Treat the ten scalar functions in the set (,A,E, B) as independent generalized coordinates in the Lagrangian
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Treat the ten scalar functions in the set (ϕ,A,E, B) as independent generalized coordinates in the Lagrangian density
(a) Show that the Lagrange equations produce all four Maxwell equations directly.
(b) Identify the primary constraints associated with L.
Transcribed Image Text:
C(¢,A,E,B)=j•A− p¢ − =€(E? – cB)− E•(V¢+A) – 6c°B . (VxA). -
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To show that the Lagrange equations produce all four Maxwells equations directly we first need to write the Lagrangian density in terms of the indepen...View the full answer
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