Estimating Vertical Motion Profile Shape within Tropical Weather States
-
Upload
colorado-butler -
Category
Documents
-
view
25 -
download
1
description
Transcript of Estimating Vertical Motion Profile Shape within Tropical Weather States
Estimating Vertical Motion Profile Shape within Tropical
Weather States
Zachary Handlos and Larissa Back
University of Wisconsin – MadisonDepartment of Atmospheric and Oceanic
Sciences
Convection/Large Scale Circulation Vertical Structure
http://rsd.gsfc.nasa.gov/rsd/images/goes8_lg.jpg
http://www.physicalgeography.net/fundamentals/images/thunderstorm.jpg
http://cdn.physorg.com/newman/gfx/news/hires/2009/6-tropicalstor.jpg
Hypothesis
Vertical motion profile shape varies (in space and time) in association with weather states.
We explore this hypothesis by estimating vertical motion profile shape using observed precipitation and surface convergence data.
CTP-TAU Histogram Rossow et al (2005)
Adapted from Rossow et al (2005)
Weather States
Stratiform Rain Fraction and Vertical Motion Profiles
Houze (2004)
Vertical Motion (Heating) Profiles in West, East Pacific
Western Pacific
53.56%
East-Central Pacific
58.73%
Percent Stratiform Rain Fraction:
Surface Convergence, Precipitation and ω Profiles
Where to go from here:
Going to construct Vertical Motion Profiles Use relationship between precipitation, surface
convergence, basis functions
Basis Functions
PCA: vertical motion data
http://www.med.govt.nz/upload/2778/angel-investment-9.gif
Estimating ω Profiles
ω ( x,y,t,p )=o1
( x,y,t )Ω1
( p )+o2
(x,y,t )Ω2
( p )
Solve for vertical motion:
Solve for amplitudes o1, o
2:
Basis Functions Ω
1, Ω
2
LP=M s1 o1 (x,y,t )+M s2 o2 ( x,y,t )− ΔF rad
Ms1
, Ms2
= adiabatic cooling per unit amplitude (balanced by latent heating)
−∇⃗⋅u⃗ =o 1 ( x,y,t ) c1+o 2 ( x,y,t )c 2
c1, c
2 surface convergence of each basis function
Input observational data
Dry Static Energy Budget:
Mass Continuity:
Weather State ω-profiles
Weather State ω-profiles
Conclusions
Stratiform rain fraction does not explain geographic variability in vertical motion “bottom-heaviness”
Vertical motion profile “bottom-heaviness” associated with precipitation, surface convergence variability
ISCCP weather states associated with unique profile shapes