2. Consider saturated water in a fixed thermodynamic state with a pressure of 0.15MPa and a temperature of 384.5 K. Find the value of the enthalpy in that state.
Q: 4. Suppose you have 5 moles of helium gas (ideal, monatomic), which expands under constant pressure.…
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Q: If a 4 moles of a gas at a pressure of 5.6 atm and a volume of 12 liters, what is the temperature?
A: Givenn=4 molesP=5.6 atmV=12 L
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A: Convert the temperature from degree Celsius to Kelvin.
Q: 1. What is the internal energy of 2.00 mol of an ideal monatomic gas at 240 °C? R= 8.31 J/(mol K)
A: We will first write an expression for internal energy of an ideal monatomic gas. Then we will…
Q: 1. Two moles of helium gas are placed in a cylindrical container with a piston. The gas is at room…
A: Given Data:Room temperature Pressure Gas constant To Determine:(a). The work the external agent does…
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Q: 1. A container holds 4.0 g of neon at a pressure of 5.0 atm and a temperature of 15 °C. How much…
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Q: 21) You find that the heat capacity at constant volume for 3 moles of a substance is 9R, where R is…
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Q: 6. The Joule-Kelvin coefficient that determines the performance of a gas in a throttling process is…
A: Given that the Joule-Kelvin coefficient is defined as μJK=∂T∂PH.................................(1)…
Q: An ideal gas of 79.767moles is taken through the following cycle: 1. Expansion at constant pressure…
A: Given: P1=1.353 atm=137092.73 Pa1 atm=101325 paV1=1.37 m3P2=0.131 atm=13273.575 PaV2=2.69 m3n=79.767…
Q: 11. Ahelium-filled toy balloon has a gauge pressure of o.200 atm and a volume of 10.0 L. How much…
A: Given : Pg = 0.200 atm = 0.200 × 1.013 × 105 = 2.026 × 104 Pa V = 10 L = 0.01 m3
Q: A copper-constantan thermocouple generates a voltage of 4.75 x 10-3 volts when the temperature of…
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Q: 10. If the temperature of a monoatomic ideal gas is raised from 93 °F to 128 °F, by how much will…
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Q: (b) Find the increase in internal energy if translational, rotational, and vibrational motions are…
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Q: 4. The PV diagram below depicts two equilibrium states (A and B) of two moles of helium gas confined…
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Q: Prove the following relation. ds = Cv Ср * (P) P + (), dP T ӘР P dv
A: To prove the given relation: dS=CVT∂T∂PVdP+CPT∂T∂PPdP
Q: 1. Two monoatomic ideal gases A and B are at the same temperature. If 1 g of gas A has the same…
A: As, both the gases are monoatomic, and their temperatures are also same, the ratio of number of…
Q: 1. Two moles of an ideal gas at 25 °C compresses isothermally from a pressure of 4 atm to 1 atm.…
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Q: 1. An ideal gas at initial pressure PF4PA and temperature T=200K expands isothermally to 3 times its…
A: During isothermal expansion, P1P2=V2V1⇒P2=V1×P1V2 Substitute the given values in above…
Q: Show that TV 32 Cp – Cy = %3D reduces to Cp-Cv = R for an ideal gas.
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Q: 1. The pV-diagram p (Pa) shown illustrates the adiabatic compression of a di- atomic ideal gas from…
A: P1 = 160kpa. T1 = 300k T2 = 420k Gamma= Y = 1.4 for diatomic gas.
Q: 10. If the temperature of a monoatomic ideal gas is raised from 90 °F to 138 °F, by how much will…
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- 1. Building on our knowledge of gases: 1.6 mole of CO₂ (g) occupies 3.2 L at T = 300 K. If the gas is compressed isothermally at constant external pressure Pext so that the final volume is 1.2 L, calculate the smallest value Pext can have, assuming that CO₂ satisfies the van der Waals equation of state under these conditions. Calculate the work involved using this value of Pext.3. The specific Helmholtz Free energy f is related to the specific internal energy u as: ƒ (T, a) = u — Ts where the "natural variables" of f are temperature and specific volume. a. Expand the differential off in terms of partial derivatives with respect to the natural variables of f b. Using the result from a. and applying the 1st Law of Thermodynamics, what are af T and of la? θα c. From the equality of mixed partial derivatives, show that Op ari la əs θα5. A system consists of a two-phase liquid-vapor mixture of 5 kg of R-134a. One kg is saturated liquid. What is the quality? 6. Given the temperature and specific volume of a two-phase liquid-vapor mixture, how would you determine the specific internal energy? 2
- 18.16 A sample of a hypothetical ideal gas has a volume of o.5 m3 at a temperature of 5 °C and a pressure of 250 kPa. a. How many molecules of gas are there in this sample? b. How many moles of gas are there in this sample?1. Two moles of helium gas are placed in a cylindrical container with a piston. The gas is at room temperature 27 °C and under a pressure of 3.3.105 Pa. When the pressure from the outside is decreased, while keeping the temperature the same as the room temperature, the volume of the gas doubles. Use that the gas constant R = 8.31 J/(mol K). Think: What kind of process is this? Isobaric, isothermal, adiabatic, isochoric or non-quasi-static? (a) Find the work the external agent does on the gas in the process. W = ext. agent (b) Find the heat exchanged by the gas and indicate whether the gas takes in or gives up heat. Assume ideal gas behavior. Q= ✓J Q is realeased by gas Q is absorbed by the gas3. The specific Helmholtz Free energy f is related to the specific internal energy u as: f(T, a) = u - Ts where the "natural variables" of fare temperature and specific volume. a. Expand the differential off in terms of partial derivatives with respect to the natural variables of f b. Using the result from a. and applying the 1st Law of Thermodynamics, what are af af Tand да ila? ap c. From the equality of mixed partial derivatives, show that ƏT = Əs θα |T