Tropical squall lines as convectively coupled gravity waves: Why do most systems travel westward?

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Tropical squall lines as convectively coupled gravity waves: Why do most systems travel westward? Stefan Tulich 1 and George Kiladis 2 1 CIRES, University of Colorado, Boulder CO, USA 2 NOAA ESRL, Boulder CO, USA Funding: NSF ATM-0806553

description

Tropical squall lines as convectively coupled gravity waves: Why do most systems travel westward?. Stefan Tulich 1 and George Kiladis 2 1 CIRES, University of Colorado, Boulder CO, USA 2 NOAA ESRL, Boulder CO, USA Funding: NSF ATM-0806553. Objectives. - PowerPoint PPT Presentation

Transcript of Tropical squall lines as convectively coupled gravity waves: Why do most systems travel westward?

Page 1: Tropical squall lines as convectively coupled gravity waves: Why do most systems travel westward?

Tropical squall lines as convectively coupled gravity waves: Why do most

systems travel westward?

Stefan Tulich1 and George Kiladis2

1CIRES, University of Colorado, Boulder CO, USA

2NOAA ESRL, Boulder CO, USA

Funding: NSF ATM-0806553

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Objectives

1) Provide evidence that many tropical “squall line systems” are part of a broad family of disturbances that arise through coupling between convection and tropospheric gravity waves

2) Start to address the question of why most of these wave disturbances move westward

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Outline

1) Brief historical review of tropical squall lines - how did we come to know about them; current state of knowledge

2) Analysis of observational data - provide evidence to support the idea

3) Explicit simulations of convection on an equatorial beta-plane - test hypothesis about what causes westward bias

4) Conclusions and future work

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Historical Review of Tropical Squall Lines

If one goes back to the earliest papers by leading authors, they’ll be pointed to two even earlier papers on west African squall lines

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West African “Disturbance Lines”

• Hamilton and Archibald (1945; QJRMS; No previous articles referenced!) • Eldridge (1957; QJRMS; 2 articles referenced)

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West African “Disturbance Lines”

• Hamilton and Archibald (1945; QJRMS; No previous articles referenced!) • Eldridge (1957; QJRMS; 2 articles referenced)

25 deg / 45 hr = 17 m/s

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The Thunderstorm Project (1947; USA)

Newton (1950; J. Meteor.) “Structure and mechanisms of the prefrontal squall line”

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The Thunderstorm Project (1947; USA)

Newton (1950; J. Meteor.) “Structure and mechanisms of the prefrontal squall line”

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The Line Islands Exp. (1967 Cntrl. Pac.)

Zipser (1969; J. Appl. Meteor.) “The role of organized unsaturated downdrafts in the structure and decay of an equatorial disturbance”

15 m/s

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The Line Islands Exp. (1967 Cntrl. Pac.)

Zipser (1969; J. Appl. Meteor.) “The role of organized unsaturated downdrafts in the structure and decay of an equatorial disturbance”

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GATE (1974; Eastern Atlantic)

• Several squall lines sampled as they passed across the IFA

• Barnes and Sieckman (1984; MWR) “The environment of fast- and slow-moving tropical mesoscale convective cloud lines”

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GATE (1974; Eastern Atlantic)

• A number of squall lines sampled as they passed across the IFA

• Barnes and Sieckman (1984; MWR) “The environment of fast- and slow-moving tropical mesoscale convective cloud lines”

Vn > 7 m/s Vn < 3 m/s

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TOGA-COARE (1992; Eq. west Pac.)

• Similar to GATE but satellite data more accessible

• Linear MCS-scale bands dominate total rainfall• Numerous fast-moving “2-day waves” were sampled

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TOGA-COARE (1992; Eq. west Pac.)

2-day wave composite evolution

Haertel and Johnson (1998)

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TOGA-COARE (1992; Eq. west Pac.)

2-day wave composite evolution

Haertel and Johnson (1998)

~ 1500 km

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TOGA-COARE (1992; Eq. west Pac.)

2-day wave composite evolution

Haertel and Johnson (1998)

16 m/s

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TOGA-COARE (1992; Eq. west Pac.)

Takayabu et al. (1996)

2-day wave vertical cloud evolution

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TOGA-COARE (1992; Eq. west Pac.)

Takayabu et al. (1996)

2-day wave vertical cloud evolution

Are 2-day waves just large-scale squall lines?

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TOGA-COARE (1992; Eq. west Pac.)

Takayabu et al. (1996)

2-day wave vertical cloud evolution

Are 2-day waves just large-scale squall lines?

Or are squall-lines mini-versions of 2-day waves?

