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Robert Fovell University of California, Los Angeles rfovell@ucla.edu
Forecasting convective rainfall: convective initiation, heavy precipitation and flash flooding Robert Fovell University of California, Los Angeles
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Heavy precipitation at a location = intensity + longevity
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Common sources of heavy precipitation in U.S.
Mesoscale convective systems and vortices Orographically induced, trapped or influenced storms Landfalling tropical cyclones
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Mesoscale Convective Systems (MCSs)
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MCSs & precipitation facts
Common types: squall-lines and supercells Large % of warm season rainfall in U.S. and flash floods (Maddox et al. 1979; Doswell et al. 1996) Initiation & motion often not well forecasted by operational models (Davis et al. 2003; Bukovsky et al. 2006) Boundary layer, surface and convective schemes “Achilles’ heels” of regional-scale models Improved convective parameterizations help simulating accurate propagation (Anderson et al. 2007; Bukovsky et al. 2006) Supercells often produce intense but not heavy rainfall Form in highly sheared environments Tend to move quickly, not stay in one place
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Seasonality of flash floods in U.S.
Contribution of warm season MCSs clearly seen Number of events Maddox et al. (1979)
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Linear MCS archetypes (e.g., squall-lines)
58% 19% Note in passing Parker and Johnson (2000) 7
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Squall-lines usually multicellular
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The multicell storm Four cells at a single time
Or a single cell at four times: unsteady Browning et al. (1976) Also show multiple cells in conceptual model 9
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The multicell storm Unsteadiness = episodic entrainment owing
to local buoyancy-induced circulations. Browning et al. (1976) Also show multiple cells in conceptual model Fovell and Tan (1998) 10
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Storm motion matters How a storm moves over a specific
location determines rainfall received Doswell et al. (1996)
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Storm motion matters Doswell et al. (1996)
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Forecasting MCS motion
(or lack of motion…)
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North Plains
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Some common “rules of thumb” ingredients
CAPE (Convective Available Potential Energy) CIN (Convective Inhibition) Precipitable water Vertical shear - magnitude and direction Low-level jet Midlevel cyclonic circulations
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Some common “rules of thumb”
MCSs tend to propagate towards the most unstable air mb layer mean RH ≥ 70% MCSs tend to propagate parallel to mb thickness contours MCSs favored where thickness contours diverge MCSs “back-build” towards higher CIN Development favored downshear of midlevel cyclonic circulations
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70% RH rule of thumb Implication: Relative humidity more skillful than
70% layer RH 70% RH rule of thumb Implication: Relative humidity more skillful than absolute humidity RH > 70% # = precip. category Junker et al. (1999)
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MCSs tend to follow thickness contours
Implication: vertical shear determines MCS orientation and motion. Thickness divergence likely implies rising motion
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Back-building towards higher CIN
Lifting takes longer where there is more resistance
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Propagation is vector difference
Corfidi vector method Propagation is vector difference P = S - C Therefore, S = C + P
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Example
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Schematic example We wish to forecast system motion
So we need to understand what controls cell motion and propagation
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Individual cell motion
“Go with the flow” Agrees with previous observations (e.g, Fankhauser 1964) and theory (classic studies of Kuo and Asai) Cells tend to move at mb layer wind speed* *Layer wind weighted towards lower troposphere, using winds determined around MCS genesis. Later some slight deviation to the right often appears Corfidi et al. (1996)
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Individual cell motion
Cells tend to move at mb layer wind speed Cell direction comparable To mb layer wind direction Corfidi et al. (1996)
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Composite severe MCS hodograph
Bluestein and Jain (1985)
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Composite severe MCS hodograph
Low-level jets (LLJs) are common Note P ~ -LLJ Bluestein and Jain (1985)
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Propagation vector and LLJ
• Many storm environments have a low-level jet (LLJ) or wind maximum • Propagation vector often anti-parallel to LLJ Propagation vector direction P ~ -LLJ Corfidi et al. (1996)
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Forecasting system motion using antecedent information
