Inverse Problems in Electric Circuits and Electromagnetics by N.V. Korovkin, Visit Amazon's V.L. Chechurin Page, search

By N.V. Korovkin, Visit Amazon's V.L. Chechurin Page, search results, Learn about Author Central, V.L. Chechurin, , M. Hayakawa

This is the 1st e-book to provide a finished exploration of latest tools in inverse difficulties in electromagnetics. The ebook offers systematic descriptions of an important useful inverse difficulties, and information new tips on how to remedy them. additionally incorporated are descriptions of the houses of inverse difficulties and identified options, in addition to studies of the sensible implementation of those equipment in electrical circuit idea and electromagnetic fields idea. This accomplished number of smooth theoretical principles and techniques to unravel inverse difficulties might be of worth to either scholars and dealing professionals.

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Extra resources for Inverse Problems in Electric Circuits and Electromagnetics (Mathematical and Analytical Techniques with Applications to Engineering)

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Norenkov, LP. (2000). Basics on automatic design. Moscow: MGTU. 14. , and B. Sekefal'vi-Nad' (1979). Lectures on Functional Analysis (in Russian). Moscow:Mir. 46 Inverse Problems in Electric Circuits and Electromagnetics 15. Roy, B. (1972). Problems and Methods for Multiple Objective Functions. Mathematical Programming, vol 1, no2: 239-266. 16. K. Daugavet (1993). Approximation of Nonlinear Operators by Volterra Polynomials. Amer Math Soc Transl (2), vol 155: 47-57. 17. Volterra, V. (1959). Theory of Functional and of Integral and Integro-diffential Equations.

London:John Wiley and Sons. 21. V. (1987). Volterra-Picard series in nonlinear electric circuits theory (in Russian). Moscow: Radio and Sviaz. 22. A. Butyrin (\%S). Simulating and computings of electric circuits (in Russian). Moscow: High School. 23. A. Lowther (1996). Automated design of magnetic devices by optimizing material distribution. IEEE Trans Magn, vol 32, no3:l 188-1193. 24. , et al. (2003). Generalized continuum sensitivity formula for optimum design of electrode and dielectric contours.

A. Butyrin (\%S). Simulating and computings of electric circuits (in Russian). Moscow: High School. 23. A. Lowther (1996). Automated design of magnetic devices by optimizing material distribution. IEEE Trans Magn, vol 32, no3:l 188-1193. 24. , et al. (2003). Generalized continuum sensitivity formula for optimum design of electrode and dielectric contours. IEEE Trans on Magn, vol 39, no3: 1281-1284. 25. , et al. (2002). Topology Optimization for Superconducting Coil Distribution with Critical Current Constraint.

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