Ardupilot2/libraries/Filter/HarmonicNotchFilter.cpp

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/*
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, either version 3 of the License, or
(at your option) any later version.
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.
You should have received a copy of the GNU General Public License
along with this program. If not, see <http://www.gnu.org/licenses/>.
*/
#include "HarmonicNotchFilter.h"
#define HNF_MAX_FILTERS 3
#define HNF_MAX_HARMONICS 8
// table of user settable parameters
const AP_Param::GroupInfo HarmonicNotchFilterParams::var_info[] = {
// @Param: ENABLE
// @DisplayName: Harmonic Notch Filter enable
// @Description: Harmonic Notch Filter enable
// @Values: 0:Disabled,1:Enabled
// @User: Advanced
AP_GROUPINFO_FLAGS("ENABLE", 1, HarmonicNotchFilterParams, _enable, 0, AP_PARAM_FLAG_ENABLE),
// @Param: FREQ
// @DisplayName: Harmonic Notch Filter base frequency
// @Description: Harmonic Notch Filter base center frequency in Hz
// @Range: 10 400
// @Units: Hz
// @User: Advanced
AP_GROUPINFO("FREQ", 2, HarmonicNotchFilterParams, _center_freq_hz, 80),
// @Param: BW
// @DisplayName: Harmonic Notch Filter bandwidth
// @Description: Harmonic Notch Filter bandwidth in Hz
// @Range: 5 100
// @Units: Hz
// @User: Advanced
AP_GROUPINFO("BW", 3, HarmonicNotchFilterParams, _bandwidth_hz, 20),
// @Param: ATT
// @DisplayName: Harmonic Notch Filter attenuation
// @Description: Harmonic Notch Filter attenuation in dB
// @Range: 5 30
// @Units: dB
// @User: Advanced
AP_GROUPINFO("ATT", 4, HarmonicNotchFilterParams, _attenuation_dB, 15),
// @Param: HMNCS
// @DisplayName: Harmonic Notch Filter harmonics
// @Description: Bitmask of harmonic frequencies to apply Harmonic Notch Filter to. This option takes effect on the next reboot. A maximum of 3 harmonics can be used at any one time
// @Bitmask: 0:1st harmonic,1:2nd harmonic,2:3rd harmonic,3:4th hamronic,4:5th harmonic,5:6th harmonic,6:7th harmonic,7:8th harmonic
// @User: Advanced
// @RebootRequired: True
AP_GROUPINFO("HMNCS", 5, HarmonicNotchFilterParams, _harmonics, 3),
// @Param: REF
// @DisplayName: Harmonic Notch Filter reference value
// @Description: Reference value associated with the specified frequency to facilitate frequency scaling of the Harmonic Notch Filter
// @User: Advanced
// @Range: 0.1 0.9
// @RebootRequired: True
AP_GROUPINFO("REF", 6, HarmonicNotchFilterParams, _reference, 0.1f),
AP_GROUPEND
};
/*
destroy all of the associated notch filters
*/
template <class T>
HarmonicNotchFilter<T>::~HarmonicNotchFilter() {
delete[] _filters;
_num_filters = 0;
}
/*
initialise the associated filters with the provided shaping constraints
the constraints are used to determine attenuation (A) and quality (Q) factors for the filter
*/
template <class T>
void HarmonicNotchFilter<T>::init(float sample_freq_hz, float center_freq_hz, float bandwidth_hz, float attenuation_dB)
{
if (_filters == nullptr) {
return;
}
_sample_freq_hz = sample_freq_hz;
// adjust the center frequency to be in the allowable range
center_freq_hz = constrain_float(center_freq_hz, bandwidth_hz * 0.52f, sample_freq_hz * 0.48f);
// calculate attenuation and quality from the shaping constraints
NotchFilter<T>::calculate_A_and_Q(center_freq_hz, bandwidth_hz, attenuation_dB, _A, _Q);
// initialize all the configured filters with the same A & Q and multiples of the center frequency
for (uint8_t i = 0, filt = 0; i < HNF_MAX_HARMONICS && filt < _num_filters; i++) {
if ((1U<<i) & _harmonics) {
_filters[filt++].init_with_A_and_Q(sample_freq_hz, center_freq_hz * (i+1), _A, _Q);
}
}
_initialised = true;
}
/*
allocate a collection of, at most HNF_MAX_FILTERS, notch filters to be managed by this harmonic notch filter
*/
template <class T>
void HarmonicNotchFilter<T>::allocate_filters(uint8_t harmonics)
{
for (uint8_t i = 0; i < HNF_MAX_HARMONICS && _num_filters < HNF_MAX_FILTERS; i++) {
if ((1U<<i) & harmonics) {
_num_filters++;
}
}
if (_num_filters > 0) {
_filters = new NotchFilter<T>[_num_filters];
}
_harmonics = harmonics;
}
/*
update the underlying filters' center frequency using the current attenuation and quality
this function is cheaper than init() because A & Q do not need to be recalculated
*/
template <class T>
void HarmonicNotchFilter<T>::update(float center_freq_hz)
{
if (!_initialised) {
return;
}
// adjust the center frequency to be in the allowable range
center_freq_hz = constrain_float(center_freq_hz, 1.0f, _sample_freq_hz * 0.48f);
// update all of the filters using the new center frequency and existing A & Q
for (uint8_t i = 0, filt = 0; i < HNF_MAX_HARMONICS && filt < _num_filters; i++) {
if ((1U<<i) & _harmonics) {
_filters[filt++].init_with_A_and_Q(_sample_freq_hz, center_freq_hz * (i+1), _A, _Q);
}
}
}
/*
apply a sample to each of the underlying filters in turn and return the output
*/
template <class T>
T HarmonicNotchFilter<T>::apply(const T &sample)
{
if (!_initialised) {
return sample;
}
T output = sample;
for (uint8_t i = 0; i < _num_filters; i++) {
output = _filters[i].apply(output);
}
return output;
}
/*
reset all of the underlying filters
*/
template <class T>
void HarmonicNotchFilter<T>::reset()
{
if (!_initialised) {
return;
}
for (uint8_t i = 0; i < _num_filters; i++) {
_filters[i].reset();
}
}
/*
create parameters for the harmonic notch filter and initialise defaults
*/
HarmonicNotchFilterParams::HarmonicNotchFilterParams(void)
{
AP_Param::setup_object_defaults(this, var_info);
}
/*
instantiate template classes
*/
template class HarmonicNotchFilter<Vector3f>;