math: string format and binds for ray2 and ray3

This commit is contained in:
2019-12-03 07:35:10 +07:00
parent 8af8af7a27
commit feac21cad6
9 changed files with 322 additions and 8 deletions

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@@ -181,6 +181,96 @@ namespace e2d::strings
}
};
//
// ray2
//
template < typename T >
class format_arg<ray2<T>, std::enable_if_t<std::is_integral_v<T>>> {
ray2<T> value_;
u8 width_;
public:
template < typename U >
explicit format_arg(U&& value, u8 width = 0) noexcept
: value_(std::forward<U>(value)), width_(width) {}
std::ptrdiff_t write(char* dst, size_t size) const {
return math::numeric_cast<std::ptrdiff_t>(
format(dst, size, "(%0,%1,%2,%3)",
make_format_arg(value_.origin.x, width_),
make_format_arg(value_.origin.y, width_),
make_format_arg(value_.direction.x, width_),
make_format_arg(value_.direction.y, width_)));
}
};
template < typename T >
class format_arg<ray2<T>, std::enable_if_t<std::is_floating_point_v<T>>> {
ray2<T> value_;
u8 width_;
u8 precision_;
public:
template < typename U >
explicit format_arg(U&& value, u8 width = 0, u8 precision = 6) noexcept
: value_(std::forward<U>(value)), width_(width), precision_(precision) {}
std::ptrdiff_t write(char* dst, size_t size) const {
return math::numeric_cast<std::ptrdiff_t>(
format(dst, size, "(%0,%1,%2,%3)",
make_format_arg(value_.origin.x, width_, precision_),
make_format_arg(value_.origin.y, width_, precision_),
make_format_arg(value_.direction.x, width_, precision_),
make_format_arg(value_.direction.y, width_, precision_)));
}
};
//
// ray3
//
template < typename T >
class format_arg<ray3<T>, std::enable_if_t<std::is_integral_v<T>>> {
ray3<T> value_;
u8 width_;
public:
template < typename U >
explicit format_arg(U&& value, u8 width = 0) noexcept
: value_(std::forward<U>(value)), width_(width) {}
std::ptrdiff_t write(char* dst, size_t size) const {
return math::numeric_cast<std::ptrdiff_t>(
format(dst, size, "(%0,%1,%2,%3,%4,%5)",
make_format_arg(value_.origin.x, width_),
make_format_arg(value_.origin.y, width_),
make_format_arg(value_.origin.z, width_),
make_format_arg(value_.direction.x, width_),
make_format_arg(value_.direction.y, width_),
make_format_arg(value_.direction.z, width_)));
}
};
template < typename T >
class format_arg<ray3<T>, std::enable_if_t<std::is_floating_point_v<T>>> {
ray3<T> value_;
u8 width_;
u8 precision_;
public:
template < typename U >
explicit format_arg(U&& value, u8 width = 0, u8 precision = 6) noexcept
: value_(std::forward<U>(value)), width_(width), precision_(precision) {}
std::ptrdiff_t write(char* dst, size_t size) const {
return math::numeric_cast<std::ptrdiff_t>(
format(dst, size, "(%0,%1,%2,%3,%4,%5)",
make_format_arg(value_.origin.x, width_, precision_),
make_format_arg(value_.origin.y, width_, precision_),
make_format_arg(value_.origin.z, width_, precision_),
make_format_arg(value_.direction.x, width_, precision_),
make_format_arg(value_.direction.y, width_, precision_),
make_format_arg(value_.direction.z, width_, precision_)));
}
};
//
// rect
//

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@@ -0,0 +1,38 @@
---@class ray2
local ray2 = {
---@type v2f
origin = v2f.zero(),
---@type v2f
direction = v2f.zero()
}
---@overload fun(): ray2
---@overload fun(r: ray2): ray2
---@overload fun(dx: number, dy: number): ray2
---@overload fun(ox: number, oy: number, dx: number, dy: number): ray2
---@overload fun(d: v2f): ray2
---@overload fun(o: v2f, d: v2f): ray2
---@return ray2
function ray2.new(...) end
---@return ray2
function ray2.zero() end
---@return ray2
function ray2.unit_x() end
---@return ray2
function ray2.unit_y() end
---@param l ray2
---@param r ray2
---@return boolean
function ray2.approximately(l, r) end
---@param r ray2
---@return boolean
function ray2.contains_nan(r) end
---@type ray2
_G.ray2 = _G.ray2 or ray2

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@@ -0,0 +1,41 @@
---@class ray3
local ray3 = {
---@type v3f
origin = v3f.zero(),
---@type v3f
direction = v3f.zero()
}
---@overload fun(): ray3
---@overload fun(r: ray3): ray3
---@overload fun(dx: number, dy: number, dz: number): ray2
---@overload fun(ox: number, oy: number, oz: number, dx: number, dy: number, dz: number): ray2
---@overload fun(d: v3f): ray3
---@overload fun(o: v3f, d: v3f): ray3
---@return ray3
function ray3.new(...) end
---@return ray3
function ray3.zero() end
---@return ray3
function ray3.unit_x() end
---@return ray3
function ray3.unit_y() end
---@return ray3
function ray3.unit_z() end
---@param l ray3
---@param r ray3
---@return boolean
function ray3.approximately(l, r) end
---@param r ray3
---@return boolean
function ray3.contains_nan(r) end
---@type ray3
_G.ray3 = _G.ray3 or ray3

