One mole of a monatomic ideal gas goes round the cycle on a β diagram: at constant volume, at constant pressure, at constant volume, at constant pressure. The efficiency of the cycle is nearly
Answer and explanation
Correct answer: B. 15.4%
- Step 1: Net mechanical work performed in one cyclic execution equals the enclosed area of the rectangular loop on the diagram: .
- Step 2: Heat is absorbed during the two endothermic legs: isochoric heating and isobaric expansion .
- Step 3: For a monatomic gas (, ): , and . Total heat input is .
- Step 4: Evaluate cycle efficiency: .
Answer
15.4%.
Why not the others: 20% ignores the isochoric heat absorbed along path (); 12.5% erroneously includes heat expelled during compression into total input heat; 25% uses incorrect heat capacity coefficients.
Practise more Thermodynamics.
Free questions with an explanation for every one, and full timed NEET UG mock tests.
More Thermodynamics questions
- A Carnot engine works between and . What is its efficiency (in %)?
- A Carnot engine works between and . What is its efficiency (in %)?
- A Carnot engine works between and . What is its efficiency (in %)?
- A Carnot engine works between and . What is its efficiency (in %)?
- A Carnot engine has an efficiency of . When the temperature of its sink is lowered by (source unchanged), the efficiencβ¦