Two moles of a diatomic gas are taken through the cycle ABCA as shown on thePV diagram in the figure to the right. At A the pressure and temperature are5 atm and 600 K. The volume at B is twice that at A. The segment BC is anadiabatic expansion and the segment CA is an isothermal compression. (a) Whatis the volume of the gas at A? (b) What are the volume and temperature of the gasat B? (c) What is the temperature of the gas at C? (d) What is the volume of thegas at C? (e) How much work is done by the gas in each of the three segments ofthe cycle? (f) How much heat is absorbed by the gas in each segment of the cycle?(g) What is the thermodynamic efficiency of this cycle?C.

Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and…

Answered: Two moles of a diatomic gas are taken…

Similar questions

A cylinder contains 0.250 mol of carbon dioxide (CO₂) gas at a temperature of 27.0°C. The cylinder is provided with a frictionless piston, which maintains a constant pressure of 1.00 atm on the gas. The gas is heated until its temperature increases to 127.0°C. Assume that the CO₂ may be treated as an ideal gas. Part A How much work is done by the gas in this process? Express your answer in joules. — ΑΣΦ W = Submit Part B On what is this work done? The work is done on the piston. The work is done on the cylinder. Submit Part C Request Answ AU = What is the change in internal energy of the gas? Express your answer in joules. ΑΣΦ Submit Request Answer Request Answer P Pearson W ? ? J J
Please and thank you for your help! Make sure the answer is in the correct units! NO TUTOR HAD GOT THIS CORRECT
I need help with A and B for this problem. I want to see the detailed steps.
A 12 g bullet is fired from a gun and moves vertically upwards at a velocity of 950m/s and strikes a 2kg brick which is originally at rest, as shown in the picture below. If the bullet emerges from the brick at a speed of 290m/s, determine 1. What is the The maximum height to which the brick rises? 2. What is The increase in the internal energy of the whole bullet-brick system? 290 m/s 950 m/s
Please just do parts c and d
part b please
Problem 4: Consider a cylinder with a movable piston containing n moles of an ideal gas. The entire apparatus is immersed in a constant temperature bath of temperature T Kelvin. The piston pushes slowly outward on an external body which matches the force momentarily at each instant so that the gas expands quasi-statically from a volume V1 to V2 at constant temperature T. The isothermal process is shown in the figure above, where the pressure p is related to the volume V by the ideal gas law as follows: pV = nRT, where R is the gas constant. Part (b) For n = 3 moles, T = 350 K, and V2 = 2.5V1, determine the work done by the gas on the external body. The gas constant is R = 8.314 J K-1 mol-1.
Please help me with these questions a. What is the name given to this cycle, and why is it important? The volume of the ideal gas at point 1 is V1, etc. By analysing the adiabatic processes, we find that: V_2/V_1 = V_4/V_3 b. The work done during the isothermal processes is WC (between points 1 and 2) and WH (between points 3 and 4). Find an expression for the fraction WC / WH in terms of TC and TH. c. Apply the First Law of Thermodynamics to the isothermal processes to show that the efficiency of this cycle is (please see the image with the corresponding formula for question c) d. Use the Second Law of Thermodynamics to explain why no heat engine can be more efficient than a perfectly reversible engine. You may wish to include a heat flow diagram in your answer.
= 2 is taken through a cycle as shown in the figure to the right, which is not necessarily drawn to scale. n moles of an ideal gas with adiabatic index Y The cycle proceeds as follows: 1– 2 is an isobaric compression to V2= Vo/2 2 – 3 is an isochoric process with P3 = 3P0 3 – 4 is an isothermal compression to V4 = Vo/4 4 – 5 is an isochoric heating process 5 – 1 is an adiabatic expansion back to Vo ЗРо Ро Vo/4 Vo/2 Vo (a) at constant pressure, What are Cv, the molar specific heat at constant volume, and Cp, the molar specific heat for this gas? Your answer should be in terms of n, R, T , or a subset of these quantities. (b) ( diagram) in terms of Po, and the temperatures T,, T3 , T4 , and T3 (the temperatures at points 2 – 5) in terms of To. All work must be shown. Find the unknown quantities P4 and P5 (which are the pressures at points 4 and 5 on the (c) Find the work done on the system in terms of n, R, T, , and pure numbers only for the 3, 3 → 4, 4 → 5, and 5 → 1. Make sure to show…