The ideal efficiency of an Ericsson cycle with perfect regenerati

The ideal efficiency of an Ericsson cycle with perfect regenerati
| The ideal efficiency of an Ericsson cycle with perfect regeneration and operating between two given temperature limits are:

A. equal to Joule cycle

B. equal to Carnot cycle

C. equal to Brayton cycle

D. less than Carnot cycle

Please scroll down to see the correct answer and solution guide.

Right Answer is: B

SOLUTION

All the given cycles are reversible cycles. For better understanding, all the cycles are explained in detail here:

Carnot Cycle

- Reversible isothermal compression process.

- Reversible adiabatic compression process.

- Reversible isothermal expansion process.

- Reversible adiabatic expansion process.

Ericsson cycle

-Reversible isothermal compression.

- Constant pressure heat addition.

- Reversible isothermal expansion.

- Constant pressure heat rejection.

Stirling cycle

- Isothermal compression

- Constant volume heat addition

- Isothermal expansion

- Constant volume heat rejection

Brayton cycle

- Isentropic Compression

- Isobaric heat addition

- Isentropic expansion

- Isobaric heat rejection