A regenerative feedwater heating cycle with an infinite number of feedwater heaters has efficiency equal to?

A regenerative feedwater heating cycle with an infinite number of feedwater heaters has efficiency equal to? Correct Answer Carnot cycle

In the T-S diagram, the area of the parallelogram representing the cycle output will be equal to the area of the rectangle representing the output of the Carnot cycle. Thus, the efficiency of a regenerative feedwater heating cycle with an infinite number of feedwater heaters is equal to that of a carnot cycle.
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Related Questions

In a newly developed innovative idea brought up by CSIR in India, gas turbine exhaust gas are being utilized to convert feedwater into steam. Certain data of the experiment are as follows: mass flow rate of exhaust gas = 40 kg/hr, enthalpy of exhaust gas at the time of their exit from gas turbine is 600 kJ/kg, steam turbine output as measured by brake dynamometer = 60 hp-sec, thermal efficiency of steam power plant is 0.25, efficiency of exhaust gas in converting feedwater into steam is taken as 50%. Find the enthalpy of exhaust gas remaining after they generate steam from feedwater?
Read the following statements about feed water heaters I. Open or contact heaters are also called Deaerator. II. Open or contact heaters constructed to remove non-condensable gases from feed water.
“Regenerative feedwater heating by turbine extraction” is often termed as?
The temperature rise from condenser to boiler saturation is divided __________ among the feedwater heaters for maximum gain in efficiency.
If Stirling cycle with regenerative arrangement and Carnot cycle operate within same temperature limits, then the thermal efficiency of Carnot cycle will be ___________
The efficiency of an ideal regenerative cycle is ____ the Carnot cycle efficiency.
The efficiency of regenerative cycle will be ____ the efficiency of the Rankine cycle.
The efficiency of regenerative Stirling cycle is ____ the efficiency of Carnot cycle.
In a regenerative feed heating cycle, the optimum value of the fraction of steam extracted for feed heating
In a regenerative feed heating cycle, the optimum value of the fraction of steam extracted for feed heating ___________