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SensMdot: data: Heat_source: SensTsf: Control Unit: Heat_sink: Generator: Chapter 6: Case studies Mass flow rate sensor (e.g. coriolis flow meter). temperature and flow rate data for the heat source and heat sink (Figure 87 and Eq 93) Definition of the hot fluid mass flow rate, temperature, specific heat and density as a function of data Hot fluid temperature sensor. Control of the pump capacity fraction and expander speed (detailed in Figure 90) Definition of the cold fluid mass flow rate, temperature, specific heat and density as a function of data Ideal synchronous generator. The frequency is set by the Control Unit. Because of the transient character of the simulation, the performance indicators must be expressed as integrated values. The net work output: t2 Wnet=∫(W ̇ exp−W ̇ pp)dt (94) (95) (96) (97) Value 20 7.63 m2 9.56 l t1 The cycle efficiency ηORC : t2 Wnet=ηORC⋅∫Q ̇ev dt t1 The heat recovery efficiency εhr : t2 t2 ∫Q ̇evdt=εhr⋅∫M ̇htf⋅(hhtf ,su−hhtf ,ref)dt t1 t1 hhtf ,ref being the heat transfer fluid reference enthalpy at 25°C. The overall energy conversion efficiency is finally defined by: ηoverall =ηORC⋅εhr The final cycle parameters are summarized in Table 27. Parameter N A V Description Value Evaporator Number of cells 20 Heat exchanger 3.078 area m2 Internal volume 3.3 l Parameter N A V Description Condenser Number of cells Heat exchanger area Internal volume 21PDF Image | Organic Rankine Cycles for Waste Heat Recovery and Solar Uses
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