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Observational Analysis

• Goal: Advance the idea that many tropical squall line systems are part of a broader family of convectively coupled gravity wave disturbances

• Strategy: Space-time spectral (Fourier) analysis of high-resolution satellite data

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Space-time spectral analysis: Previous work

Wheeler and Kiladis (1999)

Power Spectrum of OLR (symmetric component)

Westward Eastward

96 days

3 days

-15 15

1.25 days

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Space-time spectral analysis: Previous work

Wheeler and Kiladis (1999)

Power Spectrum of OLR (symmetric component)

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Space-time spectral analysis: Previous work

Wheeler and Kiladis (1999)

Power Spectrum of OLR (symmetric component)

Kelvin waves (3-10 day) Eq. Rossby waves(6-50 day)

Westward inertia-gravitywaves (1.3-2.5 day)

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Spectral Analysis of TRMM• TRMM 3B42 Rainfall Product

• 1) Global from 50N-50S• 2) 0.25 deg. resolution in space• 3) 3-hourly in time (1999-present)

TRMM TMI CPC Global Merged IR

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Spectral Analysis of TRMM• TRMM 3B42 Rainfall Product

• 1) Global from 50N-50S• 2) 0.25 deg. resolution in space• 3) 3-hourly in time (1999-present)

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TRMM rainfall spectrum

96 days

3 days

1.7 days

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Looking at smaller scales

96 days

12 hrs

1 day

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Looking at smaller scales

Sharp diurnal peak

96 days

12 hrs

1 day

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Looking at smaller scales

Sharp diurnal peak

hn ~ 20-40 m

96 days

12 hrs

1 day

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Looking at smaller scales

Sharp diurnal peak

cn ~ 14-20 m/s

96 days

12 hrs

1 day

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Looking at even smaller scales

96 days

6 hrs

12 hrs

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Looking at even smaller scales

~ 6-hr periods &~ 400-km wavelengths

96 days

6 hrs

12 hrs

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Where are these signals most active?

“WIG” filter window

96 days

6 hrs

12 hrs

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Map of WIG-filtered variance (Boreal Summer JJA)

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Focus on N. Africa (JJA)

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Focus on N. Africa (JJA)

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Hovmollers of rainfall over N. Africa (7.5-12.5N)

2005 2006 2007

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Hovmollers of rain over N. Africa (7.5-12.5N)

2005 2006 2007

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How do these systems relate to objectively identified squall lines?

AMMA 2006 Field Experiment (ROP: July 5 – Sept 27)

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Analysis of Niamey Radar Data

Rickenbach et al. (2009; JGR) “Radar-observed squall line propagation…”

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Rain Hovmoller + Radar Identified Squall Lines

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Linear convective bands during TOGA COARE?

Rickenbach and Rutledge (1998)

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Linear convective bands during TOGA COARE?

Rickenbach and Rutledge (1998)

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Hovmoller of CLAUS Tb during TOGA COARE (Cruises 2 and 3)

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Hovmoller of CLAUS Tb during TOGA COARE (Cruises 2 and 3)

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Inclusion of EIG-filtered rainfall

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Inclusion of EIG-filtered rainfall

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What is the typical evolution of these disturbances?

Strategy:

Lagged linear regression of WIG-filtered rainfall to construct statistical composites

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Location of base point

Base point (2E, 10N)

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Composite WIG rain evolution (2E,10N)

Note: data averaged between 7.5-12.5 N

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Composite WIG rain evolution (2E,10N)

18 m/s

Note: data averaged between 7.5-12.5 N

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Composite WIG rain evolution (2E,10N)

18 m/s

~2 day period

Note: data averaged between 7.5-12.5 N

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Composite WIG rain evolutionPlan views at lags: -12,0,12 hr

+12 hr 0 hr -12 hr

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Comparison to the west Pac.

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Composite WIG wave evolution (155E, 5N)

Note: data averaged between 2.5-7.5 N

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Composite WIG wave evolution (155E, 5N)

18 m/s

Note: data averaged between 2.5-7.5 N

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Composite WIG wave evolution (155E, 5N)

18 m/s

~2 day period

Note: data averaged between 2.5-7.5 N

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Side by side comparison

West Pacific West Africa

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Side by side comparison

West Pacific West Africa

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Side by side comparison

West Pacific West Africa

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Side by side comparison (Plan view at lag 0)

West Pacific West Africa

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Side by side comparison (Plan view at lag 0)

West Pacific West Africa

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Side by side comparison (Plan view at lag 0)

West Pacific West Africa

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Oceanic WIG waves as traveling “V”s or “U”s

West Pacific

Takayabu (1994)

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Oceanic WIG waves as traveling “V”s or “U”s

West Pacific

Takayabu (1994)

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And squall lines too!

