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\rho_m = \frac{\nu}{V} = \frac{1\rho}{V_mM} = \frac{\rho1}{MV_m} |
where
| molar volume of a given substance | ||||||||||
| volume of a given substance |
| density of a given substance | ||||||||
| amount of a given substance |
| molar mass of a given substance |
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LaTeX Math Block | ||||
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\rho_m = \frac{1}{V_m} |
In case of fluid which satisfies Real Gas EOS @model the Molar Density
can be expressed in terms of Z-factor LaTeX Math Inline body \rho_m
: LaTeX Math Inline body Z(p, T)
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\rho_m = \frac{p}{ZRT} |
where
| temperature | ||||
| pressure | ||||
| gas constant |
See also
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Natural Science / Physics / Molecular Physics
[ Density ] [ Molar Mass ]
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