a gas mixture consists of 2 mole of Oxygen and 4 mole organ at temperature t neglecting vibrational modes the total energy of the system is
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We have to find the total energy of the system:-
we know that f = degree of freedom
as oxygen is a diatomic gas
diatomic gas degree of freedom f₁ = 5
monoatomic gas degree of freedom f₂ = 3
These are the degree of freedom of oxygen & argon
For a gas , the formula is :-
U = μN = μ
U = 2 × 5 × + 4 × 3 ×
U = 5RT + 6RT
U = 11 RT
Hence the total energy of the system is 11 RT .
Hope it Helps.
we know that f = degree of freedom
as oxygen is a diatomic gas
diatomic gas degree of freedom f₁ = 5
monoatomic gas degree of freedom f₂ = 3
These are the degree of freedom of oxygen & argon
For a gas , the formula is :-
U = μN = μ
U = 2 × 5 × + 4 × 3 ×
U = 5RT + 6RT
U = 11 RT
Hence the total energy of the system is 11 RT .
Hope it Helps.
Answered by
55
HEY!!
______________________________
▶▶Oxygen is diatomic and has five degree of the freedom whereas argon being monatomic has only three degrees of freedom.
✴For a gas,
✔U = UN × 1/2kT = U × 1/2 RT
✔N is the degrees of the freedom.
✔Therefore the total energy,
✔U= 2 × 5 × 1/2 RT + 4 × 3 × 1/2RT = 11 RT
✔✔11 RT
______________________________
▶▶Oxygen is diatomic and has five degree of the freedom whereas argon being monatomic has only three degrees of freedom.
✴For a gas,
✔U = UN × 1/2kT = U × 1/2 RT
✔N is the degrees of the freedom.
✔Therefore the total energy,
✔U= 2 × 5 × 1/2 RT + 4 × 3 × 1/2RT = 11 RT
✔✔11 RT
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