Using Analog Humidity Sensors

I already have the 74HC14 and a fixed value capacitor (33nF) for my circuit but I still need to know if the oscillator that I will be using will be operating within the recommended 100Hz to 10 kHz frequency range. I am assuming that I will be operating my circuit within 50%RH to 70%RH most of the time. Therefore, I will be maximizing my design within that relative humidity range. Please note that I made many assumptions here.

At 25°C (based from the sensor’s datasheet), the sensor’s resistance is from 87kΩ down to 13kΩ if subjected to 50%RH to 70%RH. I gathered some precision resistors with resistances from 1kΩ to 100kΩ. I made another oscillator circuit (using 74HC14, 33nF capacitor, and some precision resistors) and I measured the output frequency of each resistor and I got the following results. Again, I did not use the formula given in the previous section because I am going to derive my own.

Here is the data from my measurement.

Resistance in Ohms Frequency in Hertz
1000 32300
3300 9960
20000 1647
33000 1007
47000 705
75000 439
100000 330

The formula of the frequency of the 74HC14 RC oscillator given in the previous section is:

Formula 1

Where:

f=frequency

R=resistance

C=capacitance

But I will be deriving my own formula. So, I replaced 0.8 with k (k is an unknown value) because I want to determine the constant factor in my implementation. Therefore, my formula is now:

Formula 2

Where:

k= unknown constant

Rearranging my formula, I get:

Formula 3

 

 

 

 

Using formula 3 to get k. From my data that I got previously, I get the following:

Resistance in Ohms Frequency in Hertz k
1000 32300 0.938
3300 9960 0.922
20000 1647 0.920
33000 1007 0.912
47000 705 0.915
75000 439 0.920
100000 330 0.917
k_ave 0.921

The average k is 0.921.

.

Therefore (substitute k or k_ave with 0.921), the formula to determine the output frequency of my circuit is:

Formula 4

Replacing R with 13kΩ (sensor’s resistance at 50%RH) and 87kΩ (sensor’s resistance at 70%RH)  and C with 33nF:

Equation 1

Remember that 13kΩ is the resistance of CM-R at 50%RH and 87kΩ is the resistance of the sensor at 50%RH. Also, remember that I am assuming that my circuit will operate within 50%RH to 70%RH most of the time. At 50%RH, the output frequency is 2.53kHz and at 70%RH, the output frequency is 378.19kHz. Therefore, the operating frequency of my circuit at normal room temperature is within the recommended operating frequency range (100 Hz ~ 10 kHz). Also, there is still room if my circuit operates beyond the target 50%RH to 70%RH and outside the normal room temperature.

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Comments

  1. johny says:

    from where i will take output frequency to measure resistance,mean to say from shmit triggerr’s output pin or from input pin?

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