mirror of https://github.com/ArduPilot/ardupilot
378 lines
10 KiB
C++
378 lines
10 KiB
C++
#pragma once
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#include <cmath>
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#include <limits>
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#include <stdint.h>
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#include <type_traits>
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#include <AP_Common/AP_Common.h>
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#include <AP_Param/AP_Param.h>
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#include "definitions.h"
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#include "crc.h"
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#include "matrix3.h"
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#include "polygon.h"
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#include "quaternion.h"
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#include "rotations.h"
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#include "vector2.h"
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#include "vector3.h"
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#include "spline5.h"
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#include "location.h"
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#include "control.h"
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#if HAL_WITH_EKF_DOUBLE
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typedef Vector2<double> Vector2F;
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typedef Vector3<double> Vector3F;
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typedef Matrix3<double> Matrix3F;
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typedef QuaternionD QuaternionF;
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#else
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typedef Vector2<float> Vector2F;
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typedef Vector3<float> Vector3F;
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typedef Matrix3<float> Matrix3F;
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typedef Quaternion QuaternionF;
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#endif
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// define AP_Param types AP_Vector3f and Ap_Matrix3f
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AP_PARAMDEFV(Vector3f, Vector3f, AP_PARAM_VECTOR3F);
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/*
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* Check whether two floats are equal
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*/
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template <typename Arithmetic1, typename Arithmetic2>
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typename std::enable_if<std::is_integral<typename std::common_type<Arithmetic1, Arithmetic2>::type>::value ,bool>::type
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is_equal(const Arithmetic1 v_1, const Arithmetic2 v_2);
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template <typename Arithmetic1, typename Arithmetic2>
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typename std::enable_if<std::is_floating_point<typename std::common_type<Arithmetic1, Arithmetic2>::type>::value, bool>::type
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is_equal(const Arithmetic1 v_1, const Arithmetic2 v_2);
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/*
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* @brief: Check whether a float is zero
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*/
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template <typename T>
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inline bool is_zero(const T fVal1) {
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static_assert(std::is_floating_point<T>::value || std::is_base_of<T,AP_Float>::value,
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"Template parameter not of type float");
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return is_zero(static_cast<float>(fVal1));
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}
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/*
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* @brief: Check whether a float is greater than zero
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*/
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template <typename T>
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inline bool is_positive(const T fVal1) {
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static_assert(std::is_floating_point<T>::value || std::is_base_of<T,AP_Float>::value,
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"Template parameter not of type float");
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return (static_cast<float>(fVal1) >= FLT_EPSILON);
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}
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/*
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* @brief: Check whether a float is less than zero
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*/
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template <typename T>
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inline bool is_negative(const T fVal1) {
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static_assert(std::is_floating_point<T>::value || std::is_base_of<T,AP_Float>::value,
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"Template parameter not of type float");
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return (static_cast<float>(fVal1) <= (-1.0 * FLT_EPSILON));
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}
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/*
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* @brief: Check whether a double is greater than zero
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*/
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inline bool is_positive(const double fVal1) {
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return (fVal1 >= static_cast<double>(FLT_EPSILON));
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}
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/*
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* @brief: Check whether a double is less than zero
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*/
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inline bool is_negative(const double fVal1) {
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return (fVal1 <= static_cast<double>((-1.0 * FLT_EPSILON)));
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}
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/*
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* A variant of asin() that checks the input ranges and ensures a valid angle
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* as output. If nan is given as input then zero is returned.
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*/
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template <typename T>
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float safe_asin(const T v);
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/*
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* A variant of sqrt() that checks the input ranges and ensures a valid value
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* as output. If a negative number is given then 0 is returned. The reasoning
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* is that a negative number for sqrt() in our code is usually caused by small
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* numerical rounding errors, so the real input should have been zero
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*/
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template <typename T>
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float safe_sqrt(const T v);
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// matrix multiplication of two NxN matrices
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template <typename T>
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void mat_mul(const T *A, const T *B, T *C, uint16_t n);
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// matrix inverse
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template <typename T>
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bool mat_inverse(const T *x, T *y, uint16_t dim) WARN_IF_UNUSED;
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// matrix identity
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template <typename T>
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void mat_identity(T *x, uint16_t dim);
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/*
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* Constrain an angle to be within the range: -180 to 180 degrees. The second
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* parameter changes the units. Default: 1 == degrees, 10 == dezi,
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* 100 == centi.
