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Question

The concept of regeneration is used in which cycles?

The correct answer is

Stirling and Ericsson

Understanding Regeneration in Thermodynamic Cycles

Thermodynamic cycles are fundamental concepts in engineering, describing the processes by which heat is converted into work or vice-versa. One technique used to improve the efficiency of certain cycles is called regeneration.

What is Regeneration?

Regeneration in a thermodynamic cycle is the process of transferring heat from a portion of the cycle that is hot to another portion that is cold. This transfer happens internally within the system, typically during a constant volume or constant pressure process. The goal is to recover energy that would otherwise be expelled to the surroundings and use it to preheat the working fluid entering the high-temperature part of the cycle. This preheating reduces the amount of external heat required, thereby increasing the thermal efficiency.

Regeneration in the Stirling Cycle

The Stirling cycle is a closed regenerative thermodynamic cycle that operates with a gaseous working fluid (like air, hydrogen, or helium). It consists of four ideal processes:

  • Isothermal expansion (heat addition from high-temperature source)
  • Constant volume heat removal (through regenerator)
  • Isothermal compression (heat rejection to low-temperature sink)
  • Constant volume heat addition (from regenerator)

The key component enabling regeneration in the ideal Stirling cycle is the regenerator. During the constant volume cooling process, heat from the working fluid is stored in the regenerator material. During the constant volume heating process, this stored heat is transferred back to the working fluid. This ideal internal heat exchange makes the Stirling cycle's efficiency equal to the Carnot efficiency when operating between the same two temperature reservoirs.

Regeneration in the Ericsson Cycle

The Ericsson cycle is another regenerative thermodynamic cycle. Like the Stirling cycle, the ideal Ericsson cycle achieves Carnot efficiency. It consists of four ideal processes:

  • Isothermal expansion (heat addition from high-temperature source)
  • Constant pressure heat removal (through regenerator)
  • Isothermal compression (heat rejection to low-temperature sink)
  • Constant pressure heat addition (from regenerator)

The Ericsson cycle also uses a regenerator, but the regenerative heat transfer occurs during constant pressure processes instead of constant volume processes as in the Stirling cycle. Heat rejected by the working fluid during the hot-side constant pressure process is stored in the regenerator and then transferred back to the working fluid during the cold-side constant pressure process. This internal heat exchange significantly improves efficiency.

Comparison with other cycles

While cycles like the Rankine cycle use feedwater heaters (which can be seen as a form of regeneration using extracted steam) and the Brayton cycle uses recuperators (similar in principle but typically applied to gas turbines), the ideal Stirling and Ericsson cycles are classically defined by their inclusion of ideal regeneration processes involving internal heat exchange of the working fluid between the hot and cold ends of the cycle, leading to the potential for Carnot efficiency.

Based on the standard definitions and regenerative processes, the concept of regeneration is fundamentally used in the Stirling and Ericsson cycles to achieve higher thermal efficiency by internally recycling heat.

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Important Questions from Rankine Cycle

  1. In a cross compound steam engine _____.

  2. The Rankine cycle will approach to Carnot cycle if

  3. In order to increase the efficiency of Rankine cycle, Which one of the following statement is incorrect?

  4. Which one of the following modifications of the simple ideal Rankine cycle increases the thermal efficiency and reduces the moisture content of the steam at the turbine outlet?

  5. Which combination of the following statements is correct? The incorporation of a reheater in a steam power plant

    (P) Always increase thermal efficiency

    (Q) Always increase the dryness fraction at the condensed inlet

    (R) Increase the mean temperature of heat addition

    (S) Always increases specific work output

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