Understanding 3 Wire RTD Theory: Operation and Measurement Error

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The operation of a 3-wire RTD involves a third high-impedance lead, referred to as "C," which measures voltage without conducting current. The two conductive leads, "A" and "B," introduce resistance that can cause measurement errors. The proposed calculation involves using the voltage readings from these leads to isolate the resistance of one lead and determine the true temperature of the RTD. This method aims to correct for the lead resistance by comparing measurements before and after accounting for it. The discussion highlights the need for clarity on these calculations, as information on RTD configurations is not easily found online.
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I would like to confirm the operation of a 3 wire RTD.
The 3rd wire is a high impedence voltage measuring lead only and does not conduct. Call it "C"

The other 2 leads we will call A and B and do conduct. The resistance of these two leads introduce a measurement error.

My assumption is that C measures the loop voltage before the resistance of one of the leads then measures the loop with both lead resistances.

The electronics then do a calculation which should look like this

(A+B+RTD)-(A or B+RTD)=Resistance of A or B

Therefore (A or B+RTD)-(A or B)= True temperature of RTD

Seems simple but I could not find the data to confirm this anywhere on the net
 
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