4.7 Article

A simplified correction method for thermocouple disturbance errors in solids

Journal

INTERNATIONAL JOURNAL OF THERMAL SCIENCES
Volume 172, Issue -, Pages -

Publisher

ELSEVIER FRANCE-EDITIONS SCIENTIFIQUES MEDICALES ELSEVIER
DOI: 10.1016/j.ijthermalsci.2021.107324

Keywords

Thermocouple; Temperature measurement; Heat transfer; Thermocouple error; Error correction; Fire

Funding

  1. Worshipful Company of Engineers

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A study on the impact of thermocouples embedded in materials of lower thermal conductivity showed that the presence of thermocouples can distort the surrounding temperature field, leading to measurement errors. By analyzing key factors and using finite element models, it was found that thermal properties, geometry, and heating regime all affect the thermal disturbance.
When a thermocouple is embedded in a material of lower thermal conductivity, under certain heating or cooling conditions, the presence of the thermocouple can distort the surrounding temperature field. As a result, the measured temperatures may be very different to the 'undisturbed' temperatures that would exist without the thermocouple. This study presents the results of a sensitivity analysis of key factors influencing this thermal disturbance. A series of heat transfer models and accompanying experiments are used to demonstrate the effects of thermocouple geometry, contact conditions, thermal properties, and heating regime on the temperature measurement error. These tailored finite element models were validated against experiments on vermiculite insulation board, which confirmed the accuracy of the models in simulating the thermal disturbance for inert heating conditions. Also, a simplified version of the finite element model was used to calculate the thermal disturbance error for a number of conditions, and subsequently to predict a range of corrected temperatures for the experimental measurements. This correction method was found to greatly improve the accuracy of the results for inert heating conditions. Since the method does not account for the effects of moisture in heat transfer, a creep of uncorrected errors could be observed.

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