(a)Find the divergence of the function
First compute it directly, as in Eq. 1.84. Test your result using the divergence theorem as in Eq. 1.85. Is there a delta function at the origin, as there was for ˆr/r 2? What is the general formula for the divergence of r n ˆr?
unless n = −2, in which case it is 4πδ3(r); for n < −2, the divergence is ill-defined at the origin. ]
(b)Find the curl of r n ˆr. Test your conclusion using Prob. 1.61b.
Reference: Eq. 1.84.
Reference: Eq. 1.85
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