT>& p) const { return p.c0 == c0 && p.c1 == c1; }
 
    template <typename OtherT, typename SuprType>
    constexpr bool equals(const LateralVec< OtherT>& p, const SuprType& abs_supremum) const {
        return is_zero(p.c0 - c0, abs_supremum) && is_zero(p.c1 - c1, abs_supremum); }
 
    template <typename OtherT>
    constexpr bool equals(const LateralVec< OtherT>& p) const {
        return is_zero(p.c0 - c0) && is_zero(p.c1 - c1); }
 
    template <typename OtherT>
    constexpr bool operator!=(const LateralVec<OtherT>& p) const { return p.c0 != c0 || p.c1 != c1; }
 
    inline T& operator[](size_t i) {
        assert(i < 2);
        return *(&c0 + i);
    }
 
    inline const T& operator[](size_t i) const {
        assert(i < 2);
        return *(&c0 + i);
    }
 
    template <typename OtherT>
    constexpr auto operator+(const LateralVec<OtherT>& other) const -> LateralVec<decltype(c0 + other.c0)> {
        return LateralVec<decltype(this->c0 + other.c0)>(c0 + other.c0, c1 + other.c1);
    }
 
    LateralVec<T>& operator+=(const LateralVec<T>& other) {
        c0 += other.c0;
        c1 += other.c1;
        return *this;
    }
 
    template <typename OtherT>
    constexpr auto operator-(const LateralVec<OtherT>& other) const -> LateralVec<decltype(c0 - other.c0)> {
        return LateralVec<decltype(this->c0 - other.c0)>(c0 - other.c0, c1 - other.c1);
    }
 
    LateralVec<T>& operator-=(const LateralVec<T>& other) {
        c0 -= other.c0;
        c1 -= other.c1;
        return *this;
    }
 
    template <typename OtherT>
    constexpr auto operator*(const OtherT scale) const -> LateralVec<decltype(c0*scale)> {
PLASK_NO_CONVERSION_WARNING_BEGIN
        return LateralVec<decltype(c0*scale)>(c0 * scale, c1 * scale);
PLASK_NO_WARNING_END
    }
 
    LateralVec<T>& operator*=(const T scalar) {
        c0 *= scalar;
        c1 *= scalar;
        return *this;
    }
 
    constexpr LateralVec<T> operator/(const T scale) const { return LateralVec<T>(c0 / scale, c1 / scale); }
 
    LateralVec<T>& operator/=(const T scalar) {
        c0 /= scalar;
        c1 /= scalar;
        return *this;
    }
 
    constexpr LateralVec<T> operator-() const {
        return LateralVec<T>(-c0, -c1);
    }
 
    LateralVec<T> sqr() const {
        return LateralVec<T>(c0*c0, c1*c1);
    }
 
    LateralVec<T>& sqr_inplace() {
        c0 *= c0; c1 *= c1;
        return *this;
    }
 
    template <typename OtherT>
    LateralVec<T> pow(OtherT a) const {
        return LateralVec<T>(std::pow(c0, a), std::pow(c1, a));
    }
 
    inline void flip(size_t i) {
        assert(i < 2);
        operator[](i) = -operator[](i);
    }
 
    inline LateralVec<T> flipped(size_t i) {
        LateralVec<T> res = *this;
        res.flip(i);
        return res;
    }
 
    friend inline std::ostream& operator<<(std::ostream& out, const LateralVec<T>& to_print) {
        return out << '[' << to_print.c0 << ", " << to_print.c1 << ']';
    }
 
    template<class OT> inline
    bool operator< (LateralVec< OT> const& v) const {
        if (dbl_compare_lt(this->c0, v.c0)) return true;
        if (dbl_compare_gt(this->c0, v.c0)) return false;
        return dbl_compare_lt(this->c1, v.c1);
    }
};
 
template <typename T1, typename T2>
inline auto dot(const LateralVec<T1>& v1, const LateralVec<T2>& v2) -> decltype(v1.c0*v2.c0) {
    return ::plask::fma(v1.c0, v2.c0, v1.c1 * v2.c1);   //MSVC needs ::plask::
}
 
template <typename T1, typename T2>
inline auto cross(const LateralVec<T1>& v1, const LateralVec<T2>& v2) -> decltype(v1.c0*v2.c1) {
    return ::plask::fma(v1.c0, v2.c1, - v1.c1 * v2.c0); //MSVC needs ::plask::
}
 
template <typename T, typename OtherT>
inline constexpr auto operator*(const OtherT& scale, const LateralVec<T>& v) -> decltype(v*scale) {
    return v * scale;
}
 
 
PLASK_API_EXTERN_TEMPLATE_SPECIALIZATION_STRUCT(LateralVec<double>)
PLASK_API_EXTERN_TEMPLATE_SPECIALIZATION_STRUCT(LateralVec<int>)
 
} // namespace plask
 
namespace std {
    template <typename T, typename OtherT>
    plask::LateralVec<T> pow(plask::LateralVec<T> vec, OtherT a) {
        return vec.pow(a);
    }
}
 
#endif