Question

In: Electrical Engineering

Write an Arduino Program that detects a reflective surface using the line sensor array of a...

Write an Arduino Program that detects a reflective surface using the line sensor array of a QTR-3RC (*Must be specific to this sensor! please this is important*)

Must include a function that when called returns..
0 (line to the left of the robot)
1 (line under the robot on the left side)
2 (line under the robot on the right side)
3 (line to the right of the robot)

Output the results to the serial port in 0.5 second intervals

PLEASE USE CODE SPECIFIC TO QTR-3RC SENSOR!!!!!! I have already looked at the Arduino website for the code and many other codes online, I will know if it from a website. I don't mean to be harsh, just please don't waste my money. Please do not answer it unless you know how to answer it.

Solutions

Expert Solution

// create an object for three QTR-xA sensors on analog inputs 0, 2, and 6
QTRSensorsAnalog qtra((unsigned char[]) {0, 2, 6}, 3);

// create an object for four QTR-xRC sensors on digital pins 0 and 9, and on analog
// inputs 1 and 3 (which are being used as digital inputs 15 and 17 in this case)
QTRSensorsRC qtrrc((unsigned char[]) {0, 9, 15, 17}, 4);

#include <QTRSensors.h>

// create an object for your type of sensor (RC or Analog)
// in this example we have three sensors on analog inputs 0 - 2, a.k.a. digital pins 14 - 16
QTRSensorsRC qtr((char[]) {14, 15, 16}, 3);
// QTRSensorsA qtr((char[]) {0, 1, 2}, 3);

void setup()
{
// optional: wait for some input from the user, such as a button press

// then start calibration phase and move the sensors over both
// reflectance extremes they will encounter in your application:
int i;
for (i = 0; i < 250; i++) // make the calibration take about 5 seconds
{
qtr.calibrate();
delay(20);
}

// optional: signal that the calibration phase is now over and wait for further
// input from the user, such as a button press
}

void loop()
{
unsigned int sensors[3];
// get calibrated sensor values returned in the sensors array, along with the line position
// position will range from 0 to 2000, with 1000 corresponding to the line over the middle
// sensor.
int position = qtr.readLine(sensors);

// if all three sensors see very low reflectance, take some appropriate action for this
// situation.
if (sensors[0] > 750 && sensors[1] > 750 && sensors[2] > 750)
{
// do something. Maybe this means we're at the edge of a course or about to fall off
// a table, in which case, we might want to stop moving, back up, and turn around.
return;
}

// compute our "error" from the line position. We will make it so that the error is zero
// when the middle sensor is over the line, because this is our goal. Error will range from
// -1000 to +1000. If we have sensor 0 on the left and sensor 2 on the right, a reading of
// -1000 means that we see the line on the left and a reading of +1000 means we see the
// line on the right.
int error = position - 1000;

int leftMotorSpeed = 100;
int rightMotorSpeed = 100;
if (error < -500) // the line is on the left
leftMotorSpeed = 0; // turn left
if (error > 500) // the line is on the right
rightMotorSpeed = 0; // turn right

// set motor speeds using the two motor speed variables above
}

int lastError = 0;

void loop()
{
unsigned int sensors[3];
// get calibrated sensor values returned in the sensors array, along with the line position
// position will range from 0 to 2000, with 1000 corresponding to the line over the middle
// sensor
int position = qtr.readLine(sensors);

// compute our "error" from the line position. We will make it so that the error is zero when
// the middle sensor is over the line, because this is our goal. Error will range from
// -1000 to +1000. If we have sensor 0 on the left and sensor 2 on the right, a reading of
// -1000 means that we see the line on the left and a reading of +1000 means we see the
// line on the right.
int error = position - 1000;

// set the motor speed based on proportional and derivative PID terms
// KP is the a floating-point proportional constant (maybe start with a value around 0.1)
// KD is the floating-point derivative constant (maybe start with a value around 5)
// note that when doing PID, it's very important you get your signs right, or else the
// control loop will be unstable
int motorSpeed = KP * error + KD * (error - lastError);
lastError = error;

// M1 and M2 are base motor speeds. That is to say, they are the speeds the motors should
// spin at if you are perfectly on the line with no error. If your motors are well matched,
// M1 and M2 will be equal. When you start testing your PID loop, it might help to start with
// small values for M1 and M2. You can then increase the speed as you fine-tune your
// PID constants KP and KD.
int m1Speed = M1 + motorSpeed;
int m2Speed = M2 - motorSpeed;

// it might help to keep the speeds positive (this is optional)
// note that you might want to add a similiar line to keep the speeds from exceeding
// any maximum allowed value
if (m1Speed < 0)
m1Speed = 0;
if (m2Speed < 0)
m2Speed = 0;

// set motor speeds using the two motor speed variables above
}


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