M. JANICKI, M. ZUBERT, A. NAPIERALSKI, "Application of inverse problem algorithms for integrated circuit temperature estimation", Microelectronics Journal, Volume 30, Issues 11, November 1999, pp. 1099-1107.

M. JANICKI, M. ZUBERT, A. NAPIERALSKI, "Application of inverse problem algorithms for integrated circuit temperature estimation", Microelectronics Journal, Volume 30, Issues 11, November 1999, pp. 1099-1107. Copyright - [Précédente] [Première page] [Suivante] - Home

Article : [ART255]

Titre : M. JANICKI, M. ZUBERT, A. NAPIERALSKI, Application of inverse problem algorithms for integrated circuit temperature estimation, Microelectronics Journal, Volume 30, Issues 11, November 1999, pp. 1099-1107.

Cité dans : [DATA197] Les revues Microelectronics Reliability et Microelectronics Journal, ELSEVIER, décembre 2004.

Auteur : M. Janicki
Auteur : M. Zubert
Auteur : A. Napieralski

Vers : Bibliographie
Adresse : (Department of Microelectronics and Computer Science, Technical University of Lodz, Al. Politechniki 11, 93-590 Lodz, Poland
Adresse :
Adresse :
Tel. : +48(42)-631-26-45
Fax. : +48(42)-636-03-27
Lien : mailto:janicki@dmcs.p.lodz.pl
Source : Microelectronics Journal
Volume : 30
Issues : 11
Date : November 1999
Pages : 1099 - 1107
DOI :
PII : S0026-2692(99)00071-3
Lien : private/JANICKI1.pdf - 300 Ko, 9 pages.
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Abstract :
This article presents an approach to the application of inverse problem
algorithms for integrated circuit temperature estimation. In order to estimate
circuit temperature from remote sensor measurements, it is necessary to solve an
inverse heat conduction problem (IHCP). As the IHCPs are extremely sensitive to
input data errors, special algorithms must be used to obtain robust estimates of
circuit temperature. Computer simulations have been performed applying different
algorithms to produce circuit temperature estimates in case of multiple heat
sources. Simulation results are presented. Additionally, the possibility of
digital filter algorithm implementation is discussed.
Author Keywords: Circuit temperature estimation; Inverse problem algorithm

Article_Outline :
1. Introduction to inverse heat conduction problems
2. Methods of solving inverse problems
2.1. Principles of function specification method
2.2. Regularisation method
3. Computer experiments
4. Digital filter realisation
5. Conclusions
Acknowledgements

Bibliographie

Références : 14
[1] : H.S. Carslaw and J.S. Jaeger, Conduction of Heat in Solids. , Clarendon Press, Oxford (1947).
[2] : S. Kakac and Y. Yener, Heat Conduction. , Taylor and Francis, London (1993).
[3] : J.M. Hill and J.N. Dewynne, Heat Conduction. , Blackwell Scientific Publications, Oxford (1987).
[4] : M.N. Ozisik, Heat Conduction. , Wiley, New York (1993).
[5] : J.V. Beck, B. Blackwell and C.R. St. Clair, Jr., Inverse Heat Conduction-Ill-posed Problems. , Wiley, New York (1985).
[6] : Y.M. Macevityi, Identifikacija w zadaczach teploprovodnosti. , Naukova Dumka, Kiev (1982) in Russian.
[7] : A.N. Tikhonov et al., Regularizuyushtchije algoritmy i apriornaja informacija. , Nauka, Moscow (1983) in Russian.
[8] : S. Haykin, Adaptive Filter Theory. , Prentice-Hall, Englewoods Cliffs, NJ (1996).
[9] : M. Janicki, J. Soraghan, A. Napieralski, M. Zubert, Application of adaptive filters to integrated circuit temperature estimation from noisy temperature sensor measurements, Proceedings of MIXDES'98--Fifth International Conference on Mixed Design of Integrated Circuits and Systems, ód, Poland, 18-20 June 1998, pp. 183-188.
[10] : G. Stolz, Numerical solutions to an inverse problem of heat conduction for simple shapes. Transactions ASME, Journal of Heat Transfer 82 (1960), pp. 20-26.
[11] : M. Janicki, M. Zubert, A. Napieralski, Application of inverse heat conduction problem solution with error correction to estimation of IC temperature, Fourth THERMINIC International Workshop, Cannes, France, 27-29 September, 1998, pp. 191-196.
[12] : O.M. Alifanow et al., Ekstremalnyje mietody rieszenija niekorrektnych zadacz. , Nauka, Moscow (1988) in Russian.
[13] : V.A. Koval et al., Avtomatizacija teplovovo projektirovanija mikroelektronnych ustrojstv sriedstvami SAPR. , Wyshtcha Shkola, Lvov (1988) pp. 48-78.
[14] : M. Janicki, M. Zubert and A. Napieralski, Application of inverse heat conduction methods in temperature monitoring of integrated circuits. Sensors & Actuators: A. Physical 71 1/2 (1998), pp. 51-57.

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