FUNDAMENTALS OF THERMODYNAMICS
10th Edition
ISBN: 9781119634928
Author: Borgnakke
Publisher: WILEY
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The gain of entropy during isothermal non- flow process of 5 lb of air at 60°F is 0.462 Btu/°R. Find the V1/V2.
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- Air as ideal gas in the closed system, find the change of entropy from the initial to the final state, in Btu/lb oR ( degree R ). T1 = 360 oF (degree F), P1 = 14.7 psia T2 = 540 oF (degree F), P2 = 58.8 psiaarrow_forwardygotins lo 6.69) By injecting liquid water into superheated steam. the desuperheater shown in Fig. P6.69 has a saturated vapor stream at its exit. Steady-state operating data are provided in the accompanying table. Stray heat transfer and all kinetic neand potential energy effects are negligible. (a) Locate states to 1, 2, and 3 on a sketch of the T-s diagram. (b) Determine the rate of entropy production within the de-superheater, K.Modelthe in kW/K. ideal as State p(MPa) T°C) ) v × 10³(m³/kg) u(kJ/kg) h(kJ/kg) s(kJ/kg · K) 1 38 1.0065 X 10-3 166.5 168.3 0.5658 1B 0.1308 320 sat. vap. Y2807.9 3069.5 6.8452 3 1.5 1.159 2519.7 2693.6 7.2233 Desuperheater bol Liquid बेे कत 60°C. Det heet ni water 3. Saturated fos vapor P6.4recom O lo lguons 2 Superheated- vapor honor m2 = 0.03 kg/s motava bogisins odt 1ol,nW niarrow_forwardA rigid tank containing air is subjected to a reversible process in which it is heated from its initial state at T, = 600 K and P, = 1.5 bar to a final state with P, = 4.325 bar. Assuming that air can be modelled as an ideal gas, determine the specific change in entropy As12, (kJ/kg-K). Your Answer:arrow_forward
- Consider a turbine operating at steady-state with the operating conditions shown in the figure. Superheated water vapor enters the turbine with a mass flow rate of m = 5 and superheated water vapor exits at p2 and T2. Ignoring stray heat transfer and kinetic and potential effects: a. Calculate the net power of the turbine, Wr, in kW b. Calculate the entropy produced in kW/K All state properties needed to solve are provided below: State T (°C) p (bar) h (kJ/kg) s (kJ/kg-K) (1 1 240 10 2920.4 6.8817 Wr 2 160 3 2782.3 7.1276 P1 = 10 bar T = 240 °C = 3 bar (2) P2 T2 = 160 °Carrow_forwardA closed system undergoes a process in which work is done on the system and heat transfer occurs only at a location on the boundary where the temperature is Tb. Considering an adiabatic an internally reversible process, the system entropy change is O positive negative equal to zero O is not predictable from the info given.arrow_forwardFor a certain ideal gas, R=032 KJ/kgm-K and Cp=1160 J/kgm-K. (a) Find Cv and K. (b) If 6 kgm of this gas undergo a reversible nonflows constant pressure process from V1=2.1 cu.m, p1=0.7MPaa to a state where T2=830 K, find delta H, delta U, and Q and W.arrow_forward
- : Consider the reversible adiabatic flow of steam through a nozzle. Steam enters 1 MPa, 300°C, with a velocity of 30 m/s. The pressure of the steam at the nozzle Q2 / the nozzle at exit is 0.3MP.. Determine the exit velocity of the steam flow from the nozzle, assuming a reversible, adiabatic, steady state, steady flow process.arrow_forwardThis is a Thermodynamics question. Please explain nicely. Considering variable specific heats, find the entropy change of a piston cylinder assembly containing airas an ideal gas and going through the following process: V1=1m3T1=27 C V2=1.7m3T2= 327 Carrow_forwardThe subject is Thermodynamics 1 Processes of Ideal Gasesarrow_forward
- a tank of volume 1m3 initially contains steam at 60 bar 320 degrees celsius . stream is stream withdrawn slowly form the tank until the pressure drops to 15 bar. An electronic resistor in the tank transfers energy to the steam maintaining the temperature constant at 320degree Celsius(c) during the process. Neglecting kinetic and potential effects, determine the amount of entropy produced in kj/karrow_forwardSolve itarrow_forwardIn a cylinder there is 6 m ^ 3 of an ideal gas at a pressure 1 bar .This gas is compressed in a reversible isothermal process till its pressure increases to 5 bar. What amount work is required for this process?arrow_forward
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Physics - Thermodynamics: (21 of 22) Change Of State: Process Summary; Author: Michel van Biezen;https://www.youtube.com/watch?v=AzmXVvxXN70;License: Standard Youtube License