Cell motion ~ mb wind Propagation ~ equal/opposite to LLJ S = C - LLJ
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Evaluation of Corfidi method
Method skillful in predicting system speed and direction Corfidi et al. (1996)
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Limitations to Corfidi method
Wind estimates need frequent updating Influence of topography on storm initiation, motion ignored Some storms deviate significantly from predicted direction (e.g., bow echoes) P ~ -LLJ does not directly capture reason systems organize (shear) or move (cold pools) Beware of boundaries! Corfidi (2003) modified vector method
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5 June 2004 X = Hays, Kansas, USA
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Mesoscale Convective Vortices (MCVs)
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Cyclonic vortex following squall line
Not a clean MCV case
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Potential vorticity (PV) anomalies
PV anomaly shown drifting in westerly sheared flow Raymond and Jiang (1990)
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Potential vorticity (PV) anomalies
Ascent occurs on windward (here, east) side… destabilization Raymond and Jiang (1990)
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Potential vorticity (PV) anomalies
Cyclonic circulation itself results in ascent on east side Raymond and Jiang (1990)
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Potential vorticity (PV) anomalies
Here they work together Combination: uplift & destabilization on windward side AND downshear side Raymond and Jiang (1990)
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Composite analysis of MCV heavy rain events
• Based on 6 cases poorly forecasted by models • Composite at time of heaviest rain (t = 0h) • Heaviest rain in early morning • Heaviest rain south of MCV in 600 mb trough 600 mb vorticity (color), heights and winds. Map for scale only Schumacher and Johnson (2008)
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Schumacher’s situation
“Hairpin” hodograph: Sharp flow reversal above LLJ
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Schumacher’s situation
South side of MCV is windward at low-levels and downshear relative to midlevel vortex
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Back-building Ground-relative system speed ~ 0
Schumacher and Johnson (2005) Doswell et al. (1996)
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Evolution of the heavy rain event
At t - 12h (afternoon): - MCV located farther west - 900 mb winds fairly light 600 mb vorticity, 900 mb winds & isotachs Schumacher and Johnson (2008)
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Evolution of the heavy rain event
At t - 6h (evening): - MCV drifted west - 900 mb winds strengthening (LLJ intensifying) 600 mb vorticity, 900 mb winds & isotachs Schumacher and Johnson (2008)
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Evolution of the heavy rain event
At time of heaviest rain (midnight): - 900 mb jet well developed - LLJ located east, south of MCV 600 mb vorticity, 900 mb winds & isotachs Schumacher and Johnson (2008)
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Evolution of the heavy rain event
At t + 6h (morning): rain decreases as LLJ weakens 600 mb vorticity, 900 mb winds & isotachs Schumacher and Johnson (2008)
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Episodes of MCSs & predictability Hovmoller diagrams reveal westward-
propagating MCSs Note “envelope” of several systems with “connections” Carbone et al. (2002)
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MCV role in predictability
Carbone et al. (2002)
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“Training lines” of cells
• In Asia, stationary front could be the Mei-Yu (China), Baiu (Japan) or Changma (Korea) front • Motion along the front and/or continuous back- building Schumacher and Johnson (2005)
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Record 619 mm in 15 h at Ganghwa, Korea
X shear Lee et al. (2008) Sun and Lee (2002)
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2-3 April 2006
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Why did new cells appear ahead of the mature line?
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New cell initiation ahead of squall-lines
The waves themselves disturb the storm inflow Fovell et al. (2006)
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New cell initiation ahead of squall-lines
…some of which can develop into precipitating, even deep, convection Fovell et al. (2006)
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New cell initiation ahead of squall-lines
14 km 150 km Fovell et al. (2006)
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Importance of antecedent soil moisture conditions
(Generally not captured well by models)
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Tropical Storm Erin (2007)
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Erin’s redevelopment over Oklahoma
Emanuel (2008)
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Erin inland reintensification
Hot and wet loamy soil can rapidly transfer energy to atmosphere Previous rainfall events left Oklahoma’s soil very wet Need to consider antecedent soil moisture and soil type Emanuel (2008) see also Emanuel et al. (2008)
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Soil T as Erin passed Emanuel (2008)
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