Calculating charge density of an atom

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The discussion centers on calculating the charge density of a nucleus, specifically focusing on the density of protons. Participants clarify that charge density is defined as total charge divided by volume, which can be approximated using different volume calculations. There is confusion regarding the appropriate mass to use, with questions about molecular weight, molar mass, and the relevance of Avogadro's number. The volume calculation methods, including using mass density versus the formula for the volume of a sphere, are also debated. Ultimately, understanding the relationship between mass, volume, and charge density is crucial for accurate calculations.
mitch_1211
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here I am only considering the charge density of the nucleus, i.e the density of protons.

I know that from mass density i have rho = m/v -> v = m / rho
I'm not sure what mass to use here. Molecular weight? molar mass? where does avagadros number come into it?

then is it simply charge density = q/v

Will the volume calculated from v = m / rho differ from using 4/3 pi r^3 the volume of a sphere?

A little confused on which approach to use.

Mitch
 
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Charge density implies charge per unit volume, which in your case is the total charge in the nucleus (depends on which nucleus you are talking about) divided by the volume of said nucleus, which ultimately is a meaningless quantity but nevertheless can be approximated depending on what property of it's "volume" you care about. Where do you think mass and avogadro's number come into this?
 
I think i will need avogadros number when calculating the volume from v = m / rho not sure if i need to use molar mass, atomic weight here
 

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