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Stirling numbers and hard‐core particles
1983
A system of N non−interacting hard−core particles with volume v0 in the (T,p,N)‐ensemble is considered. Laplace transformation of the canonical partition junction is performed and an equation of state is derived based on properties of stirling numbers. (AIP)
Keywords:
- Laplace's equation
- Thermodynamics
- Computational chemistry
- Green's function for the three-variable Laplace equation
- Stirling number
- Mathematical analysis
- Laplace transform applied to differential equations
- Inverse Laplace transform
- Stirling's approximation
- Chemistry
- Partition function (statistical mechanics)
- Laplace transform
- Equation of state
- Partition function (mathematics)
- Mathematical physics
- Atomic physics
- Partition (number theory)
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