In the majority of automotive air conditioning systems, the compressor cont
inuously cycles on and off to meet the steady-state cooling requirements of
the passenger compartment. Since the compressor is a belt-driven accessory
device coupled to the engine, its cycling rate is directly related to the
vehicle speed. The refrigeration system's losses increase with increasing v
ehicle speed and thus with increasing compressor cycling. This paper identi
fies and quantifies individual losses in an automotive vapor-compression re
frigeration system during compressor cycling. The second law of thermodynam
ics, in particular, nondimensional entropy generation, is used to quantify
the thermodynamic losses of the refrigeration system's individual component
s under steady driving conditions at idle, 48.3 kph (30 mph), and 96.6 kDh
(60 mph). A passenger vehicle containing a cycling-clutch orifice-tube vapo
r-compression refrigeration system was instrumented to measure refrigerant
temperature and pressure, and air temperature and relative humidity. Data w
ere collected under steady driving conditions at idle, 48.3 kph (30 mph), a
nd 96.6 kph (60 mph). A thermodynamic analysis is presented to determine th
e refrigeration system's performance. This analysis shows that the performa
nce of the system degrades with increasing vehicle speed. Thermodynamic los
ses increase 18% as the vehicle speed changes from idle to 48.3 kph (30 mph
) and increase 5% as the vehicle speed changes from 48.3 kph (30 mph) to 96
.6 kph (60 mph). The compressor cycling rate increases with increasing vehi
cle speed, thus increasing the refrigeration system's losses. The component
with the greatest increase in thermodynamic losses as a result of compress
or cycling is the compressor itself. Compressor cycling reduces the compres
sor's isentropic efficiency, and thus the system's thermodynamic performanc
e. The individual component losses of the refrigeration system are quantifi
ed. The redistribution of these losses is also given as a function of incre
asing vehicle speed (i.e, increasing compressor cycling). At 96.6 kph (60 m
ph), the thermodynamic losses, based on the ratio of entropy generation to
entropic load, are 0.22, 0.10, 0,07, and 0.02 in the compressor, the conden
ser, the evaporator-accumulator, and the orifice tube, respectively. The co
mpressor losses dominated the overall system performance. The overall syste
m efficiency could be significantly improved by increasing the compressor's
efficiency. The compressor's efficiency could be improved by reducing or e
liminating cycling, such as could be accomplished by using a variable capac
ity compressor or by not directly coupling the compressor to the engine. An
other way to increase the compressor's volumetric efficiency during cycling
would be to reduce the compressor operating range. This could be accomplis
hed by using two compressors such as is done in two-stage cascade refrigera
tion systems. (C) 2000 Elsevier Science Ltd. All rights reserved.