West PacificZipser (1969)

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Conclusions thus far

• Tropical squall line systems and linear MCSs appear to be associated (if not synonymous) with convectively coupled gravity wave disturbances

• Westward-moving waves dominate, especially over Africa

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Idealized numerical experiment

• Explicit, nested simulations of convection on an equatorial beta-plane

• Two types of runs:

1) Zonal-mean u-wind relaxed to zero

2) Zonal-mean u-wind relaxed to shear profile

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Idealized numerical experiment

• Explicit, nested simulations of convection on an equatorial beta-plane

• Two types of runs:

1) Zonal-mean u-wind relaxed to zero

2) Zonal-mean u-wind relaxed to shear profile

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Idealized numerical experiment

• Explicit, nested simulations of convection on an equatorial beta-plane

• Two types of runs:

1) Zonal-mean u-wind relaxed to zero

2) Zonal-mean u-wind relaxed to shear profile

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Further details

• Model: WRF (most recent version)

• Forcing: Spatially uniform radiative-like cooling to drive deep convection

• SST: Zonally uniform; peaked at eq.

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Further details

• Model: WRF (most recent version)

• Forcing: Spatially uniform radiative-like cooling to drive deep convection

• SST: Zonally uniform; peaked at eq.

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Nesting strategy: 3 grids

dx, dy = 27 km

8000 km

9900

km

Equator

45 N

45 S

Grid 1

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Nesting strategy: 3 grids

dx, dy = 27 km

8000 km

9900

km

Equator

45 N

45 S

PeriodicPeriodic

Grid 1

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Nesting strategy: 3 grids

dx, dy = 27 km

8000 km

9900

km

Equator

45 N

45 S

PeriodicPeriodic

Rigid wall

Rigid wall

Grid 1

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Nesting strategy: 3 grids

dx, dy = 9 km

8000 km

15 N

15 S

45 N

45 S

3300

km Grid 2

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Nesting strategy: 3 grids

8000 km

15 N

15 S

PeriodicPeriodic

45 N

45 S

Grid 2

dx, dy = 9 km

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Nesting strategy: 3 grids

8000 km

15 N

15 S

PeriodicPeriodic

45 N

45 S

dx, dy = 9 km

Grid 2

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Nesting strategy: 3 grids

8000 km

15 N

15 S

45 N

45 S

5 N

5 S

Grid 3dx, dy = 3 km

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• Coriolis force acts only on perturbation winds (about the zonal mean)

• Prevents the formation of unwanted zonal jets and tradewinds

One last detail

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Results

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Rain hovmoller: No shear

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Rain hovmoller: No shear

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Rain spectrum: No shear

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Rain hovmoller: Shear

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Rain hovmoller: Shear

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Rain spectrum: Shear

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Other shear profiles

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Hovmoller for shear reversal

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Conclusions

• Vertical shear of background zonal wind is essential for producing westward bias in convective wave propagation

• Simulated “V”-pattern in cloudiness consistent with observations of oceanic squall lines and 2-day waves

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Implications of “V” pattern

Radar 1

Radar 2

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Implications of “V” pattern

Radar 1

Radar 2

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Implications of “V” pattern

Radar 1

Radar 2

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Implications of “V” pattern

Radar 1

Radar 2

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Implications of “V” pattern

Radar 1

Radar 2

Fast-mover;Shear perpendicular

Slow-mover;Shear parallel

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Open Questions

• Why are two-day periodicities absent from the model?

• Why is low-level shear important?• Role of topography/diurnal forcing?• What determines the “V” vs. N-S line

structure?• Implications of westward bias towards the

QBO?

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What about the squall lines observed during GATE?

Going back to the first geostationary satellite IR dataset

(SMS-1; Smith & Vonderhaar 1976, CSU Tech note.)

• hourly at ~ 0.1 deg

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What about the squall lines observed during GATE?

Going back to the first geostationary satellite IR dataset

(SMS-1; Smith & Vonderhaar 1976, CSU Tech note.)

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What about the squall lines observed during GATE?

Going back to the first geostationary satellite IR dataset

(SMS-1; Smith & Vonderhaar 1976, CSU Tech note.)

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Typical (18-day window) power spectrum of SMS Tb observed during GATE

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Hovmoller of SMS Tb (<250 K) during GATE

Squall line dates reported by Houze and Rappaport (1984)

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Hovmoller of CLAUS Tb during TOGA COARE (Cruises 1 and 2)

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Hovmoller of CLAUS Tb during TOGA COARE (Cruises 1 and 2)

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Hovmoller of CLAUS Tb during TOGA COARE (Cruises 1 and 2)