Which statement best describes how efficiency relates to pressure and temperature ratios in the Brayton cycle?

Prepare for the Gas Turbine Systems Technician – Mechanical A School Test 1. Study with multiple choice questions that come with hints and explanations. Ace your exam!

Multiple Choice

Which statement best describes how efficiency relates to pressure and temperature ratios in the Brayton cycle?

Explanation:
In a Brayton cycle, efficiency improves as the pressure ratio and the temperature ratio across the cycle increase. A higher pressure ratio means the compressor raises the air pressure more before combustion, which increases the turbine inlet temperature for a given fuel flow and raises the turbine work relative to the compressor work. Coupled with a higher maximum cycle temperature (larger temperature rise during combustion), the cycle delivers more useful work per unit of fuel, boosting thermal efficiency — up to material and hardware limits. This is why increasing both pressure and temperature ratios leads to higher efficiency. The other statements don’t fit as well: increasing the pressure ratio does not inherently decrease efficiency; efficiency is not independent of pressure ratio; and while mass flow affects the amount of power produced, it doesn’t determine the cycle’s intrinsic efficiency.

In a Brayton cycle, efficiency improves as the pressure ratio and the temperature ratio across the cycle increase. A higher pressure ratio means the compressor raises the air pressure more before combustion, which increases the turbine inlet temperature for a given fuel flow and raises the turbine work relative to the compressor work. Coupled with a higher maximum cycle temperature (larger temperature rise during combustion), the cycle delivers more useful work per unit of fuel, boosting thermal efficiency — up to material and hardware limits. This is why increasing both pressure and temperature ratios leads to higher efficiency.

The other statements don’t fit as well: increasing the pressure ratio does not inherently decrease efficiency; efficiency is not independent of pressure ratio; and while mass flow affects the amount of power produced, it doesn’t determine the cycle’s intrinsic efficiency.

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