Find the work done on a system consisting of an ideal gas expanding from V0 to 2V0 along the path P = aV2, where a is a constant. The initial pressure and temperature are P0 and T0
Q: Gas in a container is at a pressure of 1.6 atm and a volume of 2.0 m3. (a) What is the work done on…
A: W=PVf-Vi=P2Vi-Vi=PVi=1.6 atm1.01×105 Pa1 atm2.0 m3=3.23×105 J
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A: Given: Vf=94 cm31 cm3=1×10-6 m31 kPa=1×103 Pa
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Q: 1.50 moles of a monatomic ideal gas goes isothermally from state 1 to state 2. P1 = 3.5×105 Pa, V1 =…
A: Given data: Number of moles = 1.50 mole Ideal gas, isothermal process P1 = 3.5 × 105 Pa V1 = 71…
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A: Work done by any gas = P∆V P = pressure ∆V = change in volume.
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Q: One mole of an ideal gas does 1700 J of work as it expands isothermally to a final pressure of 1.00…
A: One mole of an ideal gas does 1700 J of work as it expands isothermally to a final pressure of 1.00…
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Q: Find the total work done on the gas using W=p∆V.
A: Work done on the gas = Total area under the curve ABCD
Q: A monatomic ideal gas expands from 1.70 m3 to 3.50 m3 at a constant pressure of 2.80 ✕ 105 Pa. Find…
A: Given : V1=1.70 m3V2=3.50 m3P=2.80×105 Pa (a) Work done on gas : W=PV2-V1 Plugging given values…
Q: as in a container is at a pressure of 4.20 atm and a volume of 8.00 m³. (a) What is the work done on…
A: Given: Pressure contained is = 4.20 atm Volume of gas = 8.00 m3 To find: Work Done on the Gas
Find the work done on a system consisting of an ideal gas expanding from V0 to 2V0 along the path P = aV2, where a is a constant. The initial pressure and temperature are P0 and T0
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- 158 J of energy is transferred to a system consisting of 2.0 moles of an ideal gas. If the volume of this gas stays at a constant 2.8 L, calculate the change in internal energy of the gas.Needs Complete typed solution with 100 % accuracy.One mole of an ideal gas does 1700 J of work as it expands isothermally to a final pressure of 1.00 × 105 Pa and volume of 0.031 m3 a) what was the inital volume of the gas in cubic meters? b) what is the tempature of gas in kelvin
- Look at the P-V diagram below (Diagram 1). Calculate the work done by the gas for the paths A, B and C. Assume that in Diagram 1, P1 = 1 atm, P2 = 4 atm, V1 = 5 L, V2 = 15 L. a) WA = 1013 J, WB = 0, WC = -2533 J b) WA = 0.01 J, WB = 0, WC = -0.025 J c) WA = 2533 J, WB = 0, WC = -1013 J Calculate the work done by the gas for the path AB in Diagram 2. Use the data: P1 = 1 atm, P2 = 4 atm, V1 = 5 L, V2 = 20 L. (Path AB is an "isothermal" which means the temperature T is constant on this path). a) 0.012 J b) 1220 J c) 0.0278 J d) 2809 J1.7 Ideal gas response functions Find the thermal expansion coefficient and the isothermal compressibility for an ideal gas and show that in this case Cp - Cy = - a² can be reduced to Cp – Cy = Nkg for the molar specific heats. TV КтAn ideal monatomic gas expands isothermally from 0.570 m³ to 1.25 m³ at a constant temperature of 800 K. If the initial pressure is 1.18 x 105 Pa find the following. (a) the work done on the gas (b) the thermal energy transfer Q J (c) the change in the internal energy J