Important changes to repositories hosted on mbed.com
Mbed hosted mercurial repositories are deprecated and are due to be permanently deleted in July 2026.
To keep a copy of this software download the repository Zip archive or clone locally using Mercurial.
It is also possible to export all your personal repositories from the account settings page.
Dependencies: mbed SpeedController Encoder CruizCore_R1370P
main.cpp
- Committer:
- koheim
- Date:
- 2020-03-05
- Revision:
- 11:f9f3014598b9
- Parent:
- 9:04291120b9ad
- Child:
- 12:7e11d1d5f22c
File content as of revision 11:f9f3014598b9:
#include "mbed.h" #include "EC.h" #include "SpeedController.h" #define RESOLUTION 500 #include "math.h" #include "R1370P.h" //PwmOut motor_1F(PA_5);//1Forward Right motor Forward //PwmOut motor_1B(PC_7);//Forward Right motor Back //PwmOut motor_2F(PC_9);//2Forward Left motor Forward //PwmOut motor_2B(PA_1);//Forward Left motor Back //PwmOut motor_3F(PA_10);//3Back Right motor Forward //PwmOut motor_3B(PB_4);//Back Right motor Back //PwmOut motor_4F(PA_9);//4Back Left motor Forward //PwmOut motor_4B(PA_7);//Back Left motor Back Ec2multi ec[]= {Ec2multi(PC_5,PB_2,RESOLUTION), Ec2multi(PA_11,PB_1,RESOLUTION), Ec2multi(PB_12,PB_15,RESOLUTION), Ec2multi(PC_4,PB_14,RESOLUTION) }; //1逓倍用class Ec2multi ecXY[]= {Ec2multi(PC_6,PB_8,RESOLUTION), Ec2multi(PC_8,PB_9,RESOLUTION) }; SpeedControl motor[]= {SpeedControl(PA_5,PC_7,50,ec[0]), SpeedControl(PC_9,PA_1,50,ec[1]), SpeedControl(PA_10,PB_4,50,ec[2]), SpeedControl(PA_9,PA_7,50,ec[3]) }; //R1370P gyro(PA_11,PA_12); DigitalIn button(USER_BUTTON); Serial pc(USBTX, USBRX); // tx, rx R1370P gyro(PC_10,PC_11); // tx, rx Ticker ticker; void calOmega() { for(int i=0; i<4; i++) { ec[i].calOmega(); } } //自己位置取得 double theta=0; class Location { public: Location():x_(0),y_(0) { for(int i =0; i<2; i++) { old_count[i]=0; } } void calXY() { double ec_count[2]= {}; double ax,ay,bx,by; double atheta,btheta; atheta = (45+theta)/180*3.14; btheta = (135+theta)/180*3.14; ec_count[0]=ecXY[0].getCount(); ec_count[1]=ecXY[1].getCount(); ax = (ec_count[0]-old_count[0])*cos(atheta); ay = (ec_count[0]-old_count[0])*sin(atheta); bx = (ec_count[1]-old_count[1])*cos(btheta); by = (ec_count[1]-old_count[1])*sin(btheta); x_=x_+ax + bx; y_=y_+ay + by; old_count[0]=ec_count[0]; old_count[1]=ec_count[1]; } double getX() { return x_; } double getY() { return y_; } private: double x_; double y_; double old_count[2]; }; //目的地決定 int plot[5][2]= { {0,0} ,{0,4000} ,{2000,4000} ,{2000,0} ,{0,0} }; //出力を計算 int x,y; class WheelOmega { public: WheelOmega(): max_(0),vx_(0),vy_(0) { for(int i=0; i<4; i++) { omega[i]=0; } } void setOmega(int max) { max_=max; } void setVxy(double vx,double vy) { vx_=vx; vy_=vy; } void calOmega() { omega[0]=max_*vx_/sqrt(2.0)-max_*vy_/sqrt(2.0); omega[1]=-max_*vx_/sqrt(2.0)-max_*vy_/sqrt(2.0); omega[2]=-max_*vx_/sqrt(2.0)+max_*vy_/sqrt(2.0); omega[3]=max_*vx_/sqrt(2.0)+max_*vy_/sqrt(2.0); }; double getOmega(int i) { return omega[i]; } private: double max_,vx_,vy_; double omega[4]; }; WheelOmega omega; //出力 int a=0; void motorOut() { for(int i=0; i<4; i++) { motor[i].Sc(omega.getOmega(i)); if(a%10==1) { for(int i=0; i<4; i++) { //printf("%d %.2f /",i,omega.getOmega(i)); } //printf("\r\n"); } a++; } } double a=1; int main() { gyro.initialize(); //main関数の最初に一度だけ実行 gyro.acc_offset(); printf("start\r\n"); motor[0].setEquation(0.008031,-0.022300,-0.008839,-0.016290); motor[1].setEquation(0.008878,-0.016622,-0.009702,-0.015806); motor[2].setEquation(0.008637,-0.016537,-0.009397,-0.012159); motor[3].setEquation(0.008096,-0.014822,-0.008801,-0.016645); motor[0].setDutyLimit(0.5); motor[1].setDutyLimit(0.5); motor[2].setDutyLimit(0.5); motor[3].setDutyLimit(0.5); motor[0].setPDparam( 0.02000, 0.0005 ); motor[1].setPDparam( 0.02000, 0.0005 ); motor[2].setPDparam( 0.02000, 0.0005 ); motor[3].setPDparam( 0.02000, 0.0005); while(1) { printf("waiting\r\n"); if(button==0) { wait(1); ticker.attach(motorOut,0.05); break; } } int n=1,dx,dy,aimX,aimY; double vx,vy; Location location; while(1) { //自己位置取得 theta=gyro.getAngle(); //角度の値を受け取る location.calXY(); x=location.getX(); y=location.getY(); printf("X=%d,Y=%d theta=%5.3f \r\n",x,y,theta); //目的地決定(syuusoku check) aimX = plot[n][0]; aimY = plot[n][1]; //出力を計算(kitai xy); dx=aimX-x; dy=aimY-y; vx=dx/sqrt((double)dx*dx+dy*dy); vy=dy/sqrt((double)dx*dx+dy*dy); //四輪の出力計算 omega.setOmega(a); omega.setVxy(vx,vy); omega.calOmega(); if(dx<300 &&dx>-300) { if(dy<300 && dy>-300) { a=a-0.1; if(dx<50 && dx>-50) { if(dy<50 && dy>-50) { n++; printf("reached Location %d\r\n",n); ticker.detach(); for(int j=0; j<4; j++) { motor[j].Sc(0); } wait(2); ticker.attach(motorOut,0.05); } } } } if(n>4) { for(int j=0; j<4; j++) { motor[j].Sc(0); } while(1) { printf("fin"); ticker.detach(); } } } }