Refrigeration and Air-conditioning Miscellaneous
- A thin layer of water in a field is formed after a farmer has watered it. The ambient air conditions are: temp. 20°C and relative humidity 5%. An extract of steam tables is given below.
Neglecting the heat transfer between the water and the ground, the water temperature in the field after phase equilibrium is reached equals
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Given data:
Φ = 5% = 0.05
Tdb = 20°C
From table
At 20°C, Ps = 2.34 kPaΦ = Pv Ps 0.05 = Pv 2.34
Pv =.117 k Pa By Interpolation method,Tdb = - 15 + (-10 + 15 × (0.117 - .1) 0.26 - 0.10
= – 15 + 0.531 = – 14.5° CCorrect Option: C
Given data:
Φ = 5% = 0.05
Tdb = 20°C
From table
At 20°C, Ps = 2.34 kPaΦ = Pv Ps 0.05 = Pv 2.34
Pv =.117 k Pa By Interpolation method,Tdb = - 15 + (-10 + 15 × (0.117 - .1) 0.26 - 0.10
= – 15 + 0.531 = – 14.5° C
- A heat engine having an efficiency of 70% is used to drive a refrigerator having a coefficient of performance of 5. The energy absorbed from low temperature reservoir by the refrigerator for each kJ of energy absorbed from high temperature source by the engine is
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Given: ηengine = 0.7, (C.O.P)R = 5
ηengine = W ...(i) Q1
Now,(C.O.P)R = Q2 W ∴ W = Q2 ...(ii) 5
Again,0.7 = Q2 × 1 5 Q1 or Q2 = 3.5 Q1
Energy absorbed from low temperature reservoir by the refrigerator for each kJ of energy absorbed from high temperature source by the engine = 3.5 kJ.Correct Option: C
Given: ηengine = 0.7, (C.O.P)R = 5
ηengine = W ...(i) Q1
Now,(C.O.P)R = Q2 W ∴ W = Q2 ...(ii) 5
Again,0.7 = Q2 × 1 5 Q1 or Q2 = 3.5 Q1
Energy absorbed from low temperature reservoir by the refrigerator for each kJ of energy absorbed from high temperature source by the engine = 3.5 kJ.
- The thermodynamic cycle shown in figure (T-s diagram) indicates
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T-S diagram represent a reversed brayton cycle used in air conditioning of aeroplanes where air is used as a refrigerant.
Correct Option: B
T-S diagram represent a reversed brayton cycle used in air conditioning of aeroplanes where air is used as a refrigerant.
- The COP of a Carnot heat pump operating between 6°C and 37°C is
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(COP)c.p. = T1 = 310 = 10 T1 - T2 31 Correct Option: A
(COP)c.p. = T1 = 310 = 10 T1 - T2 31
- A heat pump with refrigerant R22 is used for space heating between temperature limits of – 20°C and 25°C. The heat required is 200 MJ/ h. Assume specific heat of vapour at the time of discharge as 0.98 kJ/kgK. Other relevant properties are given below. The enthalpy (in kJ/ kg) of the refrigerant at isentropic compressor discharge is_________.
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Given :T1' = 253 K
T2' = 298 K
S1 = S2 = S2'∴ S1 = S2 = S2' + CP ln T2 T2' 1.7841= 1.7183 + 0.98 ln T2 298
∴ T2 = 318.69 K
∴ Enthalpy of discharge of compressor
⇒ h2 = h2' + Cp (T2' – T1')
∴ h2 = 413.02 + 0.98 (318.69 – 298)
∴ h2 = 433.3 kJ/kg .Correct Option: A
Given :T1' = 253 K
T2' = 298 K
S1 = S2 = S2'∴ S1 = S2 = S2' + CP ln T2 T2' 1.7841= 1.7183 + 0.98 ln T2 298
∴ T2 = 318.69 K
∴ Enthalpy of discharge of compressor
⇒ h2 = h2' + Cp (T2' – T1')
∴ h2 = 413.02 + 0.98 (318.69 – 298)
∴ h2 = 433.3 kJ/kg .