Effective Medium Approximation for Nonlinear Composite Media

材料科学技术（英文）, 1993, 9(2): 145-147.

Effective Medium Approximation for Nonlinear Composite Media

Guoqing GU+ , International Centre for Materials Physics , Academia Sinica , 110015 , Shenyang , ChinaGe CHEN , College of Systems Science and Systems Engineering , Shanghai Institute of Mechanical Engineering , 200093 , ShanghaiK.W.Yu , Department of Physics , Chin

Keywords： effective medium approximation , null

We build the perturbation expansion method for nonlinear composite media and extend the EMA for nonlinear effective conductivity. Using the solutions of boundary-value problems of a cylindrical in- clusion, we derive formulae for nonlinear effective conductivity.

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Guoqing GU+ International Centre for Materials Physics Academia Sinica 110015 Shenyang ChinaGe CHEN College of Systems Science and Systems Engineering Shanghai Institute of Mechanical Engineering 200093 ShanghaiK.W.Yu Department of Physics Chin
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Guoqing GU+ International Centre for Materials Physics Academia Sinica 110015 Shenyang ChinaGe CHEN College of Systems Science and Systems Engineering Shanghai Institute of Mechanical Engineering 200093 ShanghaiK.W.Yu Department of Physics Chin
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Guoqing GU+ International Centre for Materials Physics Academia Sinica 110015 Shenyang ChinaGe CHEN College of Systems Science and Systems Engineering Shanghai Institute of Mechanical Engineering 200093 ShanghaiK.W.Yu Department of Physics Chin
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Guoqing GU+ International Centre for Materials Physics Academia Sinica 110015 Shenyang ChinaGe CHEN College of Systems Science and Systems Engineering Shanghai Institute of Mechanical Engineering 200093 ShanghaiK.W.Yu Department of Physics Chin

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Effective Medium Approximation for Nonlinear Composite Media

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