FUNDAMENTALS OF THERMODYNAMICS
10th Edition
ISBN: 9781119634928
Author: Borgnakke
Publisher: WILEY
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Consider a heat transfer process of the steady form that occurs along a plain wall.
While the inner room temperature was kept at 25 °C, the outdoor environment temperature
was measured to be 2 °C. If the heat transfer at this plain wall in an hour is 3,528 kJ,
determine the.total exergy destruction per unit time (the rate), which occurs during this heat
transfer process, a) use the total entropy generation to find the rate of the total exergy
destruction in the room (i.e.., use the entropy balance), b) use the exergy balance to find the
rate of the total exergy destruction in the room
Hint, find enthalpy, entropy at each state
Example 8.5. Heat flows from a hot reservoir at 800 K to another reservoir at 250 K. H entropy change of the overall process is 4.25 kJ/K, make calculations for the heat flowinger of the high temperature reservoir.
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- Steam is delivered to turbine at 5.4 MPa and 600 degree C. Before condensation at 31 degree C, steam is extracted for feed water heating at 0.6 MPa. The turbine exhaust is 60 degree C. the required values of some state point properties are tabulated below. 10. Calculate the net work of the cycle.arrow_forwardPersonal Hotspot : 1 connection(s),Used 41.0 MB Photos 1235/1236 0.05 kg of steam at 10 bar, dryness fraction 0.84, is hcated reversibly in a rigid vessel until the pressure is 20 bar. Calculate the change of entropy and the heat supplied. Show the area which represents the heat supplied on a T-s diagram. Send Set as Add to Edit Delete 发arrow_forwardProvide the given, manula step by step solution, and diagram for below problem. The efficiency of Carnot cycle operating at minimum temperature of60 degree Fahrenheit is 80%. Find the maximum temperature of the cycle.arrow_forward
- i need the answer quicklyarrow_forwardOne mol of an ideal gas is taken through The gas is subjected a three-step cyclic process. successively to an isothermal expansion at 600 K from 5 to 3 bar (path a to b), a constant-pressure cooling (b to c), and a constant-volume heating (c to a). All processes are reversible. Cy and Cp AH for each step and for the entire process. Draw the cycle on the PV diagram. Compile all results in a table, as follows: 21.686 J mol-K-1 =30 J mol-1K-1. Calculate Q, W, AU and %3Darrow_forward1 mol of ideal gas was isothermally compressed but irreversible @130degreecelcius from from 2.5 to 6.5 bar in a piston. The needed work is 30%>reversible work of this process (isothermal). The transferred heat from gas flows to heat sink @25degcelcius during the compression. Find entrophy changes, total entropy and the heat sink.arrow_forward
- SU-2 A gas at 500K is in a cylinder with a frictionless piston. The gas goes thru a reversible cycle during which it absorbs 400J from a reservoir at 500K. During part of the cycle the gas rejects heat Q to a reseroir at 300K. Let the system be defined as the gas. a) What is the change in entropy for the system for one cycle of operation of the engine? Briefly explain your answer. b) Find the change in entropy for the universe for one cycle of operation of the engine. Briefly explain your answer. c) Find the change in entropy for the surroundings for one cycle of operation of the engine. Briefly explain your answer. d) Use your results from the previous parts to find how many joules of heat were rejected to the 300K reservoir during this process.arrow_forward1. In a steam power plant steam enters the turbine at 6 bar and 400°C and is expanded isentropic ally to the condenser pressure of 0.1 bar. If the isentropic efficiency of the turbine is 80%, find the actual net work output and the thermal efficiency.arrow_forward78 kg of water vapor is found as saturated vapor at 650 kPa pressure in a cube-shaped container with a fixed volume. The cube lost heat and its pressure dropped to 325 kPa. Since the environmental conditions are 100 kPa 25 ºC, find the exergy change of the steam in the first and the last state, the exergy change in the steam, the exergy destruction and the second-law efficiency for this process change.arrow_forward
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