Fundamentals Of Engineering Thermodynamics
9th Edition
ISBN: 9781119391388
Author: MORAN, Michael J., SHAPIRO, Howard N., Boettner, Daisie D., Bailey, Margaret B.
Publisher: Wiley,
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5.29 From a constant temperature reser-
voir (in the surroundings) at 3000°F, there
are transferred 2000 Btu of heat to a Carnot
engine. The engine receives the heat at 440°F
and discharges at the sink temperature of
80°F. (s) Are the heat transfers reversible?
Compute the change of entropy of the engine
system accompanying the heat added process
and the heat rejection process. (b) What is
the net change of entropy of the universe in
one cycle? of the engine in one cycle? (c)
When all the Carnot work produced has been
used, what is AS, for the universe? (d) If the
input to the engine is 2000 Btu of paddle
work (other events remaining as first des-
cribed), what is AS, for the universe?
Ans. (a) 2.222, -2.222 Btu/°R, (b)
1.644 Btu/°R, 0, (c) 3.124, (d) 2.222 Btu/°R.
A well insulated steam turbine receives steam at temperature T1 = 540 °C and pressure p1= 30 bar. Steam exits the turbine at p2 = 0.7 bar and T2 = 160 °C. The mass flow rate of the steam at the inlet is 4kg/s.
a) Calculate the power generated by the turbine
b) Calculate the rate of entropy production, in kW/K, of the turbine process.
c) Calculate the isentropic efficiency of the steam turbine.
You can assume that
Potential energy change and kinetic energy change can be neglected.
The turbine can be modelled as a control volume at steady state.
PLEASE ANSWER WITH COMPLETE SOLUTION AND DIAGRAM.
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- Given 0.603MW electrical power supplied to a boiler when the temperature of the entering water is 20 C and the exiting temperature is 89 C. The flow of.the pressured water is 2 Kg/s. There is a negligible pressure drop through this boiler and it operates at a constant pressure of 3 bars. The specific heat is c = 4,370 J/(Kg K). a) Calculate the total rate of entropy production b) Calculate the total rate of exergy destruction (W). The dead state temperature is 293.2 K and pressure is 1 bar. c) Calculate the mass flowrate of fuel (natural gas, CH4) required to heat the water flow to the conditions of the problem if the electrical heating device is replaced with a gas fired boiler. The high heating value (HHV) of the fuel is 50.02 MJ/kg.arrow_forwardFast ,Do not hold. Two heat engines receive heat from a source at temperature of 550◦C. Heat engine "A" receives 200 kJ of heat and rejects the waste heat to a sink at 180◦C. Heat engine "B" receives 180 kJ of heat and rejects the waste heat to a sink at 120◦C.(a) Caclualte the generated entropy, Sgen, in both processes.(b) Based on your answer in part (a), identify the heat transfer that is more irreversible.arrow_forwardWater in a tank can be heated from T; to T, if by: case (1) Adding heat from external source or case (2) Using electric heater. i The entropy generation will be: Select one: A. Zero in both cases. B. Always Greater in case (1). C. Always Greater in case (2). D. Greater or Lower in any case depending on other operating parameters. E. The same "Non-zero" value in both cases.arrow_forward
- 7. Four pounds of air gain 0.491 BTU/ OR of entropy during a non-flow isothermal process. If pi = 120 psia and V2 = 42.5 ftº, find (a) the initial state (T and p) of the gas and the non-flow work.arrow_forwardSteam @ 500 C and 3500 kPa enters a nozzle at a velocity of 30 m/s and leaves as saturated vapor at 100 kPa, steam experiences a heat loss of 128 kg/ş to the surroundings which are at 25 C. What is the amount of entropy generation (kJ/kg.K)? Select one: A. 0.6291 B. 0.5473 C. 0.2299 D. 0.7424 E. 0.1996arrow_forward8.0 RESULT/ CALCULATION The power stroke in an internal combustion engine can be approximated with a polytropic expansion. Consider air in a cylinder volume of 0.2 L at 7 MPa, 1800 K. It now expands in a reversible polytropic process with exponent, n = 1.5, through a volume ratio of (VN1) 8:1. Calculate the work and heat transfer for the process. PV1.5 = Carrow_forward
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- problem 6.74arrow_forward3. In a cycle, a 4kg ideal gas (MW=3g/mol and k=2.3) confined in a controlled mass system went through three processes. The gas was started at 20kPa and 310K in the first process, and it was isometrically increased by 30kPa. The gas was subjected to 40OK using a process defined by PV^3=C. It returns to its original state polytropically. Calculate the entropy change for each process.arrow_forward4 An air nozzle has an efficiency of .90 and is adiabatic. air enters at p1=200 kPa, T1=1300 K with negligible velocity. air exits at p2=130 kPa. use dead state variables of T0=293 k and P0= 100 kPa and a variable heat capacity. what is t2 and the rate of exergy destruction?arrow_forward
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