Length Scale analysis of the transition from shallow to deep convection

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Length Scale analysis of the transition from shallow to deep convection João Paulo A. Martins (1) Pedro M. A. Miranda (1) Pedro M. M. Soares (1) João Teixeira (2) (1) University of Lisbon - CGUL/IDL (2) Jet Propulsion Laboratory/California Institute of Technology

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Length Scale analysis of the transition from shallow to deep convection. João Paulo A. Martins (1) Pedro M. A. Miranda (1) Pedro M. M. Soares (1) João Teixeira (2) (1) University of Lisbon - CGUL/IDL (2) Jet Propulsion Laboratory/California Institute of Technology. Motivation. - PowerPoint PPT Presentation

Transcript of Length Scale analysis of the transition from shallow to deep convection

Page 1: Length Scale analysis of the transition from shallow to deep convection

Length Scale analysis of the transition from shallow to deep convection

João Paulo A. Martins(1)

Pedro M. A. Miranda(1)

Pedro M. M. Soares(1)

João Teixeira (2)

(1)University of Lisbon - CGUL/IDL(2) Jet Propulsion Laboratory/California Institute of Technology

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Motivation

• Diurnal cycle of tropical convection:

• Most GCMs (or SCMs) fail to get the right timing of precipitation

• New approaches are needed (e.g. Rio et al 2009)

• EDMF Shallow Convection

• Enhanced Emanuel (1991) Deep Convection Scheme (new trigger functions)

• Cold pool parameterization

Bechtold et al. (2004)

OBS

Rio et al. (2009)

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TRMM-LBA Shallow to deep convection case study

• Grabowski et al. (2006) (GCSS-WG4 Case 4)– SCM/CRM intercomparison - observations made during the TRMM-LBA, Rondonia, Brazil, February 23, 1999.

• The case considered is a daytime convective development over land

• 7h30 to 13h30 LT

Rad Cooling Surface Fluxes

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Using MesoNH as an LES

Grid 600×600×128 240×240×128Horizontal Resolution 100 m 250 m

Start Time 0730 LTEnd Time 1330 LT

Vertical GridAbove 1500 m – stretching of 1.2% from 100m at

1500m to 500 m near model topTime-step 2 s

Boundary Conditions Cyclic

Sub-grid processes parameterizations

TURBULENCE = 3D, 1 and ½ closure (Cuxart et al., 2000)

CLOUD = ICE3 (6 classes of hydrometeors) (Pinty and Jabouille, 1998)

Advection SchemeMomentum – Centered in time, 4th order

Thermodynamic and scalars – Piecewise Parabolic Method

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Results in fair agreement with previous studies of the case

Higher horizontal resolution:•BL is higher •Clouds form earlier but reach less higher altitudes•Precipitation rate is lower

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Vapor Gotículas

Precipitação

Neve

Transition is delayed in higher resolution

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Length Scale growth

ShallowConvectio

n

DeepConvection

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Beginning of precipitation

• Turbulent Integral Length Scale, based on spectral analysis (e.g. Pino et. al, 2006)

Evolution of length scales on z/zi=0.5

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x (km)

y (

km)

θv perturbation (K)

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x (km)

θv perturbation (K)

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Summary• The transition from shallow to deep convection was

simulated by an LES model (two different resolutions)

▫ Precipitation onset is delayed and deep convection is weaker with higher resolution (100 m)

• Length scales are analyzed with an integral spectral method

▫ Vertical velocity lengh scale is proportional to PBL height in time and in altitude

▫ Theta length scales increases significantly in PBL from precipitation onset

▫ Results suggest cold pool dynamics strongly influences length scales of thermodynamic variables inside PBL

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Thank you for your atention!

Photo: João Martins

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