Editing Ideal gas partition function

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one arrives at (Eq. 4-12 in <ref>Terrell L. Hill "An Introduction to Statistical Thermodynamics" (1960) ISBN 0486652424 </ref>)
one arrives at (Eq. 4-12 in <ref>Terrell L. Hill "An Introduction to Statistical Thermodynamics" (1960) ISBN 0486652424 </ref>)


:<math>Q_{NVT}=\frac{1}{N!} \left( \frac{V}{\Lambda^{3}}\right)^N = \frac{q^N}{N!}</math>  
:<math>Q_{NVT}=\frac{1}{N!} \left( \frac{V}{\Lambda^{3}}\right)^N</math>
where
:<math>q= \frac{V}{\Lambda^{3}}</math>
is the single particle translational partition function.


Thus one can now write the partition function for a real system can be built up from
Thus one can now write the partition function for a real system can be built up from
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