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3 answers
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Deriving energy in Dielectrics

Note: I am working in the Lorentz-Heaviside system and all the integrals are over the whole space. Definitions: $$\vec E= \vec E_f+\vec E_b$$ $$\phi=\phi_f+\phi_b$$ $$\vec D=\vec E+\vec P$$ $$\rho=\...
GedankenExperimentalist's user avatar
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1 answer
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Disagreements in derivations of electrostatics

In the derivation of the potential energy of electrostatic systems we get (I am working in cgs) $$W=\frac12\int\phi\,dq=\frac12\iiint\phi\rho\,d V \tag{1}$$ But $$\vec\nabla\cdot\vec E=4\pi\rho$$ Thus ...
GedankenExperimentalist's user avatar
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Using Variation of Energy for a Dielectric to define the Electric Field

I have been reading through Zangwill's Modern Electrodynamics on my own, and I am confused about something in section 6.7.1, concerning the variation of total energy $U$ of a dielectric in the ...
pherytic's user avatar