Temperature due to resistance calculator?

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SUMMARY

This discussion focuses on creating a temperature calculator based on resistance readings from a thermistor. The Callendar-Van Dusen equation and the Steinhart–Hart equation are highlighted as essential formulas for this task. Users are advised to collect at least three resistance measurements at known temperatures, such as the freezing and boiling points of water, to accurately determine the coefficients needed for these equations. Utilizing spreadsheet software like Excel for polynomial curve fitting is recommended to analyze the data effectively.

PREREQUISITES
  • Understanding of thermistors and their application in temperature measurement
  • Familiarity with the Callendar-Van Dusen equation
  • Knowledge of the Steinhart–Hart equation
  • Proficiency in using spreadsheet software for data analysis
NEXT STEPS
  • Research how to derive coefficients for the Callendar-Van Dusen equation
  • Learn how to apply the Steinhart–Hart equation for thermistor temperature calculations
  • Explore polynomial curve fitting techniques in Excel
  • Investigate thermistor manufacturers' specifications for temperature-resistance equations
USEFUL FOR

Engineers, physicists, and hobbyists involved in temperature measurement and sensor calibration, particularly those working with thermistors and resistance-based temperature calculations.

ISX
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Think this question is more of a physics than math question. Anyways I am trying to figure out how to make a calculator to figure out what temperature something is at based on the ohm reading I get. I have several readings to go by but I think doing it exponentially is the wrong way to go about it since the readings I calculate are not very accurate based on the quadratic regression method I have been doing.

Wikipedia shows the formula on this page (http://en.wikipedia.org/wiki/Callendar-Van_Dusen_equation) but I don't know how to figure out any of the coefficients or anything.

Thanks for any help I can get!
 
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ISX said:
... I am trying to figure out how to make a calculator to figure out what temperature something is at based on the ohm reading I get...
Do you mean using a thermistor, or just by plugging into any random piece of electronics?
The answer depends sensitively on your situation.
 
Unfortunately I think your best (if not only) bet is to measure some values at known temperatures and fit those to the equation. You have 3 constants, so you need at least 3 measurements, more would be better. The boiling and freezing points of water would be the easiest to do. If you don't have/want-to-use a thermometer, you could use the temperature of boiling and freezing of both pure and salt water for 4 total points.
 
I do have many measurements. Here are a few. kOhms is first number Temp (F) is the second.

73.00 5.0
65.00 6.6
56.00 13.0
39.00 28.0
25.80 43.0
24.57 46.2
18.96 53.7
 
I think you should use a thermistor because the temperature varies greatly with the heat-dissipation of the resistors.
 
It is a thermistor..
 
Hi ISX
ISX said:
I just need help on the coefficient stuff.
Do you have Excel or some other spreadsheet program? Just put the numbers you have for temperature and resistance and have the program do the curve fit to a polynomial for you.

For the values you provided, the chart is rather limited and I wouldn't suggest using it for values outside the tested limits, but attached is what you'd get. I'd suggest getting some more measurements, especially at the limits of your intended range (ie: test in boiling water, 212 F, and at -40 F).

Another alternative is to get an equation from the thermistor manufacturer.
 
Last edited:

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