Abstract
In this chapter, inverse transient heat conduction problems in a semi-infinite body are discussed. Particular attention is paid to transient methods for measuring a heat transfer coefficient applied to tests conducted on heat transfer in gas turbines, combustion engines and rocket motors. The authors also derive formulas, which allow to determine both, constant and time-variable heat transfer coefficients on the basis of a measured temperature on the surfaces of construction elements that are considered as semi-infinite bodies and discuss the method for measuring heat flux on the inner surface of the combustion engine cylinder on the basis of a measured cylinder wall temperature in a single point. The authors derive theoretical dependencies, develop computational programs and illustrate how the programs are applied in practice. Overall, the chapter contains eight exercises, which are both, theoretical and computational in character.
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Literature
Baughn JW, Ireland PT, Jones TV, Saniei N (1989) A comparison of the transient and heated-coating methods for the measurement of local heat transfer coefficients on a pin fin. Transactions of the ASME, J. of Heat Transfer 111: 877–881
Clifford RJ, Jones TV, Dunne ST Techniques for obtaining detailed heat transfer coefficient measurements within gas turbine blade and vane cooling passages. ASME Paper 83-GT-58
Du H, Ekkad S, Han JC (1997) Effect of unsteady wake with trailing edge coolant ejection on detailed heat transfer coefficient distributions for a gas turbine blade. Transactions of the ASME, J. of Heat Transfer 119: 242–248
Gander W, Hrebi ek J (1995) Solving Problems in Scientific Computing Using Maple and MATLAB. Springer, Berlin
Hippensteele SA, Poinsatte PE (1993) Transient liquid-crystal technique used to produce high-resolution convective heat-transfer-coefficient maps. In: Visualization of Heat Transfer Processes. 29th National Heat Transfer Conference. Atlanta, Georgia August 8–11. ASME, New York, HTD 252, pp. 13–21
Ireland PT Jones TV The measurement of local heat transfer coefficients in blade cooling geometries. In: Conference on Heat Transfer and Cooling in Gas Turbines, AGARD, Bergen, CP 390 Paper 28
IMSL-International Mathematical and Statistical Library (2000). IMSL Inc, Houston
Jones TV, Hippensteele SA High-resolution heat-transfer coefficient maps applicable to compound-curve surfaces using liquid crystal in transient wind tunnel. NASA TM 89855
Lindfield G, Penny J (1995) Numerical Methods Using MATLAB. Ellis Horwood, New York
Metzger DE, Larson DE (1986) Use of melting point surface coatings for local convection heat transfer measurements in rectangular channel flows with 90-deg turns. Transactions of the ASME, J. of Heat Transfer 108: 48–54
Table Curve 2D, Version 5 (2000). SPSS Inc., Chicago
Taler J (1995) Theory and practice of heat transfer (in Polish). Ossolineum, Wrocław
Taler J (1996) Theory of transient experimental techniques for surface heat transfer. International J. of Heat Mass Transfer 39(17): 3733–3748
Tsai TM (2000) Non-intrusive measurements of near-wall fluid flow and surface heat transfer in a serpentine passage. Int. J. of Heat and Mass transfer 43: 3233–3244
Wolfersdorf J, Hoecker R, Sattelmayer T (1993) A hybrid transient stepheating heat transfer measurement technique using heater foils and liquidcrystal thermography. Transactions of the ASME, J. of Heat Transfer 115: 319–324
Pekhovitch AI, Dzjidkih WM (1976) Calculations of thermal states of solid bodies (in russian). Leningrad, Energija
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(2006). Transient Heat Conduction in a Semi-Infinite Body. The Inverse Problem. In: Solving Direct and Inverse Heat Conduction Problems. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-540-33471-2_17
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DOI: https://doi.org/10.1007/978-3-540-33471-2_17
Publisher Name: Springer, Berlin, Heidelberg
Print ISBN: 978-3-540-33470-5
Online ISBN: 978-3-540-33471-2
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