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a. The entropy formula for an ideal monoatomic gas is of the fo... | Filo

a. The entropy formula for an ideal monoatomic gas is of the fo... | Filo

已浏览 5006 次7 个月之前

SOLVED: a) Define entropy. Derive an expression for the evaluation of the change of entropy of an ideal gas in terms of the pressure and temperature of the initial and final states.b) A frictionless cylinder-piston device contains (130 0.1Ã—54) L of air at 100 kPa, 25 Â°C. The air is now compressed in a polytropic process to a final state of 700 kPa, 200 Â°C. Determine:(i) the polytropic exponent 'n';(ii) the work done by the air.c) Air enters a diffuser at a rate of (3 0.01Ã—54) kg/s. The e

SOLVED: a) Define entropy. Derive an expression for the evaluation of the change of entropy of an ideal gas in terms of the pressure and temperature of the initial and final states.b) A frictionless cylinder-piston device contains (130 0.1Ã—54) L of air at 100 kPa, 25 Â°C. The air is now compressed in a polytropic process to a final state of 700 kPa, 200 Â°C. Determine:(i) the polytropic exponent 'n';(ii) the work done by the air.c) Air enters a diffuser at a rate of (3 0.01Ã—54) kg/s. The e

Derive formula of com of WFI... | Filo

Derive formula of com of WFI... | Filo

Derive formula w=-q from 1st law of thermodynamics... | Filo

Derive formula w=-q from 1st law of thermodynamics... | Filo

Derive the entropy departure function for a gas that follows the Redlich-Kwong equation of state: P=(R T)/(V̅-b)-(a)/(T^1 / 2(∇^2+V̅ b)), where a and b are constants. | Numerade

Derive the entropy departure function for a gas that follows the Redlich-Kwong equation of state: P=(R T)/(V̅-b)-(a)/(T^1 / 2(∇^2+V̅ b)), where a and b are constants. | Numerade

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Derive formula (3.15). Using it, show Rel(xn)=[Rel(x0)]^2^n. Hint: Use Rel(xn+1)=(α-xn+1)/(α)=1-b xn+1 Replace xn+1 using (3.14), and then compare the result to [Rel(xn)]^2 | Numerade

Derive formula (3.15). Using it, show Rel(xn)=[Rel(x0)]^2^n. Hint: Use Rel(xn+1)=(α-xn+1)/(α)=1-b xn+1 Replace xn+1 using (3.14), and then compare the result to [Rel(xn)]^2 | Numerade

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