Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

102
severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005

Transcript of Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Page 1: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

severe convective storms, theory

Pieter Groenemeijer

FMI

Helsinki, 2 May 2005

Page 2: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

“one-slide introduction” of myself

I am Pieter Groenemeijer

• M.Sc. in Physics and Astronomy atUtrecht University

• Oklahoma University (spring semester 2002)

• ESWD (European Severe Weather Database)

• “Sounding-derived parameters associated with large hail and tornadoes in the Netherlands“

• Co-initiator of ESTOFEX (with Johannes Dahl and Christoph Gatzen), Oct, 2002.

Page 3: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

my contribution this morning

1. Ingredients-based forecasting- instability- lift

2. Storm structure- wind shear: multicells and supercells- other factors: linear convective systems

_________________________________________ (short break)

• Convection parameters• Severe weather hazards

- a study in Holland

5. A case

Questions, discussion

Page 4: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

what will we discuss?

severe convective storms:

storms that produce hazardous weather like:

• lightning• heavy rain (leading to flash floods)• strong winds (straight-line winds)• large hail• tornadoes

Page 5: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

ingredients-based forecasting (Doswell, 2004)

• What is“ingredients-based forecasting”?

an “ingredient” is something necessary for some event to occur

I will cover the theory by exploring those

ingredients

Page 6: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

ingredients for convective storms

1. latent instability

2. lift (rising motion)

Page 7: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

instability

• lapse rate definition: dT/dz > 1.0 C/km in dry air

or: dT/dz > moist adiabatic lapse rate in saturated air

these are the definitions of

absolute and conditional instability

Page 8: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

instability

• layer definition:when lifting a layer, saturation occurs and

dT/dz becomes > moist adiabatic lapse rate

Or equivalently: theta-e (and theta-w) decrease with height

potential instability

Page 9: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

instability

a convective bubble is more like a parcel than a layer...

• parcel definition:parcel becomes warmer than environment after lift

latent instability (Normand, 1937)

several “convective parameters” are based on the concept of latent instability:

• CAPE (in all its forms)• LI (Lifted Index)• Showalter Index

Page 10: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

instability

Page 11: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

parcel theory

Page 12: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

parcel theory

Page 13: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

parcel theory

EL

level source

d'

g zT

TCIN

v

v

EL

LFC

d'

g zT

TCAPE

v

v

Page 14: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

limitations of parcel theory

Realize that parcel theory is a simplification of reality:

• what in reality is a parcel? is it undiluted?

• and its environment? is it not influenced by convection?

objection:

We neglect pressure perturbation forces!(come back to that later)

Page 15: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

lift

latent instability ≠ storms

• a “cap”, CIN may be present, or• entrainment may inhibit the development of

convective storms

lift • can weaken the “cap”, or • is associated with convergence at the surface:

- helps to sustain initiating convective bubbles

Page 16: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

lift and convective inhibition

Page 17: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

lift and convective inhibition

Page 18: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

lift and convective inhibition

Page 19: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

lift and convective inhibition

Page 20: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

entrainment

Page 21: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

we have identified...

two ingredients for convective storms...

• latent instability• (sufficient) lift

okay... but when should we become worried about extreme events?

are other ingredients required?

Page 22: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm structures / convective modes

• some severe events are associated with particular storm structures (or convective modes)

multicell line multicell clusters isolated supercell

EXAMPLES from my home country

Page 23: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm structures / convective modes

• some severe events are associated with particular storm structures (or convective modes), others are not, e.g.:

- strong tornadoes are known to occur mostly with supercell storms

- extreme rainfall and lightning can occur with any storm structure, but generally...

anticipating storm structure is very important to predict the quantity and quality of the severe weather that may occur

Page 24: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

factors influencing storm structures

1. vertical wind shear

2. other factors

Page 25: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

vertical wind shear

• vertical wind shear has a strong influence on convective organisation

it affects • storm propagation• vertical speeds in up- and downdrafts• storm longevity