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*/
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template <typename T>
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T wrap_180(const T angle);
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/*
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* Wrap an angle in centi-degrees. See wrap_180().
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*/
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template <typename T>
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T wrap_180_cd(const T angle);
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/*
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* Constrain an euler angle to be within the range: 0 to 360 degrees. The
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* second parameter changes the units. Default: 1 == degrees, 10 == dezi,
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* 100 == centi.
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*/
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float wrap_360(const float angle);
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#ifdef ALLOW_DOUBLE_MATH_FUNCTIONS
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double wrap_360(const double angle);
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#endif
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int wrap_360(const int angle);
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int wrap_360_cd(const int angle);
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long wrap_360_cd(const long angle);
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float wrap_360_cd(const float angle);
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#ifdef ALLOW_DOUBLE_MATH_FUNCTIONS
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double wrap_360_cd(const double angle);
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#endif
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/*
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wrap an angle in radians to -PI ~ PI (equivalent to +- 180 degrees)
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*/
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ftype wrap_PI(const ftype radian);
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/*
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* wrap an angle in radians to 0..2PI
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*/
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ftype wrap_2PI(const ftype radian);
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/*
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* Constrain a value to be within the range: low and high
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*/
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template <typename T>
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T constrain_value(const T amt, const T low, const T high);
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template <typename T>
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T constrain_value_line(const T amt, const T low, const T high, uint32_t line);
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#define constrain_float(amt, low, high) constrain_value_line(float(amt), float(low), float(high), uint32_t(__AP_LINE__))
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#define constrain_ftype(amt, low, high) constrain_value_line(ftype(amt), ftype(low), ftype(high), uint32_t(__AP_LINE__))
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inline int16_t constrain_int16(const int16_t amt, const int16_t low, const int16_t high)
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{
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return constrain_value(amt, low, high);
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}
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inline uint16_t constrain_uint16(const uint16_t amt, const uint16_t low, const uint16_t high)
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{
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return constrain_value(amt, low, high);
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}
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inline int32_t constrain_int32(const int32_t amt, const int32_t low, const int32_t high)
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{
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return constrain_value(amt, low, high);
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}
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inline uint32_t constrain_uint32(const uint32_t amt, const uint32_t low, const uint32_t high)
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{
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return constrain_value(amt, low, high);
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}
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inline int64_t constrain_int64(const int64_t amt, const int64_t low, const int64_t high)
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{
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return constrain_value(amt, low, high);
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}
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inline uint64_t constrain_uint64(const uint64_t amt, const uint64_t low, const uint64_t high)
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{
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return constrain_value(amt, low, high);
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}
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inline double constrain_double(const double amt, const double low, const double high)
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{
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return constrain_value(amt, low, high);
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}
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// degrees -> radians
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static inline constexpr ftype radians(ftype deg)
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{
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return deg * DEG_TO_RAD;
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}
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// radians -> degrees
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static inline constexpr float degrees(float rad)
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{
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return rad * RAD_TO_DEG;
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}
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template<typename T>
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ftype sq(const T val)
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{
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ftype v = static_cast<ftype>(val);
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return v*v;
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}
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static inline constexpr float sq(const float val)
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{
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return val*val;
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}
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/*
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* Variadic template for calculating the square norm of a vector of any
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* dimension.
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*/
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template<typename T, typename... Params>
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ftype sq(const T first, const Params... parameters)
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{
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return sq(first) + sq(parameters...);
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}
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/*
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* Variadic template for calculating the norm (pythagoras) of a vector of any
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* dimension.
