With the same assumptions as in Problem 6.9 discuss the conservation of angular momentum. Show that the

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With the same assumptions as in Problem 6.9 discuss the conservation of angular momentum. Show that the differential and integral forms of the conservation law are

Where the field angular-momentum density is

?_field = x ? g = ?? x ? (E ? H)

And the flux of angular momentum is described by the tensor

M = T ? x

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Classical Electrodynamics

ISBN: 978-0471309321

3rd Edition

Authors: John David Jackson

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Question Posted: Sep 08, 2011 09:29 AM

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With the same assumptions as in Problem 6.9 discuss the conservation of angular momentum. Show that the

Question:

(Lmech + Lneta) + V. M = 0 at and (Lmeceh + Lieta) d'x + n . M da = 0 dt Jv

Step by Step Answer:

We follow the procedure a...View the full answer

Classical Electrodynamics

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