Abstract

In this paper, we compare Stirling and Ericsson cycles to determine which engine produces greater net work output for various situations. Both cycles are for external heat engines that utilize regenerators, where the difference is the nature of the regeneration process, which is constant volume for Stirling and constant pressure for Ericsson. This difference alters the performance characteristics of the two engines drastically, and our comparison reveals which one produces greater net work output based on the thermodynamic parameters. The net work output equations are derived and analysed for three different scenarios: (i) equal mass and temperature limits; (ii) equal mass and pressure or volume; and (iii) equal temperature and pressure or volume limits. The comparison is performed by calculating when both cycles produce equal net work output and then analysing which one produces greater net work output based on how the parameters are varied. In general, the results demonstrate that Stirling engines produce more net work output at higher pressures and lower volumes, and Ericsson engines produce more net work output at lower pressures and higher volumes. For certain scenarios, threshold values are calculated to illustrate precisely when one cycle produces more net work output than the other. This paper can be used to inform the design of the engines and to determine when a Stirling or Ericsson engine should be selected for a particular application.

Highlights

  • Due to an increasing worldwide demand for clean energy, there is a corresponding need for alternative technologies to provide reliable and sustainable energy to meet this demand

  • This indicates that the net work output of the two cycles is equal when the volume ratio of the Stirling cycle is equal to the pressure ratio of the Ericsson

  • In order to understand how all of the parameters influence the net work output, both cycles are compared for three different scenarios: (i) equal mass and temperature limits, where pressure and volume ratios are varied; (ii) equal mass and pressure or volume ratios, where the temperature limits are varied; and (iii) equal temperature and pressure or volume limits, where the mass is varied

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Summary

Introduction

Due to an increasing worldwide demand for clean energy, there is a corresponding need for alternative technologies to provide reliable and sustainable energy to meet this demand External heat engines, such as Stirling and Ericsson engines, offer the ability to use many different heat sources to provide reliable and sustainable power, such as solar thermal, biomass and waste heat. By calculating the values at which the work is equal for both cycles, we are able to determine over which range of parameters each cycle will produce more or less work relative to the other cycle With this analysis, we are able to understand when one cycle is more advantageous than the other, which can be used to inform the design of the engines and determine when one should be selected over the other for a particular application

Theoretical Model
Stirling Cycle
Ericsson Cycle
Results and Discussion
Comparison with Equivalent Mass and Temperature Limits
Comparison with Equivalent Mass and Pressure or Volume Ratios
Equivalent Pressure Ratios
Equivalent Volume Ratios
Comparison with Equivalent Temperature Limits and Pressure or Volume Ratios
Equivalent Pressure Ratio and Fixed Maximum Volume
Equivalent Volume Ratio and Fixed Maximum Pressure
Conclusions
Full Text
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