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Houze et al. (BAMS, 1989)
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Johnson and Hamilton (1988)
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Basic Equations: 2D Squall Line - Or, more simply, consider the 2D horizontal vorticity equation: where ⁄ *Also, no vortex tilting or stretching
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2D Convective System Evolution: C/∆u << 1C/∆u ~ 1C/∆u > 1 Weak shear, strong cold pool: rapid evolution Strong shear, weak cold pool: slow evolution
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“Optimal” condition for cold pool lifting C/∆u > 1 C/∆u = 1 C/∆u < 1 RKW Theory Rotunno et al. (JAS, 1988)
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*Strength of Rear-Inflow Jet is proportional to CAPE Rear-Inflow Jets:
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X Background and Definitions Mesoscale Convective System (MCS): an isolated, nearly contiguous region of thunderstorms, sometimes surrounded by an extensive region of moderate rainfall. Total size is usually 100-300 km across. Bow-echo: a bow-shaped line of thunderstorms often containing strong surface winds. Mesoscale Convective Vortex: a lower-mid- tropospheric horizontal wind circulation derived from an area of convection (often an MCS). 0600 UTC 10 June, 2003 11 June, 2003 0540 UTC 10 June, 2003 200 km
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Now Consider a 3D Squall Line….without Coriolis: - ⁄ ⁄
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Weisman and Davis (1998) f=0
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How can we systematically produce the observed line-end vortex pattern?
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Mature Phase: Line-end vortex mechanisms:
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Vortex Tube Circulation:
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Vertical Vorticity: …flux form Circulation: ⁄ ⁄ ⁄
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⁄ ⁄
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(Davis and Weisman, 1994; Weisman and Davis, 1998; Davis and Galarneau, 2009) …tilting of system-generated horizontal vorticity Rear-inflow jet
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Role of Line-End Vortices Focuses and Intensifies Rear-Inflow Jet
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Now Consider a 3D Squall Line….with Coriolis: -
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⁄ f-flux
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Derechos: Severe Lines of Thunderstorms Damage from straight-line wind Long swaths (> 400 km), long duration (> 6 h) Wide damage swaths (100-500 km) Rapid movement: 20-30 m/s 26 NOAA Storm Prediction Center Earthsky.org Csmonitor.com
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Derecho: (Johns and Hirt 1987) Large CAPE Moderate Shear
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29 June 2012 Derecho: 18 UTC21 UTC 00 UTC 03 UTC Composite Radar SPC Storm Reports
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The 8 May 2009 “Super Derecho”: Morris Weisman NCAR/MMM Radar 17:56 UTC 05/08/09 (Paducah) Also: Lance Bosart, Clark Evans 8-10 h of Hurricane- Force Winds, Extensive Damage… SUNY Albany 9 April 2014
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11 UTC (23 h) 13 UTC (25 h)15 UTC (27 h) Occluding Stage: 09 UTC (21 h)
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06 UTC 07 UTC09 UTC 11 UTC 12 UTC 13 UTC 850 mb W (contoured) and Vertical Vorticity (shaded)
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Vorticity Equation: Vertical Vorticity: tiltingstretching
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…Tilting…Stretching 850 hPa Vorticity 07 UTC
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900 hPa Horizontal Vorticity, SR Flow, W (shaded) With low-level jet from SW, streamwise horizontal vorticity evident in low-level environment…. 08 May 2009 Derecho
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29 June 2012 versus 08 May 2009 Derechoes 29 June 2012 …Cold-pool dominant …Descending rear- inflow …Cyclonic mid-level vortex 08 May 2009 …Mesovortex dominant …Elevated rear-inflow jet …Warm-core vortex extending to surface Radar Reflectivity Model Reflectivity
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29 June 2012 08 May 2009 Cape/Shear Intercomparison: CAPE: 5000-6000 j/kg Shear: 20-30 kts (10-15 ms-1) CAPE: 2500-3500 j/kg Shear: 30-50 kts (15-25 ms-1)
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29 June 2012 08 May 2009 850 hPa Intercomparison: Low-Level Jet, west-east boundary, Lee trough NO Low-Level Jet, NO west-east boundary
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Summary: ….3 km WRF-ARW was capable of not only predicting the potential for two high-end Derecho events, but also was capable of distinguishing the differing mechanisms… 29 June 2012: Cold Pool dominant 08 May 2009: Mesovortex dominant ….These two cases may help clarify the differing environmental characteristics that contribute to these two archetypes: 29 June 2012: Extreme instability, modest unidirectional low-level shear 08 May 2009: Mid-trop baroclinicity, low- level jet, strong directional shear (streamwise at low-levels)
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100-110KT winds at ~1kft Base Reflectivity 1334z KSGF
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Storm-Relative Velocity 1334z KSGF
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Atkins et al. MWR (2004)
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Wakimoto et al. MWR (2006)
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U S = 20/2.5 f=0 t = 4 hr 50 km w, V z=3 km qr, V θ’ z=250 m continuous updraft no meso- vortices!
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U S = 20/2.5 t = 4 hr 50 km w, V z=3 km qr, V θ’ z=250 m locational bias
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Vorticity Equation: Vertical Vorticity: tilting stretching …integrate along a parcel’s path:
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⁄
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Weisman and Trapp (2003)
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Trapp and Weisman (2003)
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Wakimoto et al. MWR (2006)
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Example of a “Serial” MCV/MCS Case 0915 UTC 27 May 1998 0015 UTC 28 May 19980715 UTC 28 May 1998 2315 UTC 28 May 19980515 UTC 29 May 19981215 UTC 29 May 1998
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IOP 1 200 km
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IOP 8 900 hPa Widespread Instability m/s 70 60 50 40 30 20 10 dBz X 1730 UTC 11 June Mean Wind Profile
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Potential Vorticity: = 0 for isentropic motions Equivalent Potential Vorticity:
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Long-time Behavior of MCSs (twice) L H H Warm Cool
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Raymond and Jiang (JAS 1990) Conceptual Model of Isentropic Lifting within a Steady Balanced Vortex (e.g., MCV)
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MCV Induced Lifting and Destabilization Fritcsh et al. 1994, MWR
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Low-Level Jet Scenario
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Flash-Flood-Producing Convective Systems Associated with Mesoscale Convective Vortices Russ Schumacher and Richard Johnson WAF (2008)
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