The present paper refers to the numerical prediction of air velocities and
temperatures inside single-sided naturally ventilated buildings and more sp
ecifically the special case in which air from the external environment is b
rought into the building through single-directed openings.
The work is focused on the physical procedures governing air movement durin
g the single-sided natural ventilation. The study presents a mathematical m
odel, implemented in a general computer code, that can provide detailed inf
ormation on velocity and temperature, prevailing in three-dimensional, sing
le-sided ventilated buildings with openings of any geometrical complexity,
for given external meteorological conditions. The mathematical model involv
es the partial differential equations governing flow and heat transfer in l
arge enclosures. Turbulent flow is simulated and buoyancy effects are taken
into account. The model is used to assess the environmental conditions in
a test cell designed and constructed by the National Observatory of Athens
with external conditions corresponding to their measurements. The numerical
results are in good agreement with the experimental values of air velocity
, temperature and pressure, at various sites inside the test cell, (C) 2000
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