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Deterministic phase retrieval: a Green’s function solution
, 1983M. Teague
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Nanoscale device modeling: the Green’s function method
, 2000S. Datta
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1978
One approach to the solution of non-homogeneous boundary value problems is by means of the construction of functions known as Green’s functions. Historically, the concept originated with work on potential theory published by Green in 1828. Green’s work has provided the germs of a much wider formulation for solving a variety of eigenvalue, boundary ...
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One approach to the solution of non-homogeneous boundary value problems is by means of the construction of functions known as Green’s functions. Historically, the concept originated with work on potential theory published by Green in 1828. Green’s work has provided the germs of a much wider formulation for solving a variety of eigenvalue, boundary ...
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A closed-form spatial Green's function for the thick microstrip substrate
, 1991Y. Chow, J. J. Yang, D. Fang, G. Howard
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2006
Earlier we considered the phenomenon of a grounded conducting surface surrounding a charged body. We saw that the surface acquired an induced charge, and the combined potential of the charge on the body and the induced charge on the surface equals zero on the surface.
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Earlier we considered the phenomenon of a grounded conducting surface surrounding a charged body. We saw that the surface acquired an induced charge, and the combined potential of the charge on the body and the induced charge on the surface equals zero on the surface.
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2016
In Chap. 2, Sect. 2.1.1, we considered one method, variation of parameters (or variation of constants ), for solving the linear inhomogeneous differential equation. In the method considered here, rather than determining the solution to the differential equation with the inhomogeneous term defined at each point of the interval, we consider the equation ...
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In Chap. 2, Sect. 2.1.1, we considered one method, variation of parameters (or variation of constants ), for solving the linear inhomogeneous differential equation. In the method considered here, rather than determining the solution to the differential equation with the inhomogeneous term defined at each point of the interval, we consider the equation ...
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