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Dependencies: Demo_TEST3 QEI biquadFilter mbed
Fork of Demo_TEST3 by
main.cpp@11:01372da5a144, 2018-10-31 (annotated)
- Committer:
- TimLu
- Date:
- Wed Oct 31 11:50:31 2018 +0000
- Revision:
- 11:01372da5a144
- Parent:
- 10:4034134fd7db
- Child:
- 12:21441b04ba29
Poop;
Who changed what in which revision?
User | Revision | Line number | New contents of line |
---|---|---|---|
TimLu | 10:4034134fd7db | 1 | #include "mbed.h" |
Hubertus | 0:df553b18547d | 2 | #include "math.h" |
Hubertus | 0:df553b18547d | 3 | #include "BiQuad.h" |
SilHeuvelink | 8:1efebfebe733 | 4 | #include <string> |
SilHeuvelink | 8:1efebfebe733 | 5 | #include "QEI.h" |
Hubertus | 3:be5ac89a0b53 | 6 | |
TimLu | 10:4034134fd7db | 7 | //----------------- INITIAL ------------------------- |
SilHeuvelink | 8:1efebfebe733 | 8 | QEI Encoder1(D12,D13,NC,64,QEI::X2_ENCODING); |
SilHeuvelink | 8:1efebfebe733 | 9 | QEI Encoder2(D2,D3,NC,64,QEI::X2_ENCODING); |
SilHeuvelink | 8:1efebfebe733 | 10 | Ticker EncoderTicker; |
Hubertus | 6:1f722bf6a89b | 11 | |
Hubertus | 3:be5ac89a0b53 | 12 | DigitalOut motor1direction(D7); |
Hubertus | 3:be5ac89a0b53 | 13 | PwmOut motor1control(D6); |
SilHeuvelink | 8:1efebfebe733 | 14 | |
Hubertus | 6:1f722bf6a89b | 15 | DigitalOut motor2direction(D4); |
Hubertus | 6:1f722bf6a89b | 16 | PwmOut motor2control(D5); |
SilHeuvelink | 9:d5c561b3ea5a | 17 | |
SilHeuvelink | 9:d5c561b3ea5a | 18 | InterruptIn button1(D10); |
SilHeuvelink | 9:d5c561b3ea5a | 19 | |
SilHeuvelink | 9:d5c561b3ea5a | 20 | Serial pc(USBTX, USBRX); |
Hubertus | 0:df553b18547d | 21 | |
TimLu | 10:4034134fd7db | 22 | double translatie; |
TimLu | 10:4034134fd7db | 23 | double hoekgraad; |
TimLu | 10:4034134fd7db | 24 | double hoekgraad2; |
TimLu | 10:4034134fd7db | 25 | |
TimLu | 10:4034134fd7db | 26 | const float pi = 3.141592653589793; // Value of pi |
SilHeuvelink | 8:1efebfebe733 | 27 | double gearratio = 3.857142857; |
TimLu | 10:4034134fd7db | 28 | double radiuspulley = 0.015915; // Radius pulley [m] |
TimLu | 10:4034134fd7db | 29 | |
TimLu | 11:01372da5a144 | 30 | double K_v = 0.5; //velocity constant, max 6.667 ? |
TimLu | 10:4034134fd7db | 31 | double L0 = 0.09; // starting length |
SilHeuvelink | 9:d5c561b3ea5a | 32 | |
TimLu | 10:4034134fd7db | 33 | |
TimLu | 10:4034134fd7db | 34 | //-----------------GET ENCODER VALUES ------------------------- |
SilHeuvelink | 9:d5c561b3ea5a | 35 | void EncoderFunc() { |
TimLu | 10:4034134fd7db | 36 | hoekgraad = Encoder1.getPulses() * 0.0857142857; |
TimLu | 10:4034134fd7db | 37 | // double hoekrad = hoekgraad * 0.0174532925; |
TimLu | 10:4034134fd7db | 38 | hoekgraad2 = Encoder2.getPulses() * 0.0857142857; // Angle arm [degree] |
TimLu | 10:4034134fd7db | 39 | // double hoekrad2 = hoekgraad2 * 0.0174532925; |
TimLu | 10:4034134fd7db | 40 | // double hoekarm = hoekgraad2 / gearratio; |
TimLu | 11:01372da5a144 | 41 | translatie = hoekgraad / 360.0 * 2.0 * pi * radiuspulley; // Translatie arm [m] |
SilHeuvelink | 8:1efebfebe733 | 42 | } |
Hubertus | 4:5ceb8f058874 | 43 | |
SilHeuvelink | 8:1efebfebe733 | 44 | |
SilHeuvelink | 8:1efebfebe733 | 45 | int main() |