Page 26: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm in weak vertical shear

weak shear:single-cell storms

1. updraft grows2. precipitation forms3. cold pool forms

and spreads out4. updraft ceases5. storm ceases

Page 27: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

reality

a gust front made visible by blowing dust and sand

Page 28: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

new cells form at the edge of the cold pool....

storm in moderate vertical shear

moderate shear: multicell storms

1. updraft grows

2. precipitation forms

3. cold pool forms and spreads out >>>>>

4. updraft ceases

5. storm ceases

time

1. new updraft grows

2. precipitation forms

3. cold pool forms and spreads out >>>>>

4. updraft ceases

5. storm ceases

1. new updraft grows

2. precipitation forms

3. cold pool grows and spreads out

4. updraft ceases

5. storm ceases

Page 29: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

new cells form at the edge of the cold pool....

RKW-theory

from Rotunno, Klemp and Wilhelmson, 1988

when horizontal vorticity produced by the cold pool

and that of the environments are roughly equal

the strongest lift will occur

Page 30: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

RKW-theory

from Xue et al., 1997

no vertical wind shear

Page 31: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

RKW-theory

from Xue et al., 1997

low-level vertical wind shear

Page 32: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

RKW-theory

RKW-theory is not undisputed...

it seems to work better in the laboratory than in reality

Page 33: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm in moderate vertical shear

multicell cluster

the cells may not be distinguished by a radar scanning at a low elevation....

Page 34: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm in moderate vertical shear

multicell line:

squall line

watch the cells forming at the front of the system that move backward w.r.t. the system

Page 35: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm in strong vertical shear

strong shear:supercell storms

Page 36: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

supercell

definition:a supercell is a storm with a persistent, deeprotating updraft (that is, a mesocyclone)

a few characteristics:

• very strong updrafts• often: very strong downdrafts...resulting in a high potential for severe weather

• don’t move with the mean wind

Page 37: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

hodographs

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hodographs

Page 39: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

hodographs

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hodographs

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storm-relative helicity

vertical shear

implies horizontal

vorticity

Page 42: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

storm-relative helicity

zSRH avg d ωcv storm-relative helicity

(e.g. Davies, 1985;Droegemeier et al., 1993)

Page 43: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

hodographs

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hodographs

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hodographs

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hodographs

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hodographs

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right-moving supercell

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left-moving supercell

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hodographs

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hodographs

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LP supercell near Waynoka, OKApril 17th 2002 Tornado Team Utrecht

Page 53: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Mesocyclone near Selby SD June 8th 2002 Tornado Team Utrecht

Page 54: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

supercells on (Doppler) radar

Page 55: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

we have identified...

three ingredients for the most severe convective storms...

• latent instability• (sufficient) lift• vertical wind shear

Page 56: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

we have identified...

three ingredients for the most severe convective storms...

• latent instability• (sufficient) lift• vertical wind shear

note that I didn’t say that CAPE should by higher than some threshold. Storms have caused F4 tornadoes with only a few 100’s of J/kg available!

Page 57: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

other factors than wind shear that influence storm structure...

It is hard to predict if and how quickly storms will cluster into a linear MCS.-MCS’s often form when cold pools formed by multiple storms merge

Factors favoring clustering into an MCS:-strong lift

(e.g. caused by an intense shortwave trough, frontal wave)

-convective initiation along a boundary-weak cap (low CIN)

Page 58: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

bow echoes

Convective systems may develop into bow echoes.

Page 59: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Amsterdam

Rotterdam

The Hague

Image made at KNMI

bow echoes

Page 60: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Image made at KNMI

Amsterdam

Rotterdam

The Hague

1639 UTC

bow echoes

Page 61: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Image made at KNMI

Amsterdam

Rotterdam

The Hague

1639 UTC

bow echoes

Page 62: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Image made at KNMI

Page 63: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

17 July 2004 - Image by Patrick Weegink

Page 64: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

ingredients-based forecasting (Doswell, 2004)

an “ingredient” is something necessary for some event to occur

• helps with information overload• helps prevent overlooking important factors• prevents “tunnel-vision”

Page 65: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

we have identified...

three ingredients for the most severe convective storms...

