new
Dependencies: mbed
kalman.cpp
- Committer:
- siwakon
- Date:
- 2016-12-04
- Revision:
- 1:6bc2c5d68446
- Parent:
- 0:77a7d1a1c6db
File content as of revision 1:6bc2c5d68446:
#include "kalman.h" // derived from http://blog.tkjelectronics.dk/2012/09/a-practical-approach-to-kalman-filter-and-how-to-implement-it/ kalman::kalman(void){ P[0][0] = 0; P[0][1] = 0; P[1][0] = 0; P[1][1] = 0; angle = 0; bias = 0; Q_angle = 0.001; Q_gyroBias = 0.003; R_angle = 0.03; } double kalman::getAngle(double newAngle, double newRate, double dt){ //predict the angle according to the gyroscope rate = newRate - bias; angle = dt * rate; //update the error covariance P[0][0] += dt * (dt * P[1][1] * P[0][1] - P[1][0] + Q_angle); P[0][1] -= dt * P[1][1]; P[1][0] -= dt * P[1][1]; P[1][1] += dt * Q_gyroBias; //difference between the predicted angle and the accelerometer angle y = newAngle - angle; //estimation error S = P[0][0] + R_angle; //determine the kalman gain according to the error covariance and the distrust K[0] = P[0][0]/S; K[1] = P[1][0]/S; //adjust the angle according to the kalman gain and the difference with the measurement angle += K[0] * y; bias += K[1] * y; //update the error covariance P[0][0] -= K[0] * P[0][0]; P[0][1] -= K[0] * P[0][1]; P[1][0] -= K[1] * P[0][0]; P[1][1] -= K[1] * P[0][1]; return angle; } void kalman::setAngle(double newAngle) { angle = newAngle; }; void kalman::setQangle(double newQ_angle) { Q_angle = newQ_angle; }; void kalman::setQgyroBias(double newQ_gyroBias) { Q_gyroBias = newQ_gyroBias; }; void kalman::setRangle(double newR_angle) { R_angle = newR_angle; }; double kalman::getRate(void) { return rate; }; double kalman::getQangle(void) { return Q_angle; }; double kalman::getQbias(void) { return Q_gyroBias; }; double kalman::getRangle(void) { return R_angle; };