SilHeuvelink | 8:1efebfebe733 | 46 | { |
TimLu | 10:4034134fd7db | 47 | motor2direction = false; // Nu staan motoren toch op het begin allebei in positieve stand? |
TimLu | 10:4034134fd7db | 48 | motor2direction = false; |
TimLu | 10:4034134fd7db | 49 | |
TimLu | 11:01372da5a144 | 50 | EncoderTicker.attach(&EncoderFunc, 0.1); |
SilHeuvelink | 9:d5c561b3ea5a | 51 | pc.baud(115200); |
TimLu | 10:4034134fd7db | 52 | pc.printf("hoekgraad=%f degrees\t translatie:%f meters /t hoekgraad2:%f degrees /n",hoekgraad, translatie, hoekgraad2); |
SilHeuvelink | 9:d5c561b3ea5a | 53 | |
TimLu | 10:4034134fd7db | 54 | //---------------- INVERSE KINEMATICS --------------------------- |
SilHeuvelink | 9:d5c561b3ea5a | 55 | double p_old_x = (translatie+L0)*cos(hoekgraad2); // Everytime the x-value from encoder calculated |
SilHeuvelink | 9:d5c561b3ea5a | 56 | double p_old_y = (translatie+L0)*sin(hoekgraad2); // Everytime the y-value from encoder calculated |
Hubertus | 4:5ceb8f058874 | 57 | |
TimLu | 10:4034134fd7db | 58 | double J_inv_1_1 = -sin(hoekgraad2)/(translatie+L0); // Construction of inverse Jacobian |
TimLu | 10:4034134fd7db | 59 | double J_inv_1_2 = cos(hoekgraad2)/(translatie+L0); |
TimLu | 10:4034134fd7db | 60 | double J_inv_2_1 = cos(hoekgraad2); |
TimLu | 10:4034134fd7db | 61 | double J_inv_2_2 = sin(hoekgraad2); |
Hubertus | 0:df553b18547d | 62 | |
Hubertus | 0:df553b18547d | 63 | |
TimLu | 10:4034134fd7db | 64 | // Demo path: rectangular |
SilHeuvelink | 8:1efebfebe733 | 65 | double x_path[5]; // Matrix heeft 5 elementen: beginnend vanaf element 0 tot en met element 4 |
SilHeuvelink | 8:1efebfebe733 | 66 | x_path[0] = L0; |
SilHeuvelink | 8:1efebfebe733 | 67 | x_path[1] = L0; |
TimLu | 10:4034134fd7db | 68 | x_path[2] = L0+0.215; |
TimLu | 10:4034134fd7db | 69 | x_path[3] = L0+0.215; |
SilHeuvelink | 8:1efebfebe733 | 70 | x_path[4] = x_path[0]; |
SilHeuvelink | 8:1efebfebe733 | 71 | |
SilHeuvelink | 8:1efebfebe733 | 72 | double y_path[5]; |
SilHeuvelink | 8:1efebfebe733 | 73 | y_path[0] = 0.0; |
TimLu | 10:4034134fd7db | 74 | y_path[1] = 0.135; |
TimLu | 10:4034134fd7db | 75 | y_path[2] = 0.135; |
SilHeuvelink | 8:1efebfebe733 | 76 | y_path[3] = 0.0; |
SilHeuvelink | 8:1efebfebe733 | 77 | y_path[4] = y_path[0]; |
SilHeuvelink | 8:1efebfebe733 | 78 | |
TimLu | 10:4034134fd7db | 79 | // for loop |
SilHeuvelink | 9:d5c561b3ea5a | 80 | |
SilHeuvelink | 9:d5c561b3ea5a | 81 | |
SilHeuvelink | 8:1efebfebe733 | 82 | for(int i=0 ; i<=4 ; i++) |
SilHeuvelink | 8:1efebfebe733 | 83 | { |
SilHeuvelink | 8:1efebfebe733 | 84 | double p_new_x = x_path[i]; |
SilHeuvelink | 8:1efebfebe733 | 85 | double p_new_y = y_path[i]; |
Hubertus | 4:5ceb8f058874 | 86 | |
SilHeuvelink | 9:d5c561b3ea5a | 87 | double p_dot_new_x = K_v * (p_new_x - p_old_x); //Snelheid is constante K_V * distance(p_old p_new) |
SilHeuvelink | 8:1efebfebe733 | 88 | double p_dot_new_y = K_v * (p_new_y - p_old_y); |
Hubertus | 0:df553b18547d | 89 | |
SilHeuvelink | 8:1efebfebe733 | 90 | // printf("x=%f , y=%f , p_dot_new_x=%f , p_dot_new_y=%f\n",p_new_x,p_new_y,p_dot_new_x,p_dot_new_y); |
Hubertus | 4:5ceb8f058874 | 91 | |