• latent instability• (sufficient) lift• vertical wind shear

certain parameters may help to quantify those

Page 66: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

convective parameters

but, beware....

Page 67: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

convective parameters

Total totals index (TOTL) = T850 + Td850 - 2 * T500 [°C]

K index = T850 + Td850 - T500 - (T-Td)700 [°C]

Sweat index = 12*Td850+20*(TOTL-49)+2*U850+5*U500+125*(0.2+sin(f)) where f=(wind direction500-wind direction850), U=wind speed[kts], TOTL=0 if TOTL<49

but, beware, some parameters....

Page 68: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

convective parameters

...combine different physical atmospheric properties (moisture, temperature, wind shear) into one parameter in some “magical way”

Total totals index (TOTL) = T850 + Td850 - 2 * T500 [°C]

K index = T850 + Td850 - T500 - (T-Td)700 [°C]

Sweat index = 12*Td850+20*(TOTL-49)+2*U850+5*U500+125*(0.2+sin(f)) where f=(wind direction500-wind direction850), U=wind speed[kts], TOTL=0 if TOTL<49

but, beware, some parameters....

Page 69: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

convective parameters

...combine different physical atmospheric properties (moisture, temperature, wind shear) into one parameter in some “magical way”

Total totals index (TOTL) = T850 + Td850 - 2 * T500 [°C]

K index = T850 + Td850 - T500 - (T-Td)700 [°C]

Sweat index = 12*Td850+20*(TOTL-49)+2*U850+5*U500+125*(0.2+sin(f)) where f=(wind direction500-wind direction850), U=wind speed[kts], TOTL=0 if TOTL<49

but, beware, some parameters....

...come with a list of thresholds, that may not be valid in your forecast region (if at all...)

Page 70: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

convective parameters

...combine different physical atmospheric properties (moisture, temperature, wind shear) into one parameter in some “magical way”

Total totals index (TOTL) = T850 + Td850 - 2 * T500 [°C]

K index = T850 + Td850 - T500 - (T-Td)700 [°C]

Sweat index = 12*Td850+20*(TOTL-49)+2*U850+5*U500+125*(0.2+sin(f)) where f=(wind direction500-wind direction850), U=wind speed[kts], TOTL=0 if TOTL<49

but, beware, some parameters....

...come with a list of thresholds, that may not be valid in your forecast region (if at all...)

...require no physical understanding of the weather situation

Page 71: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

convective parameters

...combine different physical atmospheric properties (moisture, temperature, wind shear) into one parameter in some “magical way”

Total totals index (TOTL) = T850 + Td850 - 2 * T500 [°C]

K index = T850 + Td850 - T500 - (T-Td)700 [°C]

Sweat index = 12*Td850+20*(TOTL-49)+2*U850+5*U500+125*(0.2+sin(f)) where f=(wind direction500-wind direction850), U=wind speed[kts], TOTL=0 if TOTL<49

but, beware, some parameters....

...come with a list of thresholds, that may not be valid in your forecast region (if at all...)

...require no physical understanding of the weather situation

...don’t increase one’s understanding either.

you can not find out what went wrong and do better next time!

Page 72: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

* = will discuss this later on

my convective parameters

parameter for prediction of remarks

CAPE

(if not available:

LIFTED INDEX)

instability beware of different parcels that are lifted

CAPE RELEASED BELOW 3 KM*

low-level instability buoyant parcels close to the surface can cause rapid vortex stretching tornadoes

INSTABILITY parameters

Page 73: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

my convective parameters

parameter for prediction of remarks

forcing term of differential vorticity advection

upward motion,

convective initiation

upward motion in numerical models may be contaminated by the convection itself....forcing term of

temperature advection

upward motion,

convective initiation

or, alternatively Q-vector divergence or PV-analysis

LIFT parameters

* = will discuss this later on

Page 74: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

my convective parameters

parameter for prediction of remarks

0-6 km BULK SHEAR

convective organisation remark: convective organisation is strongly influenced by the amount of lift as well

