Slide2:
Detection of Hazardous Weather Phenomena Using Data Assimilation Techniques Robert Fritchie, Kelvin Droegemeier, Mingjing Tong
School of Meteorology and Center for Analysis and Prediction of Storms This work is supported primarily by the National Science Foundation under the following cooperative agreements: ATM03-31574, 31578, 31579, 31480, 31586, 31587, 31591, and 31594. Any opinions, findings, conclusions, or recommendations expressed in this material are those of the authors and do not necessarily reflect those of the National Science Foundation. P12 Early Results: 40-member ensemble of a square-root Kalman filter
The filter uses observations from the KTLX radar of the May 29th case
Assimilation was performed every 5 minutes (each volume scan) for a 1 hour period
Built the storm to a physically consistent gridded set that closely resembles the actual storm itself
The analysis grid, depicted in figure X, is a 180km x 120km x 16km block, with horizontal grid spacing of 1 kilometer and stretched vertical grid spacing with a minimum of 100 meters.
The analysis ends at 0100UTC, or 8pm CDT. Shortly after that time, an anticyclonic tornado formed north of Calumet, OK.
On the afternoon of May 29th, 2004, a long-lived supercell formed in Western Oklahoma and tracked through Central Oklahoma, north of Oklahoma City, through Northeast Oklahoma, including Tulsa, and finally dissipated west of the Arkansas state line. Throughout its approximately 9 hour lifetime, the storm produced at least 16 confirmed tornadoes.
well organized cyclic supercell
long-lived
contained a variety of weather hazards
produced a wide range of tornado intensities
was very well-observed by mobile radars
passed within close range of the WSR-88D located at Twin Lakes, Oklahoma.
For these reasons and more, it is apparent that this would be a great case to utilize in testing dynamic data assimilation concepts.
Figures 4 through 7 illustrate just a few fields that are available from having a dynamically consistent gridded data set produced by a Kalman filter. A Kalman filter provides the same fields as a numerical model, but are based on combining current observations from the radar with model physics in an optimal fashion. Highlighted results:
Reflectivity derived from the assimilation closely resembles that displayed in WDSS-II.
Several areas of intense vorticity maxima and minima exist, but only one is associated with a strong updraft.
A relative minimum in pressure also indicates a rotating updraft.
Baroclinic zones, associated with mini-fronts generated by the storm, also help to identify the greatest risk of high winds and tornadoes at their intersection.
Future Work:
Additional real-life case studies
Perform assimilations at different resolutions
Change domain coverages
More quantitative comparisons between WDSS-II detections and phenomena indicated in assimilated data sets. Figure 5: Low-level cross-section of vertical vorticity with overlaid contours of strong positive vertical velocities (updrafts). Note the strong updraft is associated with negative vorticity, indicating a anti-cyclone. Several minutes later a anticyclonic tornado touched down. Time is 0100 UTC. Figure 6: Low-level cross-section of pressure with. Placement of the local minimum in pressure is in agreement with placement of the main anticyclonic updraft. Time is 0100 UTC. Figure 7: Cross-section of surface temperature with overlaid contours of vertical vorticity. Note that the intersection of the strong temperature gradients (mini-fronts) is associated with the strong negative vorticity area. Time is 0100 UTC. Figure 4: Cross-section of radar reflectivity derived from the assimilated data. Note the structure as compared to that displayed in figure 3. Time is 0100 UTC.