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Sylvain Quoilin Appendix 1 : Other solutions for low grade heat recovery 3. The Stirling cycle The Stirling cycle is represented in figure 66. It comprises 4 transformations : − 12 : Isothermal compression − 23 : Isochoric heating − 34 : Isothermal expansion − 41 : Isochoric cooling The ideal Stirling cycle presents a very good efficiency : the expansion being isothermal, the efficiency is the Carnot efficiency. This efficiency is achieved at the expense of a lower specific work, the pv diagram being flatter. The Stirling engine is described in Figure 67. Figure 66: Ideal Stirling cycle Figure 67: Working principle of the Stirling engine 121PDF Image | Modeling of a Low Temperature Rankine Cycle for Small Scale Cogen
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