0-1 km BULK SHEAR*

tornadoes

0-3 KM STORM-RELATIVE HELICITY

potential for supercell convection

0-1 KM STORM-RELATIVE HELICITY*

potential for tornadoes

WIND SHEAR parameters

* = will discuss this later on

Page 75: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

my convective parameters

parameter for prediction of remarks

MOISTURE AT MID-LEVELS*

strong downdrafts if low

MOISTURE AT LOW LEVELS*

strong downdrafts if low deep, dry boundary layers cause evaporative cooling and a high potential for strong wind gusts

LCL HEIGHT* tornadoes tornadoes unlikely with LCL > around 1500 m

WIND SPEED AT 850 hPa*

wind gusts vertical transport of horizontal wind speeds (very) relevant for wind speed in downdrafts

other parameters

* = will discuss this later on

Page 76: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

study done at Institute for Marine and Atmospheric Research Utrecht

Sounding-derived parameters associated with large hail and tornadoes in the Netherlands

My M.Sc thesis research...

Page 77: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Basic idea

1. Find soundings taken in the proximity of severe weather events (here: tornadoes)

2. Find if they have special characteristics (w.r.t. other soundings)

method: look at parameters that represent something physical and that have been studied before

Page 78: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Proximity soundings

What is a proximity sounding…?

Used definition:• within 4 hours of the sounding

(before or after)

• within 100 km from a point thatis advected by the 0-3 km meanwind from the sounding locationat the sounding time

Page 79: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

• radiosonde observations

Dec 1975 – Aug 2003

(thanks to KNMI, DWD, KMI)

• severe weather reports from Dutch voluntary observers (VWK)

Data sets

Sinds 1974

Vereniging voor Weerkunde en Klimatologie (VWK)

http:/www.vwkweb.nl

Page 80: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Data

soundings associated with: number

hail (2.0 - 2.9 cm)

hail (>= 3.0 cm)

tornadoes F0

tornadoes F1

tornadoes F2

waterspouts

thunder (1990-2000 only)

46

47

24

37

6

26

2045

all soundings 67816

Page 81: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Most-unstable CAPE (MUCAPE)Number of events

maximum

median

75th perc.

25th perc.

MUCAPE high with hail; less with tornadoes…

US studies: MUCAPE highly variable with tornadoes. Strong tornadoes may occur with low CAPE when shear is high

Page 82: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Most-unstable CAPE released below 3 km A.G.L.

MUCAPE<3km high with F0, not with F1+

US studies: Davies (2004) has found a relation between tornado occurrence and high CAPE below 3km (in his study mixed-layer CAPE)...

Page 83: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

(most-unstable) LFC height (m)

LFC relatively low with tornadoes (esp. F0)…

US studies: Davies (2004) has found a relation between low LFC and tornado occurrence

Page 84: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

LCL height (50 hPa mixed layer parcel)

US studies: Low LCL favors significant tornadoes, e.g. Craven et al. (2002)

LCL not sign. diff. between tornadic and thunder

Page 85: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

LARGE HAIL F0 F1+

Average soundings

note the distribution of parcel buoyancy with height

Page 86: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

0-6 km A.G.L. bulk shear (m/s) (1)

US studies: strong tornadoes and (very) large hail often occur with supercells. These are associated with >20 m/s 0-6 km shear (e.g. Doswell&Evans, 2003)

Page 87: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

0-6 km A.G.L. bulk shear (m/s) (2)

likelihood of hail increases with 0-6 km shear, but the majority of hail events occur with moderate shear

Page 88: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

0-1 km A.G.L. bulk shear (m/s)

0-1 km shear high with F1, esp. F2 tornadoes...and with wind gusts

US studies: strong 0-1 km shear favours sign. tornadoes (e.g. Craven et al., 2002).