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@@ -20,6 +20,9 @@ namespace e2d::bindings::math
void bind_quat(sol::state& l);
void bind_ray2(sol::state& l);
void bind_ray3(sol::state& l);
void bind_rect(sol::state& l);
void bind_aabb(sol::state& l);
@@ -40,6 +43,9 @@ namespace e2d::bindings
math::bind_quat(l);
math::bind_ray2(l);
math::bind_ray3(l);
math::bind_rect(l);
math::bind_aabb(l);

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@@ -0,0 +1,64 @@
/*******************************************************************************
* This file is part of the "Enduro2D"
* For conditions of distribution and use, see copyright notice in LICENSE.md
* Copyright (C) 2018-2019, by Matvey Cherevko (blackmatov@gmail.com)
******************************************************************************/
#include "_math_binds.hpp"
namespace
{
using namespace e2d;
template < typename T >
void bind_ray2_t(const str& name, sol::state& l) {
l.new_usertype<ray2<T>>(name,
sol::constructors<
ray2<T>(),
ray2<T>(ray2<T>),
ray2<T>(T,T),
ray2<T>(T,T,T,T),
ray2<T>(vec2<T>),
ray2<T>(vec2<T>,vec2<T>)>(),
"zero", &ray2<T>::zero,
"unit_x", &ray2<T>::unit_x,
"unit_y", &ray2<T>::unit_y,
"origin", &ray2<T>::origin,
"direction", &ray2<T>::direction,
sol::meta_function::to_string, [](const ray2<T>& v){
return strings::rformat("%0", v);
},
sol::meta_function::equal_to, sol::resolve<bool(const ray2<T>&, const ray2<T>&)>(::operator==),
sol::meta_function::addition, sol::overload(
sol::resolve<ray2<T>(const ray2<T>&, T)>(::operator+),
sol::resolve<ray2<T>(const ray2<T>&, const vec2<T>&)>(::operator+)),
sol::meta_function::subtraction, sol::overload(
sol::resolve<ray2<T>(const ray2<T>&, T)>(::operator-),
sol::resolve<ray2<T>(const ray2<T>&, const vec2<T>&)>(::operator-)),
sol::meta_function::multiplication, sol::overload(
sol::resolve<ray2<T>(const ray2<T>&, T)>(::operator*),
sol::resolve<ray2<T>(const ray2<T>&, const vec2<T>&)>(::operator*)),
sol::meta_function::division, sol::overload(
sol::resolve<ray2<T>(const ray2<T>&, T)>(::operator/),
sol::resolve<ray2<T>(const ray2<T>&, const vec2<T>&)>(::operator/)),
"approximately", [](const ray2<T>& l, const ray2<T>& r){ return math::approximately(l,r); },
"contains_nan", sol::resolve<bool(const ray2<T>&)>(&math::contains_nan));
}
}
namespace e2d::bindings::math
{
void bind_ray2(sol::state& l) {
bind_ray2_t<f32>("r2f", l);
}
}

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@@ -0,0 +1,65 @@
/*******************************************************************************
* This file is part of the "Enduro2D"
* For conditions of distribution and use, see copyright notice in LICENSE.md
* Copyright (C) 2018-2019, by Matvey Cherevko (blackmatov@gmail.com)
******************************************************************************/
#include "_math_binds.hpp"
namespace
{
using namespace e2d;
template < typename T >
void bind_ray3_t(const str& name, sol::state& l) {
l.new_usertype<ray3<T>>(name,
sol::constructors<
ray3<T>(),
ray3<T>(ray3<T>),
ray3<T>(T,T,T),
ray3<T>(T,T,T,T,T,T),
ray3<T>(vec3<T>),
ray3<T>(vec3<T>,vec3<T>)>(),
"zero", &ray3<T>::zero,
"unit", &ray3<T>::unit_x,
"unit_y", &ray3<T>::unit_y,
"unit_z", &ray3<T>::unit_z,
"origin", &ray3<T>::origin,
"direction", &ray3<T>::direction,
sol::meta_function::to_string, [](const ray3<T>& v){
return strings::rformat("%0", v);
},
sol::meta_function::equal_to, sol::resolve<bool(const ray3<T>&, const ray3<T>&)>(::operator==),
sol::meta_function::addition, sol::overload(
sol::resolve<ray3<T>(const ray3<T>&, T)>(::operator+),
sol::resolve<ray3<T>(const ray3<T>&, const vec3<T>&)>(::operator+)),
sol::meta_function::subtraction, sol::overload(
sol::resolve<ray3<T>(const ray3<T>&, T)>(::operator-),
sol::resolve<ray3<T>(const ray3<T>&, const vec3<T>&)>(::operator-)),
sol::meta_function::multiplication, sol::overload(
sol::resolve<ray3<T>(const ray3<T>&, T)>(::operator*),
sol::resolve<ray3<T>(const ray3<T>&, const vec3<T>&)>(::operator*)),
sol::meta_function::division, sol::overload(
sol::resolve<ray3<T>(const ray3<T>&, T)>(::operator/),
sol::resolve<ray3<T>(const ray3<T>&, const vec3<T>&)>(::operator/)),
"approximately", [](const ray3<T>& l, const ray3<T>& r){ return math::approximately(l,r); },
"contains_nan", sol::resolve<bool(const ray3<T>&)>(&math::contains_nan));
}
}
namespace e2d::bindings::math
{
void bind_ray3(sol::state& l) {
bind_ray3_t<f32>("r3f", l);
}
}

