This is something I started playing with back in 2007 and had it working, but then got sidetracked.
Here's the thing, the LMM pyro will read from absolute zero (-460?)F to 2000+ degrees. Unlike a convention pyro, it's a thermistor. That means it's resistance (ohms) varies based on temperature.
A conventional pyro outputs voltage, measured in millivolts (thousandths of a volt) and needs an amplifier if you want to drive a gauge with it. This is why pyros are more expensive than other gauges. And they have short lives when exposed to very high heat because they are two different metal connected at the end. The metals expand at a different rate and eventually break the connection at the hot end.
The LMM pyros are readily available, sometimes for free, and have survived inside Casper for over a year.
Using boiling water, room temperature, refrigerator, and freezer in my kitchen, I came up with this:
275ohms = 212 F
218 = 72 F
204 = 40
191 = 10
Appears to origin at absolute zero, -460 F
Each ohm is 2.45 deg F in this range when offset by 460 deg F.
Truck idles at 200F - 268o
But later I found (thanks Cobra) the GM table for the translation, and found that 2.45 deg/ohm is only good from -40 deg to 700 deg. Those temps can be OK for IAT temp use, but not for pyro use.
To get good accuracy up high, I came up with a formula: Ohms^1.19 - 1.11*Ohms - 292 = degrees F.
This good to within 10 deg F from 1832F to -40F. There is a more accurate formula, but even this is beyond the accuracy of everything else in the system.
Now to make this into a Calculated PID. Next step.
Here's the thing, the LMM pyro will read from absolute zero (-460?)F to 2000+ degrees. Unlike a convention pyro, it's a thermistor. That means it's resistance (ohms) varies based on temperature.
A conventional pyro outputs voltage, measured in millivolts (thousandths of a volt) and needs an amplifier if you want to drive a gauge with it. This is why pyros are more expensive than other gauges. And they have short lives when exposed to very high heat because they are two different metal connected at the end. The metals expand at a different rate and eventually break the connection at the hot end.
The LMM pyros are readily available, sometimes for free, and have survived inside Casper for over a year.
Using boiling water, room temperature, refrigerator, and freezer in my kitchen, I came up with this:
275ohms = 212 F
218 = 72 F
204 = 40
191 = 10
Appears to origin at absolute zero, -460 F
Each ohm is 2.45 deg F in this range when offset by 460 deg F.
Truck idles at 200F - 268o
But later I found (thanks Cobra) the GM table for the translation, and found that 2.45 deg/ohm is only good from -40 deg to 700 deg. Those temps can be OK for IAT temp use, but not for pyro use.
To get good accuracy up high, I came up with a formula: Ohms^1.19 - 1.11*Ohms - 292 = degrees F.
This good to within 10 deg F from 1832F to -40F. There is a more accurate formula, but even this is beyond the accuracy of everything else in the system.
Now to make this into a Calculated PID. Next step.