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*/
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template<typename T, typename U, typename... Params>
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ftype norm(const T first, const U second, const Params... parameters)
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{
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return sqrtF(sq(first, second, parameters...));
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}
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#undef MIN
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template<typename A, typename B>
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static inline auto MIN(const A &one, const B &two) -> decltype(one < two ? one : two)
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{
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return one < two ? one : two;
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}
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#undef MAX
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template<typename A, typename B>
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static inline auto MAX(const A &one, const B &two) -> decltype(one > two ? one : two)
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{
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return one > two ? one : two;
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}
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inline constexpr uint32_t hz_to_nsec(uint32_t freq)
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{
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return AP_NSEC_PER_SEC / freq;
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}
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inline constexpr uint32_t nsec_to_hz(uint32_t nsec)
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{
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return AP_NSEC_PER_SEC / nsec;
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}
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inline constexpr uint32_t usec_to_nsec(uint32_t usec)
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{
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return usec * AP_NSEC_PER_USEC;
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}
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inline constexpr uint32_t nsec_to_usec(uint32_t nsec)
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{
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return nsec / AP_NSEC_PER_USEC;
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}
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inline constexpr uint32_t hz_to_usec(uint32_t freq)
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{
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return AP_USEC_PER_SEC / freq;
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}
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inline constexpr uint32_t usec_to_hz(uint32_t usec)
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{
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return AP_USEC_PER_SEC / usec;
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}
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/*
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linear interpolation based on a variable in a range
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return value will be in the range [var_low,var_high]
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Either polarity is supported, so var_low can be higher than var_high
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*/
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float linear_interpolate(float low_output, float high_output,
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float var_value,
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float var_low, float var_high);
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/* cubic "expo" curve generator
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* alpha range: [0,1] min to max expo
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* input range: [-1,1]
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*/
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float expo_curve(float alpha, float input);
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/* throttle curve generator
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* thr_mid: output at mid stick
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* alpha: expo coefficient
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* thr_in: [0-1]
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*/
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float throttle_curve(float thr_mid, float alpha, float thr_in);
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/* simple 16 bit random number generator */
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uint16_t get_random16(void);
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// generate a random float between -1 and 1, for use in SITL
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float rand_float(void);
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// generate a random Vector3f with each value between -1.0 and 1.0
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Vector3f rand_vec3f(void);
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// return true if two rotations are equal
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bool rotation_equal(enum Rotation r1, enum Rotation r2) WARN_IF_UNUSED;
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/*
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* return a velocity correction (in m/s in NED) for a sensor's position given it's position offsets
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* this correction should be added to the sensor NED measurement
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* sensor_offset_bf is in meters in body frame (Foward, Right, Down)
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* rot_ef_to_bf is a rotation matrix to rotate from earth-frame (NED) to body frame
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* angular_rate is rad/sec
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*/
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Vector3F get_vel_correction_for_sensor_offset(const Vector3F &sensor_offset_bf, const Matrix3F &rot_ef_to_bf, const Vector3F &angular_rate);
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/*
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calculate a low pass filter alpha value
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*/
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float calc_lowpass_alpha_dt(float dt, float cutoff_freq);
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#if CONFIG_HAL_BOARD == HAL_BOARD_SITL
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// fill an array of float with NaN, used to invalidate memory in SITL
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void fill_nanf(float *f, uint16_t count);
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void fill_nanf(double *f, uint16_t count);
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#endif
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// from https://embeddedartistry.com/blog/2018/07/12/simple-fixed-point-conversion-in-c/
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// Convert to/from 16-bit fixed-point and float
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float fixed2float(const uint16_t input, const uint8_t fractional_bits = 8);
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uint16_t float2fixed(const float input, const uint8_t fractional_bits = 8);
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/*
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calculate turn rate in deg/sec given a bank angle and airspeed for a
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fixed wing aircraft
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*/
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float fixedwing_turn_rate(float bank_angle_deg, float airspeed);
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// convert degrees farenheight to Kelvin
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float degF_to_Kelvin(float temp_f);
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/*
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conversion functions to prevent undefined behaviour
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*/
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int16_t float_to_int16(const float v);
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uint16_t float_to_uint16(const float v);
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int32_t float_to_int32(const float v);
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uint32_t float_to_uint32(const float v);
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uint32_t double_to_uint32(const double v);
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int32_t double_to_int32(const double v);
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