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https://github.com/PX4/PX4-Autopilot.git
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Integrator: Improve to 3D case, add coning correction
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@@ -41,26 +41,30 @@
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#pragma once
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#include <mathlib/mathlib.h>
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class Integrator {
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public:
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Integrator(uint64_t auto_reset_interval = 0);
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Integrator(uint64_t auto_reset_interval = 4000 /* 250 Hz */, bool coning_compensation = false);
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virtual ~Integrator();
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/**
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* Put an item into the integral.
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*
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* @param timestamp Timestamp of the current value
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* @param val Item to put
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* @param integral Current integral in case the integrator did reset, else the value will not be modified
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* @return true if putting the item triggered an integral reset
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* and the integral should be published
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*/
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bool put(uint64_t timestamp, float val);
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bool put(hrt_abstime timestamp, math::Vector<3> &val, math::Vector<3> &integral, uint64_t &integral_dt);
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/**
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* Get the current integral value
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*
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* @return the integral since the last auto-reset
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*/
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float get() { return _integral_auto; }
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math::Vector<3> get() { return _integral_auto; }
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/**
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* Read from the integral
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@@ -68,71 +72,109 @@ public:
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* @param auto_reset Reset the integral to zero on read
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* @return the integral since the last read-reset
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*/
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float read(bool auto_reset);
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math::Vector<3> read(bool auto_reset);
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/**
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* Get current integral start time
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*/
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hrt_abstime current_integral_start() { return _last_auto; }
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private:
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uint64_t _auto_reset_interval; /**< the interval after which the content will be published and the integrator reset */
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uint64_t _last_integration; /**< timestamp of the last integration step */
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uint64_t _last_auto; /**< last auto-announcement of integral value */
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float _integral_auto; /**< the integrated value which auto-resets after _auto_reset_interval */
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float _integral_last_read; /**< the integrated value since the last read */
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& _auto_callback; /**< the function callback for auto-reset */
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hrt_abstime _auto_reset_interval; /**< the interval after which the content will be published and the integrator reset */
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hrt_abstime _last_integration; /**< timestamp of the last integration step */
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hrt_abstime _last_auto; /**< last auto-announcement of integral value */
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math::Vector<3> _integral_auto; /**< the integrated value which auto-resets after _auto_reset_interval */
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math::Vector<3> _integral_read; /**< the integrated value since the last read */
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math::Vector<3> _last_val; /**< previously integrated last value */
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math::Vector<3> _last_delta; /**< last local delta */
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void (*_auto_callback)(hrt_abstime, math::Vector<3>); /**< the function callback for auto-reset */
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bool _coning_comp_on; /**< coning compensation */
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/* we don't want this class to be copied */
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Integrator(const Integrator&);
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Integrator operator=(const Integrator&);
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};
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Integrator(auto_callback = nullptr, uint64_t auto_reset_interval = 0) :
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_auto_reset_interval(4000 /* 250 Hz */),
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Integrator::Integrator(hrt_abstime auto_reset_interval, bool coning_compensation) :
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_auto_reset_interval(auto_reset_interval),
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_last_integration(0),
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_integral_auto(0.0f),
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_integral_last_read(0.0f),
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_auto_callback(auto_callback)
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_last_auto(0),
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_integral_auto(0.0f, 0.0f, 0.0f),
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_integral_read(0.0f, 0.0f, 0.0f),
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_last_val(0.0f, 0.0f, 0.0f),
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_last_delta(0.0f, 0.0f, 0.0f),
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_auto_callback(nullptr),
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_coning_comp_on(coning_compensation)
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{
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}
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~Integrator()
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Integrator::~Integrator()
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{
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}
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bool
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Integrator::put(uint64_t timestamp, float val)
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Integrator::put(uint64_t timestamp, math::Vector<3> &val, math::Vector<3> &integral, uint64_t &integral_dt)
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{
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bool auto_reset = false;
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if (_last_integration == 0) {
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/* this is the first item in the integrator */
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_last_integration = timestamp;
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_last_auto = timestamp;
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_last_val = val;
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return false;
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}
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float dt = (_last_integration - timestamp) / 1000000.0f;
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// Integrate
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double dt = (double)(timestamp - _last_integration) / 1000000.0;
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math::Vector<3> i = (val + _last_val) * dt * 0.5f;
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float i = dt * val;
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// Apply coning compensation if required
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if (_coning_comp_on) {
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// Coning compensation derived by Paul Riseborough and Jonathan Challinger,
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// following:
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// Tian et al (2010) Three-loop Integration of GPS and Strapdown INS with Coning and Sculling Compensation
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// Available: http://www.sage.unsw.edu.au/snap/publications/tian_etal2010b.pdf
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i += ((_integral_auto + _last_delta * (1.0f / 6.0f)) % i) * 0.5f;
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}
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_integral_auto += i;
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_integral_last_read += i;
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_integral_read += i;
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_last_integration = timestamp;
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_last_val = val;
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_last_delta = i;
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if (_auto_callback &&
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((_last_integration - _last_auto) > _auto_reset_interval)) {
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/* call the callback */
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_auto_callback(timestamp, _integral_auto);
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if ((timestamp - _last_auto) > _auto_reset_interval) {
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if (_auto_callback) {
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/* call the callback */
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_auto_callback(timestamp, _integral_auto);
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}
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integral = _integral_auto;
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integral_dt = (timestamp - _last_auto);
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auto_reset = true;
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_last_auto = timestamp;
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_integral_auto = 0.0f;
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_integral_auto(0) = 0.0f;
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_integral_auto(1) = 0.0f;
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_integral_auto(2) = 0.0f;
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}
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return auto_reset;
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}
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// XXX this should interpolate
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float
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math::Vector<3>
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Integrator::read(bool auto_reset)
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{
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float val = _integral_read;
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math::Vector<3> val = _integral_read;
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if (auto_reset) {
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_integral_read = 0.0f;
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_integral_read(0) = 0.0f;
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_integral_read(1) = 0.0f;
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_integral_read(2) = 0.0f;
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}
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return val;
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