Calculate work made by 1.75 moles of ideal gas in the isothermal cycle shown in P-V diagram below. AB path expansion is reversible, BC path is under constant volume, and CA path is isobaric. Temperature is 600 K, V₁ = 100 L, V₂ = 500 L.
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- Q8An ideal gas is taken around a 3 state cycle abc. Process ab is isochoric, process bc can be isothermal or adiabatic and process ca is isobaric. States a and b are at fixed pressure and volume. Process c is done at a fixed pressure but can change volume depending on if b to c is done adiabatically or isothermally. What is the relation between the work done for this cycle if b->c is an adiabat vs if b->c is an isotherm?An ideal gas initially at Pi=2atm Vi=3m^3and Ti follows the cycle shown. a. Find the net work done by the gas per cycle b. If Ti=25C what is the number of moles in gas
- Problem 11: A diatomic ideal gas goes through the cycle a → b → c → d → a as shown in the figure. Processes ab and cd are isothermal and occur at temperatures TH = 390 K and TC = 288K, respectively. There are n = 45 moles of this gas in the system, and the initial volume is Va = 0.079 m3. Calculate the total work W done in the entire cycle, in joules.Consider a process (expansion/compression) of a gas (e.g. Ar) in a sealed cylinder surrounded by another gas (e.g. air). Which of the following statements is correct in regards to a change in entropy? Select one: 1. ΔtotS can assume any value: negative, positive or zero, depending on the experimental conditions 2. Δtot S ≥ 0 always 3. ΔsurrS = 0 4. ΔtotS > 0 5. none of the other answers1 mole of an ideal gas follows the cycle shown in the figure. 1-2 is isobaric process, 2-3 is adiabatic process and 3-1 is isochoric process. V1, P1 are given; V2 = 2V1, P2 = P1/3. Determine (according to P1, V1): a) Adiabatic coefficient g and molar specific heats Cv and Cp (from the process 2-3)? b) The heats from 1-2 and 3-1 processes? c) The thermal efficiency of the engine operating with this cycle (the cycle is CCW).
- answer b and c pleaseThree moles of an ideal gas are taken around the cycle acb shown in Fig. For this gas C-29.2J/mol-K. Process ac is at constant pressure, process ba is at constant volume, and process cb is adiabatic. The temperatures of the gas in states a, c, and b are T-300K, Tb-600K and T-492K. Calculate the total work for the cycle. (R-8.31J/mol.K) P 02po Pot Vo 2V, 3Vo 4V, A gas is taken through the cycle shown in the PV diagram in the figure. During one cycle, how much work is done by the gas? O 2POVO O PoVo 4POVO O Zero O 3P,VO
- Which of the followings is true for process 0→8? Select all apply. (0→4 and 0→8 are adiabatic processes.) ΔEth is positive ΔEth is negative ΔEth is zero Wby gas is positive Wby gas is negative Wby gas is zero Q is positive Q is negative Q is zeroOne mole of an ideal monatomic gas goes through the reversible cycle shown. Vc = .0.0130 m³, Vab = 0.0070 m³, pb = 6.00 atm, and y = 5/3. Find the net heat flow into the gas during a complete cycle. Qnet = J What is the efficiency of this cycle? eff= Pb pressure Pac a adiabatic Vab volume V₁ сShown below is the PV-diagram for a clockwise cycle. Determine the work done during the cycle, the heat flow during the cycle, & the change in internal energy during the cycle. W= Q= DeltaU=