Question: Suppose f(r) is a localized vector function and j(r, t) = j(r|) exp(it) is a time-harmonic current density where Prove that j(r, t) does not
Suppose f(r) is a localized vector function and j(r, t) = j(r|ω) exp(−iωt) is a time-harmonic current density where
![w iwpoj (rw) = V x [V x f(r)] - -f(r).](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2023/07/64c655b125f73_66464c655b0ab373.jpg)
Prove that j(r, t) does not radiate and find the physical meaning of f(r, t).
w iwpoj (rw) = V x [V x f(r)] - -f(r).
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