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86 A steam power plant employs two adiabatic turbines in series Steam enters the first turbine at 92315 K (650 C) and 7000 kPa and discharges from the second turbine at 20 kPa The system is designed for equal power outputs from the two turbines, based on a turbine efficiency of 78% for each turbine Determine the temperature and pressure of the steam in its intermediate state between the two turbines What is the overall efficiency of the two turbines together with respect to isentropic expansion of the steam from the initial to the final state 87 A steam power plant operating on a regenerativecycle, as illustrated in Fig 85, includes just one feedwater heater Steam enters the turbine at 4500 kPa and 77315 K (500 C) and exhausts at 20 Wa Steam for the feedwater heater is extracted from the turbine at 350 kPa, and in condensing raises the temperature of the feedwater to within 6 K (6 C) of its condensation temperature at 350 kPa If the turbine and pump efficiencies are both 078, what is the thermal efficiency of the cycle and what fraction of the steam entering the turbine is extracted for the feedwater heater 88 A steam power plant operating on a regenerativecycle, as illustrated in Fig 85, includes two feedwater heaters Steam enters the turbine at 6500 kPa and 87315 K (600 C) and exhausts at 20 kPa Steam for the feedwater heaters is extracted from the turbine at

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CHAPTER 8 Production of Powerfrom Heat pressures such that the feedwater is heated to 46315 K (190 C) in two equal increments of temperature rise, with 5 K (5 C) approaches to the steam-condensation temperature in each feedwater heater If the turbine and pump efficiencies are both 080, what is the thermal efficiency of the cycle and what fraction of the steam entering the turbine is extracted for each feedwater heater

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89 A power plant operating on heat recovered from the exhaust gases of internal combustion engines uses isobutane as the working medium in a modified Rankine cycle in which the upper pressure level is above the critical pressure of isobutane Thus the isobutane does not undergo a change of phase as it absorbs heat prior to its entry into the turbine Isobutane vapor is heated at 4800 kPa to 53315 K (260"C), and enters the turbine as a supercritical fluid at these conditions Isentropic expansion in the turbine produces a superheated vapor at 450 kPa, which is cooled and condensed at constant pressure The resulting saturated liquid enters the pump for return to the heater If the power output of the modified Rankine cycle is 1000 kW, what is the isobutane flow rate, the heat-transfer rates in the heater and condenser, and the thermal efficiency of the cycle The vapor pressure of isobutane is given by

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810 A power plant operating on heat from a geothermal source uses isobutane as the working medium in a Rankine cycle (Fig 83) Isobutane is heated at 3400 kPa (a pressure just a little below its critical pressure) to a temperature of 41315 K (140 C), at which conditions it enters the turbine Isentropic expansion in the turbine produces superheated vapor at 450 kPa, which is cooled and condensed to saturated liquid and pumped to the heaterboiler If the flowrate of isobutane is 75 kg s-', what is the power output of the Rankine cycle and what are the heat-transfer rates in the heaterboiler and cooler/condenser What is the thermal efficiency of the cycle Repeat these calculations for a cycle in which the turbine and pump each have an efficiency of 80% The vapor pressure of isobutane is given in the preceding problem 811 For comparison of Diesel- and Otto-engine cycles: (a) Show that the thermal efficiency of the air-standard Diesel cycle can be expressed as

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