d. Water at 2 bar and v = 1.54934 m³/kg. What is T and u of the system? e. R-134a at 52°C and specific enthalpy, h = 180 kJ/kg. What is P (in MPa) and v (m³/kg) of the system? f. R-134a at 5 bar and u = 315 kJ/kg. What is T and v of the system? %3D

Elements Of Electromagnetics
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QUESTION 1
For the closed systems given below, state the phase (if necessary), calculate the quality, x (if any) and determine
the required properties.
a. Saturated water vapour at 120°C. What is P (in MPa) and v (m³/kg) of the system?
b. Water at 300°C and has specific internal energy, u = 1332.7 kJ/kg. What are the P and h of the system?
c. Water at 80 bar and has specific enthalpy, h = 1000 kJ/kg. What is v (m³/kg) of the system?
d. Water at 2 bar and v = 1.54934 m³/kg. What is T and u of the system?
e. R-134a at 52°C and specific enthalpy, h = 180 kJ/kg. What is P (in MPa) and v (m³/kg) of the system?
f. R-134a at 5 bar and u = 315 kJ/kg. What is T and v of the system?
g. Water with x = 0 at P= 280 kPa. State the T and v of the system.
h. Water at 350 kPa and 500°C. State the enthalpy of the system
i. Water at 1900 kPa and 330°C. Give the specific volume of the system.
Transcribed Image Text:QUESTION 1 For the closed systems given below, state the phase (if necessary), calculate the quality, x (if any) and determine the required properties. a. Saturated water vapour at 120°C. What is P (in MPa) and v (m³/kg) of the system? b. Water at 300°C and has specific internal energy, u = 1332.7 kJ/kg. What are the P and h of the system? c. Water at 80 bar and has specific enthalpy, h = 1000 kJ/kg. What is v (m³/kg) of the system? d. Water at 2 bar and v = 1.54934 m³/kg. What is T and u of the system? e. R-134a at 52°C and specific enthalpy, h = 180 kJ/kg. What is P (in MPa) and v (m³/kg) of the system? f. R-134a at 5 bar and u = 315 kJ/kg. What is T and v of the system? g. Water with x = 0 at P= 280 kPa. State the T and v of the system. h. Water at 350 kPa and 500°C. State the enthalpy of the system i. Water at 1900 kPa and 330°C. Give the specific volume of the system.
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