1 The Poynting's Theorem Prove dW (1) dt And Ig°) - f dã (E x B) MP (2) dā %3D dt dt
1 The Poynting's Theorem Prove dW (1) dt And Ig°) - f dã (E x B) MP (2) dā %3D dt dt
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![1 The Poynting's Theorem
Prove
dW
dr(E.
(1)
dt
And
LB) -f dã (E x B)
dW
(2)
= -
dt
dt
Orf
Orf
Where dr and dā are the infinitesimal volume and area respectively, J is the
current and W is the work done by the electromagnetic field. (Hint: Use the
Lorentz Force Law and the Maxwell's Equations)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffa5875ee-1bb7-4510-a625-aac1d417eec3%2F1a51a8d6-4bfb-4377-8dbd-0d463977b847%2Fgd0245u_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1 The Poynting's Theorem
Prove
dW
dr(E.
(1)
dt
And
LB) -f dã (E x B)
dW
(2)
= -
dt
dt
Orf
Orf
Where dr and dā are the infinitesimal volume and area respectively, J is the
current and W is the work done by the electromagnetic field. (Hint: Use the
Lorentz Force Law and the Maxwell's Equations)
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