本文针对周期和随机结构复相介质与界面的多尺度热问题,提出了一个多物理模型和耦合算法,内容包括:计算界面导热系数的分子动力学方法;随机结构宏观有效导热系数和温度场的均匀化与多尺度方法;界面温度场与宏观温度场的关联模式及局域场的量子力学修正.
参考文献
[1] | Li-Qun Cao;Jun-Zhi Cui;Chong-Yu Wang .Multiphysical Modeling and a Transscale Computation of Composite Materials and Their Interfaces[J].International journal of multiscale computational engineering,2006(1):47-69. |
[2] | Cao L Q;Luo J L;Scale Gap.Scale Invariance and Multiphysical Modeling[A].,2007 |
[3] | Honig B;Nicholls A .Macroscopic Continuum Model for Long Range Electrostatic Forces of Protein in Solution[J].Science,1995,268:1144-1149. |
[4] | Halperin W P .Quantum Size Effects in Metal Particles[J].Reviews of Modern Physics,1986,58(03):533-606. |
[5] | Tien C L;Majumdar A;Garner F.Microscale Energy Transport[M].London:taylor and Francis,1997 |
[6] | Chen G.Nanoscale Energy Transport and Conversion,A Parallel Treatment of Electrons,Molecules,Phonons,and Photons[M].New York:Oxford Univeristy Press,2005 |
[7] | Tzou D Y.Macro-to Microscale Heat Transfer,The Lagging Behavior[M].Washington,DC:Taylor & Francis Publishers,1997 |
[8] | 曹礼群,罗剑兰.复相介质及界面结构温度场跨尺度计算[J].工程热物理学报,2004(06):1040-1042. |
[9] | Chapman S;Cowling T G.The Mathematical Theory of Non-Uniform Gases[M].New York:cambridge University Press,1970 |
[10] | Ciccotti G;Tenenbaum A .Stationary Nonequilibrium States by Molecular Dynamics,Fourier's law[J].Physical Review A,1982,25(05):2778-2787. |
[11] | Li-qun Cao;De-chao Zhu;Jian-Lan Luo .Multiscale asymptotic expansion for a class of hyperbolic-parabolic type equation with highly oscillatory coefficients[J].Journal of Computational Mathematics,2002(5):505-518. |
[12] | Luo Jianlan;Cao Liqun .A Reiterated Two-Scale Probabilistic Modeling and Numerical Simulation for Heat Equation in a Fractal Porous Media[J].Heat transfer Asian research,2005(3):188-196. |
上一张
下一张
上一张
下一张
计量
- 下载量(0)
- 访问量(263)
文章评分
- 您的评分:
-
10%
-
20%
-
30%
-
40%
-
50%