DETERMINATION OF HEAT RESISTANCES BETWEEN INSTALLED THERMOCOUPLE AND BODY USED FOR COMPUTING HEAT TRANSFER COEFFICIENTS


Abstract cze:
Abstrakt: To determine heat transfer coefficients on a surface, an inverse task is used that requires either measured surface temperature history or, more often, measured temperature history inside the body. To measure temperature inside the body, a thermocouple must be placed inside. The installed thermocouple disturbs the homogeneity of the temperature profile and thus the measured temperature is different from the original one. This paper describes an experiment and a computational method for determination of heat resistances between the thermocouple and the body. Comparison of computed heat transfer coefficients for the fixed model and for a model that ignores installed thermocouple is made.

Abstract eng:
Abstract: To determine heat transfer coefficients on a surface, an inverse task is used that requires either measured surface temperature history or, more often, measured temperature history inside the body. To measure temperature inside the body, a thermocouple must be placed inside. The installed thermocouple disturbs the homogeneity of the temperature profile and thus the measured temperature is different from the original one. This paper describes an experiment and a computational method for determination of heat resistances between the thermocouple and the body. Comparison of computed heat transfer coefficients for the fixed model and for a model that ignores installed thermocouple is made.

Contributors:
Publisher:
Institute of Mechanics and Solids, FME, TU Brno
Conference Title:
Conference Title:
Engineering Mechanics 2002
Conference Venue:
Svratka (CZ)
Conference Dates:
2002-05-13 / 2002-05-16
Rights:
Text je chráněný podle autorského zákona č. 121/2000 Sb.



Record appears in:

 Record created 2014-10-23, last modified 2014-11-18


Original version of the author's contribution as presented on CD, . :
Download fulltext
PDF

Rate this document:

Rate this document:
1
2
3
 
(Not yet reviewed)