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Potential due to Uniform Charge Distribution (3d)
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[QUOTE="Charles Link, post: 6068340, member: 583509"] ## V(\vec{r})=\int \frac{k \rho(\vec{r}')}{|\vec{r}-\vec{r}'|}\, d^3 r' ##. Which, if any, of the expressions fit this description? ## \\ ## A hint is they have reversed primes and unprimes, but that is perfectly ok to do. (Take the expression I just gave you and reverse the primes and unprimes). ## \\ ## Also, ## |\vec{r}-\vec{r}'| =\sqrt{(x-x')^2+(y-y')^2+(z-z')^2}##. ## \\ ## Also ## \rho(\vec{r}')=\rho ##. ## \\ ## This one is pretty obvious, but I don't know that I have a simple way to teach you about the limits on triple integrals inside of 10 minutes. Which one do you think might be correct? [/QUOTE]
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Potential due to Uniform Charge Distribution (3d)
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