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Circuit provides cold-junction compensation

Summary of Circuit provides cold-junction compensation


This article discusses improving thermocouple accuracy through precise cold-junction compensation. It explains that measuring the hot junction temperature requires knowing the cold junction's temperature, typically using RTDs bonded to a terminal block. The described design utilizes an AD7708 ADC and a microprocessor to digitize signals from thermocouples and two three-wire RTD sensors, enabling flexible software-based compensation for various thermocouple types.

Parts used in Thermocouple Cold-Junction Compensation Circuit:

  • Multichannel high-resolution ADC
  • Microprocessor
  • AD7708
  • Two three-wire RTD sensors
  • 470Ω precision resistor RPREC
  • Current source IEXC
  • ROFF offset resistor
  • ADR421 2.5V precision voltage reference

The accuracy of any circuit or system that uses a thermocouple to determine the temperature of a process is limited by the accuracy of the method used to perform cold-junction compensation. In a thermocouple measurement, two wires of dissimilar metal join together at the “hot,” or measurement, junction.

Circuit provides cold-junction compensation

The isothermal termination of the thermocouple wires provides a second “cold,” or reference, junction. The potential across the thermocouple is proportional to the temperature difference between the two junctions. Thus, to determine the absolute temperature of the hot junction, you must also know the absolute temperature of the cold junction. Tables of thermocouple voltage versus temperature use the assumption that the cold junction is maintained at 0°C. A somewhat impractical way to use these tables is to place the cold junction into an ice bath. A more practical way is to measure the temperature of the cold junction and then add an equivalent voltage to the one developed by the hot junction. You then find the temperature of the hot junction in the thermocouple tables.

A key issue to address is how to thermally bond the RTDs (resistance-temperature detectors) to the terminal block, which is the cold junction. If the temperature along the terminal block is constant, you could use a single sensor, thermally bonded to the block. If a linear temperature gradient exists along the terminal block, you could use a sensor at both ends of the block. This method allows for interpolation of the temperature at various points along the block. If the temperature gradient is nonlinear, you can add an electrically isolated copper strip along the length of the block to minimize the nonlinearity. In the extreme case, you could use a temperature sensor per thermocouple pair with each sensor, thermally bonded to its respective junction.

The design in Figure 1 uses a multichannel, high-resolution ADC to measure the thermocouple voltage and the resistance of two RTDs at the cold junction. Using the data from the ADC, a microprocessor determines the temperature of the cold junction, the amount of cold-junction compensation to apply, and, then, the temperature of the hot junction. Performing the cold-junction compensation in software allows users to use mixed thermocouple types and is both flexible and universal. The AD7708 digitizes the signals from the thermocouple and from two three-wire RTD sensors, which measure the cold-junction temperature at both ends of the terminal block. The terminal block is local, so you can ignore the wiring resistance between the ADC and the RTDs. It is easier to obtain precision resistors and voltage references than precision current sources, so the RTDs and the 470Ω precision resistor, RPREC, connect in series, and all obtain excitation from the same current source, IEXC. The voltage generated across RPREC determines the exact value of the excitation current. Hence, the current source need not be particularly stable over temperature. ROFF offsets input pair AIN7/-AIN8 by more than 100 mV from ground. ROFF is also a 470Ω resistor but need not be a precision resistor. The ADR421’s 2.5V precision voltage reference directly drives the REFIN1(+)/REF-IN1(–) inputs.

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Quick Solutions to Questions related to Thermocouple Cold-Junction Compensation:

  • How is the absolute temperature of the hot junction determined?
    You must know the absolute temperature of the cold junction and add an equivalent voltage to the one developed by the hot junction.
  • What is the most practical way to handle cold junction tables?
    Measure the temperature of the cold junction and add an equivalent voltage to the hot junction voltage instead of using an ice bath.
  • How should RTDs be bonded if a linear temperature gradient exists?
    Use a sensor at both ends of the block to allow for interpolation of the temperature at various points along the block.
  • What method minimizes nonlinearity in temperature gradients?
    Add an electrically isolated copper strip along the length of the block to minimize the nonlinearity.
  • Does performing cold-junction compensation in software offer flexibility?
    Yes, it allows users to use mixed thermocouple types and is both flexible and universal.
  • Why do the RTDs and the precision resistor connect in series?
    It is easier to obtain precision resistors and voltage references than precision current sources.
  • How is the exact value of the excitation current determined?
    The voltage generated across RPREC determines the exact value of the excitation current.
  • Is the current source required to be stable over temperature?
    No, because the voltage across RPREC determines the exact current value, so the source need not be particularly stable.

About The Author

Ibrar Ayyub

I am an experienced technical writer holding a Master's degree in computer science from BZU Multan, Pakistan University. With a background spanning various industries, particularly in home automation and engineering, I have honed my skills in crafting clear and concise content. Proficient in leveraging infographics and diagrams, I strive to simplify complex concepts for readers. My strength lies in thorough research and presenting information in a structured and logical format.

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