For a source-free polarized medium where D = EE + P and = Ho, a...
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For a source-free polarized medium where D = EE + P and μ = Ho, a single vector potential Te, known as electric Hertz potential, can be define such that H = jweo V x T₂. The vector field P is the volume density of polarization. (a) Express the electric field intensity E in terms of me and P. (b) Show that I, satisfies the nonhomogeneous Helmholtz's equation ko = w√HoEo. v²ne+konte P For a source-free polarized medium where D = EE + P and μ = Ho, a single vector potential Te, known as electric Hertz potential, can be define such that H = jweo V x T₂. The vector field P is the volume density of polarization. (a) Express the electric field intensity E in terms of me and P. (b) Show that I, satisfies the nonhomogeneous Helmholtz's equation ko = w√HoEo. v²ne+konte P
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Fraud examination
ISBN: 978-0538470841
4th edition
Authors: Steve Albrecht, Chad Albrecht, Conan Albrecht, Mark zimbelma
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