Vec2¶

File: samarium/math/Vec2.hpp

namespace sm

Typedefs

using Vec2 = Vec2_t<f64>¶

using Vec2f = Vec2_t<f32>¶

using Indices = Vec2_t<u64>¶

using Dimensions = Vec2_t<u64>¶

Functions

template<typename T> constexpr auto operator+(Vec2_t<T> lhs, const Vec2_t<T> &rhs) noexcept¶

template<typename T> constexpr auto operator-(Vec2_t<T> lhs, const Vec2_t<T> &rhs) noexcept¶

template<typename T> constexpr auto operator*(Vec2_t<T> lhs, const Vec2_t<T> &rhs) noexcept¶

template<typename T> constexpr auto operator*(Vec2_t<T> lhs, T rhs) noexcept¶

template<typename T> constexpr auto operator*(T lhs, Vec2_t<T> rhs) noexcept¶

template<typename T> constexpr auto operator/(Vec2_t<T> lhs, const Vec2_t<T> &rhs) noexcept¶

template<typename T> constexpr auto operator/(Vec2_t<T> lhs, T rhs) noexcept¶

template<typename T> constexpr auto operator/(T lhs, Vec2_t<T> rhs) noexcept¶

template<typename T> struct Vec2_t¶

Represents a canonical Euclidean vector, ie an arrow in space

auto vec = Vec2{.x = 42, .y = -3.1415};

Template Parameters:: T – type of x and y, required to be integral or floating point

Public Types

using value_type = T ¶

Public Functions

inline constexpr auto length() const noexcept¶

inline constexpr auto length_sq() const noexcept¶

inline constexpr auto angle() const noexcept¶

inline constexpr auto slope() const noexcept¶

Public Members

T x = {}¶

T y = {}¶

Public Static Functions

static inline constexpr auto combine(T value)¶

static inline constexpr auto make(auto x_coord, auto y_coord)¶

struct Polar¶

Public Members

T length = {}¶

T angle = {}¶

namespace literals¶

Functions

consteval auto operator""_x(long double x_coord) noexcept¶

consteval auto operator""_y(long double y_coord) noexcept¶