Question

1) An isentropic flow: a) has no heat transfer, b) does not allow temperature to change,...

1) An isentropic flow: a) has no heat transfer, b) does not allow temperature to change, c) can occur in a real physical problem, d) can only occur when the fluid is at rest.

2) Based on the first law of thermodynamics (assuming no chemical reactions, i.e. just a simple gas like air or helium): a) changing the flow velocity can heat the flow, b) moving a solid body through a fluid can heat the fluid, c) compressing a perfectly insulated container that holds a non-moving gas can heat the gas, d) if a completely stationary gas is held within a rigid container that is perfectly insulated then the temperature of the gas will decrease with time.

3) The speed of sound: a) is computed assuming an isothermal process, b) decreases with increasing altitude in the troposphere of the US Standard Atmosphere, c) violates the 2nd law of thermodynamics, d) is about 900 m/s at sea level, e) is different at different times of the year at the same location (say, the Ames airport).

4) For a thermally perfect gas: a) specific heats are constants, b) internal energy and enthalpy are only functions of temperature, c) pressure obeys the ideal gas law, d) the temperature is high enough that the gas dissociates.

5) For a calorically perfect gas: a) specific heats are constants, b) internal energy and enthalpy are only functions of temperature, c) pressure obeys the ideal gas law, d) the temperature is high enough that the gas dissociates.

My guesses:

1) a) has no heat transfer

2) a) changing the flow velocity can heat the flow, b) moving a solid body through a fluid can heat the fluid, c) compressing a perfectly insulated container that holds a non-moving gas can heat the gas

3) b) decreases with increasing altitude in the troposphere of the US Standard Atmosphere

4) b) internal energy and enthalpy are only functions of temperature, c) pressure obeys the ideal gas law

5) a) specific heats are constants, c) pressure obeys the ideal gas law

Homework Answers

Answer #1

1. An isentropic flow: Correct Answer is a) has no heat transfer, because Isentropic means no change in entropy.

2. Based on the first law of thermodynamics (assuming no chemical reactions, i.e. just a simple gas like air or helium): Corrcet option is c) compressing a perfectly insulated container that holds a non-moving gas can heat the gas, PV = nRT

3. The speed of sound: Correct option is e) is different at different times of the year at the same location as speed of sound depends on temperature so as temperature changes throughout the year speed of sound also changes.

4. For a thermally perfect gas: Correct option is b) internal energy and enthalpy are only functions of temperature, and  c) pressure obeys the ideal gas law

5) For a calorically perfect gas: Correct option is a) specific heats are constants, as per definition.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A) 1 kg of air with a pressure of 13 bar and a temperature of 125...
A) 1 kg of air with a pressure of 13 bar and a temperature of 125 ° C is heated as isobar up to 550 ° C. a) Work done during heating, b) Internal energy and enthalpy change, c) Calculate the amount of heat consumed. (R = 287 j / kgK, x = 1,4) B) An ideal gas with a pressure of 1 bar and a volume of 0.5m³ is compressed isothermally up to 17 bar pressure. Calculate the volume...
Increasing the temperature of the heat addition (T subscript H) in any heat engine cycle, with...
Increasing the temperature of the heat addition (T subscript H) in any heat engine cycle, with keeping all other parameters unchanged: A. None of the answers. B. Decreases the heat added at high temperature. C. Increases the thermal efficiency of the cycle. D. Decreases the thermal efficiency of the cycle. 1 points    QUESTION 2 The maximum thermal efficiency of the Rankine cycle power plant is achieved when: A. it works on Carnot heat engine cycle. B. the pump work...
A 2.0 mol sample of ideal gas with molar specific heat Cv = (5/2)R is initially...
A 2.0 mol sample of ideal gas with molar specific heat Cv = (5/2)R is initially at 300 K and 100 kPa pressure. Determine the final temperature and the work done on the gas when 1.6 kJ of heat is added to the gas during each of these separate processes (all starting at same initial temperature and pressure: (a) isothermal (constant temperature) process, (b) isometric (constant volume) process, and (c) isobaric (constant pressure) process. Hint: You’ll need the 1st Law...
. A container has n = 3 moles of a monoatomic ideal gas at a temperature...
. A container has n = 3 moles of a monoatomic ideal gas at a temperature of 330 K and an initial pressure of three times the atmospheric pressure. The gas is taken through the following thermodynamic cycle: 1.- The gas is expanded isobarically (constant pressure) to Vf = 2.5∙Vi. 2.- The pressure of the gas is decreased isochorically (constant volume) to half of the initial value. 3.- The gas is compressed isobarically back to its initial volume. 4.- The...
1. (a) State the First Law of Thermodynamics. (b) Derive a simple relation: Cp - Cv...
1. (a) State the First Law of Thermodynamics. (b) Derive a simple relation: Cp - Cv = R, between the molar heat capacity at constant pressure Cp and the molar heat capacity at constant volume Cv for an ideal gas, as shown in class. Can you explain why Cp > Cv.
An ideal monatomic gas is contained in a vessel of constant volume 0.330 m3. The initial...
An ideal monatomic gas is contained in a vessel of constant volume 0.330 m3. The initial temperature and pressure of the gas are 300 K and 5.00 atm, respectively. The goal of this problem is to find the temperature and pressure of the gas after 24.0 kJ of thermal energy is supplied to the gas. (a) Use the ideal gas law and initial conditions to calculate the number of moles of gas in the vessel. Your response differs from the...
Two sample of monatomic ideal gas are being kept at the same temperature and pressure in...
Two sample of monatomic ideal gas are being kept at the same temperature and pressure in different containers. Container A has twice the volume of container B. What can you say about the internal energy of container A compared to container B? a) The internal energy of container A is more than twice the internal energy of container B. b) The internal energy of both containers is identical. c) The internal energy of container A is twice the internal energy...
A cylinder sealed with a piston contains an ideal gas. Heat is added to the gas...
A cylinder sealed with a piston contains an ideal gas. Heat is added to the gas while the piston remains locked in place until the absolute temperature of the gas doubles. 1. The pressure of the gas a. doubles b. stays the same c. drops in half 2. The work done by the surroundings on the gas is a. positive b. negative c. zero 3. The thermal energy of the gas a. doubles b. stays the same c. drops in...
Suppose 1300J of heat are added to 1.5 mol of argon gas at a constant pressure...
Suppose 1300J of heat are added to 1.5 mol of argon gas at a constant pressure of 120 kPa. (Assume that the argon can be treated as an ideal monatomic gas.) (a) Find the change in internal energy. J (b) Find the change in temperature for this gas. K (c) Calculate the change in volume of the gas. m3
Suppose 1300 J of heat are added to 4.3 mol of argon gas at a constant...
Suppose 1300 J of heat are added to 4.3 mol of argon gas at a constant pressure of 120 kPa. (Assume that the argon can be treated as an ideal monatomic gas.) (a) Find the change in internal energy. J (b) Find the change in temperature for this gas. K (c) Calculate the change in volume of the gas.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT