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More explanation about the integral.
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markdewing committed Jul 6, 2016
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"cell_type": "markdown",
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"source": [
"Construct the integral in spherical coordinates (There should be an additional factor of $4 \\pi$, but it will cancel since it occurs in the numerator and denominator)"
"The integration occurs in 3D over the electron coordinates. Because the integrand only has a dependence on $r$, it can be converted to spherical coordinates, and reduced to a 1D integral over $r$. (There should be an additional factor of $4 \\pi$, but it will cancel since it occurs in the numerator and denominator)"
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{
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