Introduction
Dynamics
Examples
Observations
Summary
References


Observations


    There are many atmospheric variables which can be used to provide observations of Walker-type circulation cells. Here we examine, vertically integrated atmospheric heating and vertical velocities; but it should be mentioned that observations of precipitation, Outgoing Longwave Radiation (OLR), velocity potential, and lower- and upper-level divergence and divergent winds, are also good indicatiors for Walker-type circulations. All of the data used here is from the NCER/NCAR Reanalysis (http://cdc.noaa.gov/)
.


Column Heating
Vertical Velocity



Column Heating:
The dynamics of Walker-type cells consists of atmospheric warming columns (convection) coupling with cooling columns (subsidence). Time averaged observations of vertically integrated heating show this phenomena for July, Figure 6.


Figure 6. Vertically integrated diabatic heating, provided by the NOAA-CIRES Climate Diagnostics Center, Boulder, CO, website located at http://cdc.noaa.gov/.



Vertical Velocity:
If we look at observations of the vertially integrated vertical velocity (omega), (Figure 7) we see the same spatial structure of flow as above.


Figure 7.  JJA vertically integrated omega contours in 0.01 Pa/s, overlayed with 200mb rotational wind field and divergent vector winds. Blue omega contours correspond with rising air and red contours with sinking air.

To examine the closed behavior of atmospheric Walker-type cells, we look at their meridonally or zonally averaged form and use our mass conservation laws. Using the same omega data, below we show the MMC (Figure 8), where omega has been zonally averaged around the globe. We can also depict a Mean Zonal Circulation (MZC) by averaging meridionally over the area of interest, here from [50S-50N] (Figure 9). Upon analyzing the mass conservation balances
associated with the MMC& MZC, one can find that Walker-type circulations are indeed closed .


Figure 8.  Zonally averaged [0-360] omega and divergence depict the MMC along with mass conservation laws.

Figure 9.  Meridionally averaged [50S-50N] omega and divergence depict the MZC along with mass conservation laws.


Introduction
Dynamics
Examples
Observations
Summary
References