Da-Guang Liu

Carleton University, Ottawa, Ontario, Canada

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Publications (4)0 Total impact

  • Article: Asymptotic thermal analysis of electronic packages and printed-circuit boards
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    ABSTRACT: The electric thermal network analogy method is widely used to study thermal behavior of electronic components. This analogy usually leads to a large resistance-capacitance (RC) network. Conventional simulation techniques of these networks require substantial computational resources. This paper presents a new solution technique based on a recently developed asymptotic waveform evaluation (AWE) concept which has been successfully used for transient simulation of large electrical networks. Application of AWE to time dependent thermal analysis of printed circuit boards often results in two orders of magnitude speed-up over current iterative techniques, yet retaining comparable accuracy
    IEEE Transactions on Components Packaging and Manufacturing Technology Part A 01/1996;
  • Conference Proceeding: Nonlinear transient thermal analysis using circuit simulation techniques
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    ABSTRACT: This paper presents a new approach for nonlinear transient thermal analysis of electronic systems, taking into account the temperature dependency of the convective heat transfer coefficient. The proposed method is based on using implicit integration techniques to solve the differential equations representing the heat transfer process. Compared to standard iterative relaxation methods, the proposed solution algorithm results in faster convergence rate and improved computational efficiency
    Electronic Components and Technology Conference, 1995. Proceedings., 45th; 06/1995
  • Conference Proceeding: Asymptotic thermal analysis of electronic packages andprinted-circuit board
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    ABSTRACT: Electrical analogy to thermal networks is widely used to study thermal behavior of electronic components. For solution of Poison heat equation, this analogy usually leads to a large resistance-capacitance (RC) network. Conventional simulation techniques when applied to these networks require substantial computational resources. This paper presents new solution technique based on a recently developed Asymptotic Waveform Evaluation (AWE) concept which has been successfully used for simulation of large electrical networks. Applying AWE to thermal analysis of printed circuit boards results in two orders of magnitude speed-up with respect to current iterative techniques with comparable accuracy
    Semiconductor Thermal Measurement and Management Symposium, 1995. SEMI-THERM XI., Eleventh Annual IEEE; 03/1995
  • Conference Proceeding: Finite element transient thermal analysis of electronic boards and packages using moment-matching techniques
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    ABSTRACT: Development of highly integrated and denser semiconductor module configurations with greater power consumption rates make thermal design increasingly important. In this paper a new solution method for transient thermal analysis of electronic systems is described. The method is based on combining finite element technique and efficient moment-matching technique originally developed in the circuit simulation area for solving large set of linear differential equations. Finite element modeling in space/time domain of a complete electronic system usually results in a large set of ordinary differential equations which can be solved using various time stepping algorithms. However, efficiency of conventional algorithms is limited by their computational cost and stability criteria. In this paper, application of the moment-matching technique to solve thermal finite element equations is presented. Several examples are considered to illustrate the methodology. A good agreement between the results obtained using conventional iterative techniques and the proposed method has been found. In addition, applying moment-matching technique results in one to two orders of magnitude speed-up compared to conventional iterative techniques
    Thermal Phenomena in Electronic Systems, 1996. I-THERM V., Inter-Society Conference on;

Institutions

  • 1995–1996
    • Carleton University
      Ottawa, Ontario, Canada