Question: 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

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

(Lmech + Lneta) + V. M = 0 at and (Lmeceh +

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

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

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