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Dependencies: HIDScope MODSERIAL QEI biquadFilter mbed Servo
Diff: help_functions/kinematics.h
- Branch:
- bla
- Revision:
- 13:397b7c22475c
- Parent:
- 12:3c47c7b1d1d7
- Child:
- 14:4744cc6c90f4
--- a/help_functions/kinematics.h Tue Oct 23 10:47:19 2018 +0000 +++ b/help_functions/kinematics.h Thu Oct 25 07:59:00 2018 +0000 @@ -5,30 +5,25 @@ double x01 = 0.0; double y01 = 0.2; -void forwardkinematics_function(double q1, double q2) { +void forwardkinematics_function(double& q1, double& q2) { // input are joint angles, output are x and y position of end effector x = x01 + L1*cos(q1)-L2*cos(q2); y = y01 + L1 * sin(q1) - L2 * sin(q2); } -double inversekinematics_function() { +double inversekinematics_function(double& x, double& y, const double& T, double& qref1, double& qref2, double& q1, double& q2, double& des_vx, double& des_vy) { // pseudo inverse jacobian to get joint speeds // input are desired vx and vy of end effector, output joint angle speeds - // I assume here that reference is a vector (this should also be global I think) - // I also assume that the end effector position is global here and is denoted by x - // Assuming the ticker_rate is also set to be global - - double des_twist[2]; // the desired twist (DETERMINE IF WE WANT TO MAKE THIS STATIC) + double q1_star_des; // desired joint velocity of q1_star double q2_star_des; // same as above but then for q2_star - - // We have to give a des_twist. If we do EMG we give a x and y velocity, so do we have to use the reference x and y position? - + // The calculation below assumes that the end effector position is calculated before this function is executed - q1_star_des = 1/(L1*(-x*sin(q1)-(y+y01)*cos(q1)))*(-1*(-x+L1*cos(q1))*des_twist[0]-x*des_twist[1]); - q2_star_des = 1/(L1*(-x*sin(q1)-(y+y01)*cos(q1)))*(-1*(-y+y01+L1*sin(q1))*des_twist[0]+1*(-y+y01))*des_twist[1]); + // In our case the determinant will not equal zero, hence no problems with singularies I think. + q1_star_des = 1/(L1*(-x*sin(q1)-(-y+y01)*cos(q1)))*(-1*(-x+L1*cos(q1))*des_vx-x*des_vy); + q2_star_des = 1/(L1*(-x*sin(q1)-(-y+y01)*cos(q1)))*(-1*(-y+y01+L1*sin(q1))*des_vx+1*(-y+y01))*des_vy); - qref1 = qref1+T*q1_star_des; // Yet to adapt all these equations - qref2 = qref2+T*(q2_star_des - q1_star_des); + qref1 = q1+T*q1_star_des; // Yet to adapt all these equations + qref2 = q2+T*(q2_star_des - q1_star_des); } \ No newline at end of file