New Concepts FOR Organic Rankine Cycle Power Systems

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New Concepts FOR Organic Rankine Cycle Power Systems ( new-concepts-for-organic-rankine-cycle-power-systems )

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Chapter 5 5.5.2 Assessment of Dynamic Performance As far as the results of the analysis of the system dynamics are concerned, Fig. 5.8b illustrates the transient response of the system for two points of the Pareto front (i.e., those corresponding to the designs with the largest and the smallest volume). The influence of the ORC power module design on the network frequency transient is clearly visible: the lower the volume, the larger the undershoot and the overshooting of the frequency. On the contrary, large values of the volume limit the frequency drop, by increasing the thermal inertia of the system. Figure 5.9a relates the volume to the minimum frequency reached during the transient, for each point of the Pareto front. The curve presents a highly non-linear trend, with the magnitude of the frequency variations increasing more sharply for decreasing volume. According to the standards for power quality adopted by the platform owner, the frequency undershoot must not exceed 4% of the nominal value. Thus, as results from the dynamic analysis, ORC power modules characterized by overall volume VORC lower than 50 m3 violate this constraint. These designs are therefore identified as unfeasible, and marked with the hollow square (􏰟) symbol in Figs. 5.8a and 5.9a. Figure 5.9b reports the rise time as a function of volume. The rise time is defined here as the time required for the frequency to return back to 99% of the value at steady state. The trend of the curve is also non-linear with a minimum of approximately 14 s at 65 m3. 140 120 100 80 60 40 3.5 1.02 1 0.98 0.96 (b) 20 15 10 3 V [m] ORC freq. [-] load [MW] 3 V =45m ORC 4 4.5 PNET,ORC [MWE] 5.5 6 1200 1250 time [s] 3 V =126 m 5 ORC load 0 1300 1350 5 (a) Figure 5.8: 5.8a multi-objective optimization results, the objective functions, e.g. the ORC system net power ment VORC . The designs identified by the 􏰟 symbol are discarded due to the unacceptable frequency undershoot, while those marked with △ due to volume limitations. The other designs (filled circles) are deemed acceptable. 5.8b results of the dynamic test, the grey line represents the correspond- ing load variation. Normalized frequency and combined cycle load vs time for the two designs characterized by the maximum and minimum values of VORC. Figure 5.10a shows the time evolution of the temperature at the inlet of the ORC turbine T6, together with that of the exhaust gases exiting the gas turbine T10 for three points of the Pareto front. As the load of the gas turbine undergoes a sharp variation, the temperature and the mass flow of the exhaust gases entering the OTB rise. As anticipated in §5.4.2, the dynamics of T6 is much slower than that of T10. The two major contributions to the delay are the inertia of the metal walls 140 Pareto front showing the relation between and the volume of the heat transfer equip-

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