Is Ampere's law consistent with the general rule (Eq. 1.46) that divergence-of-curl is always zero? Show that

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Is Ampere's law consistent with the general rule (Eq. 1.46) that divergence-of-curl is always zero? Show that Ampere's law cannot be valid, in general, outside magneto-statics. Is there any such "defect" in the other three Maxwell equations?

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Introduction to Electrodynamics

ISBN: 978-8120316010

3rd Edition

Authors: David J. Griffiths

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Question Posted: Nov 26, 2010 06:47 AM

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Is Ampere's law consistent with the general rule (Eq. 1.46) that divergence-of-curl is always zero? Show that

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Ampres law says V x B J Together with the continuity equation 529 this giv...View the full answer

Introduction to Electrodynamics

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