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@@ -47,8 +47,8 @@ TEST_CASE("ray2") {
REQUIRE(r2i(1,2).origin == v2i(0,0));
REQUIRE(r2i(1,2).direction == v2i(1,2));
REQUIRE(r2i({1,2}).origin == v2i(0,0));
REQUIRE(r2i({1,2}).direction == v2i(1,2));
REQUIRE(r2i(v2i{1,2}).origin == v2i(0,0));
REQUIRE(r2i(v2i{1,2}).direction == v2i(1,2));
REQUIRE(r2i(1,2,3,4).origin == v2i(1,2));
REQUIRE(r2i(1,2,3,4).direction == v2i(3,4));
@@ -140,7 +140,7 @@ TEST_CASE("ray2") {
{
REQUIRE_FALSE(math::contains_nan(r2i({1,2},{3,4})));
REQUIRE_FALSE(math::contains_nan(r2f({1.f,2.f},{3.f,4.f})));
REQUIRE(math::contains_nan(r2f({1.f,std::numeric_limits<f32>::quiet_NaN()})));
REQUIRE(math::contains_nan(r2f({std::numeric_limits<f32>::infinity(), 1.f})));
REQUIRE(math::contains_nan(r2f(1.f,std::numeric_limits<f32>::quiet_NaN())));
REQUIRE(math::contains_nan(r2f(std::numeric_limits<f32>::infinity(), 1.f)));
}
}

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@@ -48,8 +48,8 @@ TEST_CASE("ray3") {
REQUIRE(r3i(1,2,3).origin == v3i(0,0,0));
REQUIRE(r3i(1,2,3).direction == v3i(1,2,3));
REQUIRE(r3i({1,2,3}).origin == v3i(0,0,0));
REQUIRE(r3i({1,2,3}).direction == v3i(1,2,3));
REQUIRE(r3i(v3i{1,2,3}).origin == v3i(0,0,0));
REQUIRE(r3i(v3i{1,2,3}).direction == v3i(1,2,3));
REQUIRE(r3i(1,2,3,3,4,5).origin == v3i(1,2,3));
REQUIRE(r3i(1,2,3,3,4,5).direction == v3i(3,4,5));
@@ -149,7 +149,7 @@ TEST_CASE("ray3") {
{
REQUIRE_FALSE(math::contains_nan(r3i({1,2,3},{3,4,5})));
REQUIRE_FALSE(math::contains_nan(r3f({1.f,2.f,3.f},{3.f,4.f,5.f})));
REQUIRE(math::contains_nan(r3f({1.f,2.f,std::numeric_limits<f32>::quiet_NaN()})));
REQUIRE(math::contains_nan(r3f({std::numeric_limits<f32>::infinity(), 1.f,2.f})));
REQUIRE(math::contains_nan(r3f(1.f,2.f,std::numeric_limits<f32>::quiet_NaN())));
REQUIRE(math::contains_nan(r3f(std::numeric_limits<f32>::infinity(), 1.f,2.f)));
}
}

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@@ -156,10 +156,20 @@ TEST_CASE("strfmts") {
" 4.00us");
}
{
REQUIRE(strings::rformat("%0", make_ray2(v2i{1,2},v2i{3,4})) == "(1,2,3,4)");
REQUIRE(strings::rformat("%0", make_ray3(v3i{1,2,3},v3i{4,5,6})) == "(1,2,3,4,5,6)");
REQUIRE(strings::rformat("%0", make_rect(1,2,3,4)) == "(1,2,3,4)");
REQUIRE(strings::rformat("%0", make_quat(1,2,3,4)) == "(1,2,3,4)");
REQUIRE(strings::rformat("%0", make_aabb(1,2,3,4,5,6)) == "(1,2,3,4,5,6)");
REQUIRE(strings::rformat(
"%0",
strings::make_format_arg(make_ray2(v2f{1.f,2.f},v2f{3.f,4.f}), u8(5), u8(2))) == "( 1.00, 2.00, 3.00, 4.00)");
REQUIRE(strings::rformat(
"%0",
strings::make_format_arg(make_ray3(v3f{1.f,2.f,3.f},v3f{4.f,5.f,6.f}), u8(5), u8(2))) == "( 1.00, 2.00, 3.00, 4.00, 5.00, 6.00)");
REQUIRE(strings::rformat(
"%0",
strings::make_format_arg(make_rect(1.f,2.f,3.f,4.f), u8(5), u8(2))) == "( 1.00, 2.00, 3.00, 4.00)");