Page 89: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

0-1 km A.G.L. storm-relative helicity (m2/s2)

0-1 km shear high with F1, esp. F2 tornadoes..

US studies: high values favor supercell tornadoes (e.g. Rasmussen, 2003).

Page 90: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

• MUCAPE and 0-6 km bulk shear are useful predictors for large hail, especially when combined

• most large (> 2cm) hail in the Netherlands is associated with multicells rather than supercells

Conclusions of the study

Page 91: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

• F1 and esp. F2 tornadoes occur with higher-than-average 0-1 km shear and SRH.

• F0 tornadoes (and waterspouts) occur with lower-than-average 0-1 km shear values

• (MU)CAPE is not extreme with tornadoes and thereby has limited value for tornado forecasting..

Conclusions of the study

Submitted to Atmospheric Research

Page 92: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

• MUCAPE released below 3 km / low LFC heights seem to be important for the formation of weaker (and likely non-supercellular) tornadoes….

(but of course we rather want to forecast the stronger tornadoes)

• LCL heights are probably not as much a limiting factor for tornado development in the NL than in much of the U.S.A.

i.e. LCL heights are practically always low enough here for tornadoes

Some conclusions

Page 93: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

using convective parameters23th June, 2004analysis prepared in cooperation with Christoph Gatzen (ESTOFEX)

photo: Christian Schöps

source: ESTOFEX

Page 94: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

23 June, 2004: 500 hPa height, wind speed

Page 95: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

23 June, 2004: 850 hPa height, theta-e

Page 96: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

23 June, 2004: MUCAPE, deep layer wind shear

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23 June, 2004: MUCAPE, low level wind shear

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23 June, 2004: LCL height

Page 99: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

23 June, 2004: LFC height

Page 100: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Sounding from the action area. It indicates...

• rather weak CAPE

• most of it below 3km

• winds veer strongly with height (indicating helicity)

• strong low level wind shear

In this case, the forecast didn’t work out. The favourable veering of wind wind height in the lowest km, was not at all predicted by most numerical models that forecasted SWly winds instead of SEly winds.

Page 101: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

Conclusion and highlights• the ingredients-based methodology can help to structurize the forecasting process

• for severe convection the essential ingredients are:• latent instability (CAPE)• lift• vertical wind shear (20 m/s…40 kts is supercell threshold)

• Convective parameters with a single obvious physical meaning are probably the most useful.

Most important for forecasting….HAIL CAPE and convective modeTORNADOES 0-1 km shear, SREH and convective modeWIND GUSTS 850 hPa wind, dry low or mid-levels and

convective mode

Page 102: Severe convective storms, theory Pieter Groenemeijer FMI Helsinki, 2 May 2005.

ReferencesCraven, J. P., H. E. Brooks, and J. A. Hart, 2002: Baseline climatology of sounding derived parameters associated with deep, moist convection. Preprints, 21st Conference on Severe Local Storms, San Antonio, Texas, American Meteorological Society, 643–646.

Davies, J. M., 2002: On low-level thermodynamic parameters associated with tornadic and nontornadic supercells. Preprints, 21st

Conf. on severe local storms, Kananaskis Park, Alberta, Canada, Amer. Meteor. Soc., 558–592.

Davies, J. M., 2004: Estimations of CIN and LFC Associated with Tornadic and Nontornadic Supercells. Wea. Forecasting, 19, 714–726.

Fujita, T. T., 1971: Proposed Characterization of Tornadoes and Hurricanes by Area and Intensity, SMRP Research Paper No. 91, University of Chicago.

Doswell, C. A. III, and J. S. Evans, 2003: Proximity sounding analysis for derechos and supercells: An assessment of similarities and differences. Atmos. Res., 67-68, 117–133.

Rasmussen, E. N., 2003: Refined supercell and tornado forecast parameters. Wea. Forecasting, 18, 530–535.