SilHeuvelink | 9:d5c561b3ea5a | 92 | double angle_old = atan(p_old_y/p_old_x)*180/pi; //Dynamische manier om hoek en lengte verandering te bepalen |
SilHeuvelink | 8:1efebfebe733 | 93 | double L_old = sqrt(pow(p_old_x,2)+pow(p_old_y,2)); |
SilHeuvelink | 8:1efebfebe733 | 94 | |
SilHeuvelink | 8:1efebfebe733 | 95 | double angle_new = atan(p_new_y/p_new_x)*180/pi; |
SilHeuvelink | 8:1efebfebe733 | 96 | double L_new = sqrt(pow(p_new_x,2)+pow(p_new_y,2)); |
SilHeuvelink | 8:1efebfebe733 | 97 | |
Hubertus | 3:be5ac89a0b53 | 98 | |
SilHeuvelink | 9:d5c561b3ea5a | 99 | if (angle_new - angle_old <= 0) // als hoekveranding ccw > motor cw > true |
SilHeuvelink | 8:1efebfebe733 | 100 | { |
SilHeuvelink | 9:d5c561b3ea5a | 101 | motor2direction = true; |
SilHeuvelink | 9:d5c561b3ea5a | 102 | } |
TimLu | 10:4034134fd7db | 103 | else |
TimLu | 10:4034134fd7db | 104 | { |
TimLu | 10:4034134fd7db | 105 | motor2direction = false; |
TimLu | 10:4034134fd7db | 106 | } |
SilHeuvelink | 9:d5c561b3ea5a | 107 | |
TimLu | 10:4034134fd7db | 108 | if (L_new - L_old <= 0 )// als lengteverandering negatief > to base (ccw) > true |
SilHeuvelink | 9:d5c561b3ea5a | 109 | { |
SilHeuvelink | 9:d5c561b3ea5a | 110 | motor1direction = true; |
SilHeuvelink | 9:d5c561b3ea5a | 111 | } |
TimLu | 10:4034134fd7db | 112 | else |
TimLu | 10:4034134fd7db | 113 | { |
TimLu | 10:4034134fd7db | 114 | motor1direction = false; |
TimLu | 10:4034134fd7db | 115 | } |
SilHeuvelink | 8:1efebfebe733 | 116 | |
TimLu | 10:4034134fd7db | 117 | while ( (fabs(p_new_x - p_old_x)) > 0.005 && (fabs(p_new_y - p_old_y)) > 0.005 ) |
SilHeuvelink | 8:1efebfebe733 | 118 | { |
TimLu | 10:4034134fd7db | 119 | double q_dot_angle = (J_inv_1_1 * p_dot_new_x + J_inv_1_2 * p_dot_new_y)*pi/180.0; //hoekgraad2 |
SilHeuvelink | 8:1efebfebe733 | 120 | double q_dot_L = J_inv_2_1 * p_dot_new_x + J_inv_2_2 * p_dot_new_y; //translatie |
TimLu | 10:4034134fd7db | 121 | double q_dot_q2 = (q_dot_L/radiuspulley) *pi/180.0; //hoekgraad (translatie) in radialen |
TimLu | 10:4034134fd7db | 122 | motor1control.write(q_dot_q2); |
SilHeuvelink | 8:1efebfebe733 | 123 | wait(0.1); |
TimLu | 10:4034134fd7db | 124 | motor2control.write(q_dot_angle); |
TimLu | 10:4034134fd7db | 125 | wait(0.1); // %%%Berekening niet tegelijk, eventuele fout? %%% |
TimLu | 10:4034134fd7db | 126 | |
TimLu | 10:4034134fd7db | 127 | |
TimLu | 11:01372da5a144 | 128 | //Printie op pc |
TimLu | 11:01372da5a144 | 129 | pc.baud(115200); |
TimLu | 11:01372da5a144 | 130 | pc.printf("q_dot_L = %f\r\n", q_dot_L ); |
TimLu | 11:01372da5a144 | 131 | pc.printf("q_dot_angle = %f\r\n", q_dot_angle ); |
TimLu | 11:01372da5a144 | 132 | pc.printf("J_inverse = \t %f , %f \r\n \t\t %f , %f \r\n", J_inv_1_1 , J_inv_1_2 , J_inv_2_1 , J_inv_2_2 ); |
TimLu | 11:01372da5a144 | 133 | pc.printf("hoekgraad_trans = %f, translatie = %f, hoekgraad2 = %f \r\n", hoekgraad , translatie, hoekgraad2); |
TimLu | 11:01372da5a144 | 134 | |
TimLu | 10:4034134fd7db | 135 | |
TimLu | 10:4034134fd7db | 136 | } // End of while |
TimLu | 10:4034134fd7db | 137 | |
TimLu | 10:4034134fd7db | 138 | } // End of for |
TimLu | 10:4034134fd7db | 139 | } // End of main() |