Micro-expression method of diatomic molecule ideal gas system entranspy
An ideal gas, diatomic technology, applied in computational theoretical chemistry, electrical digital data processing, special data processing applications, etc., can solve problems such as entropy and microstate number of ideal gas systems without diatomic molecules
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[0035] The present invention will be described in further detail below in conjunction with the accompanying drawings.
[0036] see figure 2 , the present invention comprises the following steps:
[0037] 1) Establish a diatomic molecule ideal gas system model as attached figure 1 Shown, wherein ●○ represents a diatomic molecule;
[0038] 2) Treat the ideal gas system as an indistinguishable particle system, calculate the microscopic state number Ω of the system, and its microscopic state expression is Ω=(Z N / N! )exp(U / (kT));
[0039] 3) Due to the huge number of particles in the system, use Stirling to approximate lnN! ≈N(lnN-1) simplifies the expression of the number of microscopic states, and the simplified result is Ω=(Ze / N) N exp(U / (kT));
[0040] 4) Analyze and obtain the internal energy U expression U=c of the ideal gas V T;
[0041] 5) Analyze and obtain the constant-volume heat capacity expression of the diatomic molecular ideal gas system at room temperatur...
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