H. Guan et al., LONGWAVE RADIATIVE COOLING RATES IN AXIALLY-SYMMETRICAL CLOUDS, JOURNAL OF GEOPHYSICAL RESEARCH-ATMOSPHERES, 100(D2), 1995, pp. 3213-3220
The effects of cloud sides and of cloud top perturbations on radiative
cooling rates are examined using an approximate model of longwave rad
iative transfer that ignores the effect of scattering on net flux dive
rgence. Tuned monochromatic calculations are used for isothermal cloud
s, and spectral integration from 8 to 13.4 mu m for nonisothermal clou
ds. Water vapor and cloud droplet effects within the cloud are include
d. Atmospheric conditions outside the cloud are fixed appropriate to a
midlatitude summer atmosphere. The distribution of cooling rates in i
solated cylindrical clouds shows local maxima at the cloud top and sid
es as well as modest warming of the base. These rates also depend on c
loud and surface temperature. For a 286 K cloud above a 302 K ground,
the local cooling rates were typically -34 K h(-1) at the cloud top an
d -14 K h(-1) at the cloud sides, with a typical local heating rate of
8 K h(-1) at the cloud base. The gradient in cooling rate near the cl
oud boundaries is very sharp and high rates occur mainly within approx
imate to 20 m of the boundary. The possibility of sustained cloud side
cooling leading to low-level convergence and enhanced cloud developme
nt is noted. Changes in cloud top cooling rates due to positive (lifti
ng) or negative (sinking), axially symmetric perturbations to the top
of horizontally extensive stratiform clouds were also considered. Sign
ificant effects were found that do not cancel when averaged over both
positive and negative perturbations. A lifting of the cloud top does n
ot increase the cooling rate, whereas the peak cooling rate decreases
rapidly in depressions. For small perturbations, approximate to 10 m,
this may tend to inhibit the growth of negative perturbations. For lar
ger perturbations, approximate to 100 m, changes to the radiative cool
ing rates within the positive perturbations and next to the negative p
erturbations may act to sustain the perturbation and promote its growt
h.