0.5 mole of an ideal gas starts from point a in the diagram to the right. It undergoes a constant 500 a b 400 pressure expansion from a to b; a constant volume compression from b to c: and an isothermal 300 compression from c to a. 200 Find the three temperature values Ta, Tb and Tc. Find values for the work done along the three 100 processes Wab, Wbc and Wca and the total work for one cycle W. 1 2 3 4 volume (m³) pressure (Pa)
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- Can I get doublechecking my work for this problem?Please refer to the picture when answering the questions. 0.05 mole of helium is expanded from 1 L to 2 L while pressure is kept constant at 1 atm, as demonstrated in the PV diagram in the picture. Question A: How much work does gas do on its surroundings as it expands? Please give the answer in joules. Question B: What is the change in internal energy of the gas in this expansion? Please give the answer in joules. Question C: How much heat must be input into this gas to complete the process? Please give the answer in joules.An ideal gas is taken through the four processes shown in the figure(Figure 1). The changes in internal energy for three of these processes are as follows: AUAB = 82 J ; AUBC = 14 J; AUDA = -50 J. Figure Pressure D Volume C B < 1 of 1 Part A Find the change in internal energy for the process from C to D. Express your answer using two significant figures. 15 ΑΣΦ 5 AUCD= Submit Provide Feedback Request Answer ? J
- Search tabs An ideal gas expanas isothermally, performing 3.10x10³ J of work in the process. Part A Calculate the change in internal energy of the gas. Express your answer with the appropriate units. AU = Submit Part B for Part A for Part A do for Part Value Request Answer Units redo for Part A Calculate the heat absorbed during this expansion.A heat engine using a monatomic gas follows the cycle shown in the ?? diagram. The gas starts out at point 1 with a volume of ?1=233 cm3, a pressure of ?1=235 kPa, and a temperature of 287 K. The gas is held at a constant volume while it is heated until its temperature reaches 455 K (point 2). The gas is then allowed to expand adiabatically until its pressure is again 235 kPa (point 3). The gas is maintained at this pressure while it is cooled back to its original temperature of 287K (point 1 again). For the first stage of this process, calculate in joules the heat ?12 transferred to the gas and the work ?12 done by the gas. ?12= ?12= For the second stage, calculate the heat ?23 transferred to the gas and the work ?23 done by the gas. ?23= ?23= For the third stage, calculate the heat ?31 transferred to the gas and the work ?31 done by the gas.1 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).
- Question B2i. Give an equation for the infinitesimal change in entropy, ??, of a system in terms of the heat transfer ??? and the temperature ? at which the heat transfer occurs. Explain the sign convention. ii. A litre of water at 20 °C is placed in a fridge at 5 °C. Calculate the change in entropy of the water, including the sign, once all the water has come into thermal equilibrium. iii. Calculate the change in entropy of the fridge from part ii, including the sign. iv. Demonstrate that the Second Law has been obeyed in the process described in ii and iii.In the figure below you see the process done by 9.0 moles of an ideal gas with adiabatic constant 1.60. What is the efficiency of this engine?A cylinder with a piston contains 0.338 mol of ideal gas at 5.10 x 105 Pa and 349 K. Consider these paths: (1) The gas expands isobarically to 3.6 of its original volume. (2) It is then compressed isothermally back to its original volume. (3) It is cooled isochorically to its original pressure in the end. a. Show the series of processes on a pV-diagram. b. Compute the temperature during the isothermal compression; c. Compute the maximum pressure; d. Compute the total work done by the piston on the gas during the series of processes.
- 4.5 kg of water at 39 ^ °C is mixed with 4.5 kg of water at 67^°C in a well - insulated container. Part A Estimate the net change in entropy of the system. Express your answer to two significant figures and include the appropriate units.0.5 mole of an ideal monatomic gas starts from 500 point a in the diagram to the right. It undergoes a a b 400 constant pressure expansion from a to b; a constant volume compression from b to c: and an isothermal a200 compression from c to a. 200 From last week, find the three temperature values Ta, To and T. and the total work for one cycle W. Now find the heat added along the three processes 100 Qab, Qbc and Qca and the efficiency of this process. 2 4 Find the change in entropy along each process Sabı Spc and Sca and the total entrophy change. volume (m³) pressure (Pa)Please help me