1

I tried to build project to detect alcohol with Arduino Uno and an MQ-3 Alcohol sensor.

I already have the R0 value, but I faced problem here: I don't know how to convert it to PPM or BAC. I already tried some code from tutorial for convert it to BAC but when I gave the sensor alcohol the code gives me a value of 0.00, and I don't know why.

Here is the code to find R0 value:

void setup()
{
   Serial.begin(9600);
}

void loop()
{
    float sensor_volt;
    float RS; //  Get the value of RS via in a clear air
    float R0;  // Get the value of R0 via in Alcohol
    float sensorValue;

    for(int i = 0 ; i < 100 ; i++)
    {
        sensorValue = sensorValue + analogRead(A0);
    }

    sensorValue = sensorValue/100.0;     //get average of reading
    sensor_volt = sensorValue/1024*5.0;
    RS = (5.0-sensor_volt)/sensor_volt; //
    R0 = RS/60.0; // 60 is found using interpolation
    Serial.print("R0 = ");
    Serial.println(R0);
    delay(1000);
}

Here is the code to determine BAC:

float R0= 0.28;
void setup() {
  Serial.begin(9600);
}

void loop() {
  float sensor_volt;
    float RS_gas; // Get value of RS in a GAS
    float ratio; // Get ratio RS_GAS/RS_air
    float BAC;
    int sensorValue = analogRead(A0);
    sensor_volt=(float)sensorValue/1024*5.0;
    RS_gas = (5.0-sensor_volt)/sensor_volt; // omit *RL

   /*-Replace the name "R0" with the value of R0 in the demo of First Test -*/
    ratio = RS_gas/R0;  // ratio = RS/R0
    float a = pow(ratio, 2);   
    float b = ratio/10;
    BAC = (0.1896*a) - (8.6178*b) + 1.0792 ;  //BAC in mg/L
    Serial.print("BAC = ");
    Serial.println(BAC*0.0001);  //convert to g/dL
    Serial.print("\n\n");
    delay(1000);
}

I would to know what's wrong with the code, and if you know how to convert the R0 values to PPM, please tell me.

0

A series of if() statements and some simple division should be able to provide you with your PPM results.

From the datasheet, Alcohol Gas Sensor(Model:MQ-3), figure 5 shows the sensitivity curve:

Sensitivity curve

It can be seen here

Sensitivity curve - three regions

that there are three regions that the curve can be broken into:

  1. The relationship is linearly proportional between 2.25 V and 3.25 V
  2. Between 3.25 V and 3.8 V there is a curve
  3. The relationship is linearly proportional between 3.8 V to 4.25 V

The slope of the straight line regions described in points 1 and 3 can be represented by the use of a constant and the PPM value by a simple division of the voltage by the constant.

The curve from the second part could be:

  • approximated by a straight line (thus, once again, using a constant), for simplicity, or;
  • more accurately, using a lookup table.

Using a straight line approximation for the curve (shown in lurid green), the graph becomes:

Straight line approximation

To determine the constant for the three lines simply take two points on each line and use:

(y2 - y1) / (x2 - x1)

So for region one, assuming (by approximation, 3 V corresponds to 100 ppm and 2.5 V corresponds to 85 ppm (my eye sight may be slightly off here), the slope is

(3 - 2.5)/(100-80) = 0.5/20 = 0.025

You can calculate the constants for regions two and three in a similar manner (if using a straight line approximation for region two).

Therefore the code would be alomg the lines of

const double kRegionOne = 0.025;   // region one constant
const double kRegionTwo = ???;     // region two constant
const double kRegionThree = ???;   // region three constant

int ppm;                           // ppm result

/*
 * your code here
 * ...
 */

if ((sensor_volt < 3.25) && (sensor_volt >= 2.25)) {
  ppm = sensor_volt/kRegionOne;    // we are in region 1
} else if ((sensor_volt < 3.8) && (sensor_volt >= 3.25)) {
  ppm = sensor_volt/kRegionTwo;    // we are in region 2
} else if (sensor_volt >= 3.8) {
  ppm = sensor_volt/kRegionThree;  // we are in region 3
}

If you wish to be more accurate then use a lookup table for region two, as jsotola states in their comment.

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