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Background in Maxwell’s Electromagnetism and Maxwell’s Equations

2011
This book being devoted to an up-to-date version of electromagnetic scattering theory, Maxwell’s equations constitute the unescapable starting block. An usual attitude in textbooks dealing with scattering theory is to straightaway introduce special Maxwell’s equations which are sufficient to develop the theory when only local, linear, homogeneous ...
Gérard Gouesbet, Gérard Gréhan
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Maxwell Fish-eye treated by Maxwell Equations

Nature, 1958
THE so-called Maxwell fish-eye1 is a non-homogeneous lens the index of refraction of which varies according to the relation: where R denotes the radius of the sphere, and r the radial distance measured from the centre of the sphere.
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Maxwell

2021
Massimo Cencini   +3 more
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Maxwell’s Equations—Generalization of Ampère-Maxwell’s Law

2018
Ampere’s Law, relating a steady electric current to a circulating magnetic field, was well known by the time James Clerk Maxwell started his research in a similar field in the 1850s. Although Ampere’s Law was known to apply only to static situations involving steady currents, it was Maxwell’s effort to add another source term—a change of electric flux ...
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Maxwell’s Quaternion Equations

Space Science Journal
The equations of electrodynamics must, first of all, satisfy the law of conservation of energy. It is shown that Maxwell's equations can be obtained from the Cauchy-Riemann conditions for a quaternion in 4D space. Electrons are written as 4D vectors in energy space, in which the first elements represent the real part of the quaternion (scalar), and the
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Analysis of Cattaneo–Christov theory for unsteady flow of Maxwell fluid over stretching cylinder

Journal of Thermal Analysis and Calorimetry, 2020
Masood Khan   +3 more
semanticscholar   +1 more source

Maxwell

Notes and Queries, 1937
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Maxwell ve süper maxwell kütleçekim teorileri

2017
In this thesis, establishing an extended gravity theory based on Maxwell symmetry is studied. Gauge invariant formulation of Maxwell-Weyl gravity is obtained by differential geometric method and its supersymmetric generalisation is given. An extension of the Einstein-Cartan-Weyl field equation with a variable cosmological term and an additional source ...
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