ABSTRACT - DRUM - University of Maryland
ABSTRACT - DRUM - University of Maryland
ABSTRACT - DRUM - University of Maryland
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eanalysis surface temperature and relative humidity [Kalnay et al., 1996],<br />
interpolated to the specific overshoot locations, as initial conditions for the adiabatic<br />
altitude calculation. In spite <strong>of</strong> the large ambiguity mentioned above, it is very obvious<br />
that there exist overshoots reaching high enough throughout the TTL. Figure 3.8 also<br />
confirms the result discussed in the section 3.4.1 - the overshoots are warmer than an<br />
adiabatic calculation would predict. This is consistent with the idea that some mixing<br />
is occurring between these clouds and the TTL environment.<br />
3.6 Conclusions<br />
In this chapter, I have calculated the heights <strong>of</strong> overshooting cloud tops from the<br />
size <strong>of</strong> the shadows they cast. The existence <strong>of</strong> high overshoots is important in<br />
understanding the physics <strong>of</strong> the TTL and has important implications for the<br />
dehydration mechanism <strong>of</strong> the stratosphere. I measure overshoots going well above<br />
typical tropopause altitudes — about 16.5 km.<br />
These overshoots are warmer than predicted by undiluted adiabatic ascent from<br />
the surface. This suggests that the brightness temperature alone will underestimate the<br />
height <strong>of</strong> the clouds. Mixing <strong>of</strong> air with its environment is a possible explanation for<br />
the departure from the adiabatic lapse rate. Because <strong>of</strong> this mixing, this air will reach<br />
equilibrium at an altitude above the LNB predicted by boundary layer θ e .<br />
I have shown in this paper that convection clearly extends throughout the TTL<br />
and that the overshooting clouds are mixing with the TTL air. This is in agreement<br />
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