Hey guys,
I am using some Platinum 385 RTDs and need accuracy down to 1/10th of a degree. It is my understanding, that RTDs have, for the most part, a linear response.
However to improve accuracy, the Callendar Van Dusen equation can be used to achieve high accuracy throughout the full range of the RTD. Normally the RTDs are wired into their own separate unit(Instrulab 4312a). In the past, to "calibrate" the RTDs, they would calculate the Callendar Van Dusen coefficients (2nd order quadratic equation) and input those into the unit. This would "calibrate" the RTD for the whole range.
Now we are trying to wire the RTDs into a Compactlogix (L32), with a 1769-IR6 card. To get the most resolution I have it set to Raw/Proportional units. I then scale it to get my temperature.
Does anyone have any experience in trying to use their own custom coefficients, instead of allowing the IR6 card to do its own thing?
OR does anyone have other recommendations to improve the accuracy?
Thanks guys.
I am using some Platinum 385 RTDs and need accuracy down to 1/10th of a degree. It is my understanding, that RTDs have, for the most part, a linear response.
However to improve accuracy, the Callendar Van Dusen equation can be used to achieve high accuracy throughout the full range of the RTD. Normally the RTDs are wired into their own separate unit(Instrulab 4312a). In the past, to "calibrate" the RTDs, they would calculate the Callendar Van Dusen coefficients (2nd order quadratic equation) and input those into the unit. This would "calibrate" the RTD for the whole range.
Now we are trying to wire the RTDs into a Compactlogix (L32), with a 1769-IR6 card. To get the most resolution I have it set to Raw/Proportional units. I then scale it to get my temperature.
Does anyone have any experience in trying to use their own custom coefficients, instead of allowing the IR6 card to do its own thing?
OR does anyone have other recommendations to improve the accuracy?
Thanks guys.