Generalized Electromagnetic Energy Density in Time-Dependent Composite Media

K.B. Tan; C.H. Liang

doi:10.4028/www.scientific.net/AMR.160-162.1151

Paper Titles

Preparation of Ta-Nb Alloy Powder by Electro-deoxidation of Ta₂O₅/Nb₂O₅ Mixture in a CaCl₂-NaCl Eutectic Melt
p.1131

Process Characteristics Study of Organic Wastewater Treated by Two-Phase Anaerobic Biotechnology
p.1136

Innovative Design of Self-Decelerating Escape Device Based on TRIZ
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The Design of Giant Magnetostrictive Flow Valve and its COMSOL Simulation
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Generalized Electromagnetic Energy Density in Time-Dependent Composite Media
p.1151

Research of Technology Parameters on Pipe Axis’ Hot Extrusion Based on Numerical Simulation
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Effect of Internal Pressure Path on Wall Thickness of AZ91D Pipe with Variable Cross-Section
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Ethanol Vapor-Induced Morphology and Structure Change of Silk Fibroin Nanofibers
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A Novel Amperometric Immunosensor Based on Thionine/DNA Self-Assembled Multilayers on Carbon Nanotubes Modified Glass Carbon Electrode
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Generalized Electromagnetic Energy Density in Time-Dependent Composite Media

Abstract:

The Lorentz medium model for magnetization is modification, through which the whole Lorentz models become more symmetric one than traditional forms used in [3-5]. The modification can also have the deduction for more general Poynting’ theorem in dispersive media became a regular procedure. As an application, those forms of energy density in [4, 5] are special cases of generalized one shown in the letter under the establishment conditions for time-independent situation.