Difficulty: Easy
Correct Answer: Yes
Explanation:
Introduction / Context:Volumetric efficiency links what a reciprocating compressor geometrically displaces to how much fresh charge it truly admits and delivers, referred to a common basis (free air). The definition must be precise to compare cylinders with different clearances and valve characteristics.
Given Data / Assumptions:
Concept / Approach:
Volumetric efficiency, η_v, quantifies cylinder filling: η_v = (free-air volume delivered per stroke) / (swept volume). It accounts for clearance re-expansion and suction losses, allowing meaningful comparison across designs and operating ratios. Because it uses free-air reference, η_v connects directly to mass flow at given ambient conditions.
Step-by-Step Solution:
Measure delivered flow and refer it to free-air conditions.Divide by geometric swept volume per stroke.Interpret the result (typically 0.7–0.95 for healthy machines).Hence the provided definition is correct.Verification / Alternative check:
Indicator diagrams and standard test codes adopt this definition; models express η_v in terms of clearance and pressure ratio, reaffirming its basis.
Why Other Options Are Wrong:
“No” would be valid only if delivery were not converted to free-air or if a different basis were specified; here, the statement is standard.
Common Pitfalls:
Using discharge-state volume instead of free-air; ignoring temperature differences; confusing volumetric with isentropic efficiency.
Final Answer:
Yes
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