Air in a cylinder-piston system expands and works on the piston. The temperature of the air decreases during the process from the initial temperature of (30xmodifier)°C down to the final temperature of 20°C. Specific heat values of air at constant pressure and constant volume are 1,000 J/kg.K and 730 J/kg.K respectively. (a) Determine the change of enthalpy per mass and the change of internal energy per mass, respectively. (b) This process produces 20 kJ/kg of work. Combine this number with your outcome from (a), to estimate the amount of heat transfer per mass required for this process to happen. (c) Based on the outcome from part (b), determine whether the heat went 'into' the system or 'out of the system.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Modifier = 1.8
Air in a cylinder-piston system expands and works on the piston. The temperature of the air decreases
during the process from the initial temperature of (30xmodifier)°C down to the final temperature of
20°C. Specific heat values of air at constant pressure and constant volume are 1,000 J/kg.K and 730
J/kg.K respectively.
(a) Determine the change of enthalpy per mass and the change of internal energy per mass,
respectively.
(b) This process produces 20 kJ/kg of work. Combine this number with your outcome from (a), to
estimate the amount of heat transfer per mass required for this process to happen.
(c) Based on the outcome from part (b), determine whether the heat went 'into' the system or 'out of
the system.
Transcribed Image Text:Air in a cylinder-piston system expands and works on the piston. The temperature of the air decreases during the process from the initial temperature of (30xmodifier)°C down to the final temperature of 20°C. Specific heat values of air at constant pressure and constant volume are 1,000 J/kg.K and 730 J/kg.K respectively. (a) Determine the change of enthalpy per mass and the change of internal energy per mass, respectively. (b) This process produces 20 kJ/kg of work. Combine this number with your outcome from (a), to estimate the amount of heat transfer per mass required for this process to happen. (c) Based on the outcome from part (b), determine whether the heat went 'into' the system or 'out of the system.
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