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The Lightning Power Index Testing a new tool for predicting lightning density and the potential for

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... with the development of precipitation in the form of soft hail (graupel) ... liquid water coexist with cloud ice, graupel pellets and snow crystals. ... – PowerPoint PPT presentation

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Title: The Lightning Power Index Testing a new tool for predicting lightning density and the potential for


1
The Lightning Power Index Testing a new tool for
predicting lightning density and the potential
for extreme rainfall in Mediterranean storms
  • Barry Lynn (1, 2), Yoav Yair (1), Colin Price (3)
    and Efrat Morin (4)
  • 1. Department of Life and Natural Sciences, The
    Open University of Israel
  • 2. Weather-it-is, Efrat
  • 3. Department of Geophysics and Planetary
    Sciences, Tel-Aviv University
  • 4. Department of Geography, The Hebrew University
    of Jerusalem

2
Talk Layout
  • Introduction
  • Existing Indices for Lightning Prediction
  • K-Index (KI)
  • Cloud Physics Thunder Parameter (CPTP)
  • The Lightning Power Index (LPI)
  • Case studies
  • Israel Afula, 28.10.2006
  • Greece Volos 9.10.2006
  • Italy Emilia Romagna 8.9.2006
  • Summary

This research is part of the FLASH project
supported by the FP6 Framework Program of the EU
3
K Index (KI)
  • The K index takes into account moist air at 700
    mb contributing to air mass thunderstorm
    development.
  • The K index is defined as follows
  • K T850 - T500 Td850 - (T700 - Td700)
  • The risk of air mass thunderstorms is defined as
    follows
  • K lt 15 0 Air mass thunderstorm
    probability15-20 lt20 Air mass
    thunderstorm probability21-25 20-40 Air
    mass thunderstorm probability26-30 40-60
    Air mass thunderstorm probability31-35
    60-80 Air mass thunderstorm probability36-40
    80-90 Air mass thunderstorm probabilityK gt40
    gt90 Air mass thunderstorm probability

4
CPTP Cloud Physics Thunder Parameter (Bright et
al., 2005)
TEL is the equilibrium level temperature CAPE-20
is the CAPE between the 0C to -20C K 100 Jkg-1.
  • Based on evidence for the correlations between
    the presence of ice in the mixed phase region and
    the level of electrification
  • Convective updraft must be strong enough to
    ensure super-cooled liquid water is replenished
    and graupel is lifted above the charge-reversal
    temperature zone (-15C to -20C).
  • CPTP produces a plan view depiction of where
    thermodynamics support thunderstorms given that a
    convective cloud can develop

5
Thunderstorm charging requirements (Mason, 1953)
  • Time available for electric field generation is
    30 minutes.
  • Charge generation produces 20 to 30 Coulombs per
    flash.
  • Charge separation occurs between the 0C and
    -40C levels in a region of radius 2 km.
  • The main negative charge centre is between the
    -5C and
  • -25C levels depending on the cloud physics, the
    main positive centre is a few km above the
    negative centre. The lower positive charge is
    close to the 0C level.
  • Electric field development is associated with the
    development of precipitation in the form of soft
    hail (graupel), and the first lightning occurs
    within 12 to 20 minutes of the first radar
    detection of large particles.

6
The Lightning Power Index
  • Effective charge separation region within a
    developing thunderstorms is the volume between
    the freezing level and the -20C isotherms, where
    supercooled liquid water coexist with cloud ice,
    graupel pellets and snow crystals.
  • Charge separation occurs via the non-inductive
    ice-grauple mechanism, in the presence of
    super-cooled liquid water (Takahashi, 1978
    Saunders and Peck, 1991).
  • The electric charge build-up rate is directly
    proportional to the concentrations of the
    interacting particles and to the 4th power of the
    velocity gradient between them (Keith and
    Saunders, 1991)

7
The Lightning Power Index
  • The LPI calculates the flux of ice and water mass
    into and out of the charging zone (0 to -20C)
    within a convective cloud. It is the volume
    integral of the total mass of ice and liquid
    water, signifying the potential of the cloud to
    generate electric power.
  • LPI 1/v ??? e w2 dx dy dz J
  • where e 2(Qi Ql) 0.5 /(QiQl) W is
    the updraft
  • Ql is the total liquid water mass.  Qi is the
    ice fractional content
  • Qi 2 qg ((qs qg )0.5 /(qsqg) ) ((qi qg
    )0.5/ (qiqg))
  • qs snow, qi cloud ice, qg graupel mass
    concentrations kg/m3
  •  

8
The WRF Model
  • The WRF model simulations were done using a
    triple nest, beginning with a 27 km coarse grid
    outer mesh. The inner grids had 9, 3, and 1 km2
    grid resolution.
  • The model grids were centered over the region of
    interest.
  • The simulations were initialized using GFS
    Analysis data (no nudging was used).
  • The simulations were from 18 to 24 hours,
    depending on location.
  • Thompson bulk microphysics was used to explicitly
    simulate the hydrometeor fields.

9
Sources of Data
  • Lightning
  • ZEUS European lightning detection network
  • LPATS Israeli Electrical Company
  • Rain
  • SHAHAM radar (Israel)
  • Israeli Meteorological Service (Rain gauge
    network)
  • Notional Observatory of Athens (Greek network)
  • Italian CNR satellite retrieval algorithms
  • Model
  • NCEP
  • GFS

10
Example 1 April 2006 Northern Israel
A good correlation exists between the locations
of lightning as measured by LPATS and the places
with the highest values of the Power Index
11
Floods in Northern IsraelAfula
  • FLASH Case Study 4
  • 28 October 2006

12
Flood in Israel 28.10.2006
13
Lightning vs. Radar derived Rainfall
14
Scale separation between convective and
stratiform rain - measured
15
Model Results Flood in Israel 28.10.2006
  • LPI vs. Model Rain Rate
  • gt 10 mm/h
  • LPI vs. Model Rain Rate
  • 1-5 mm/h

Maximum LPI values are early by 0.5 h before
max rain
16
Correlations between Lightning Power Index and
measured lightning and rain
17
Floods in Central and Northern Greece
  • FLASH Case study 14
  • 9-10-11 October 2006

18
Flood in Greece Volos 9.10.2006
19
Flood in Greece Volos 9.10.2006
  • LPI vs. model rain
  • LPI vs. ZEUS lightning

20
Model Results Flood in Greece Volos 9.10.2006
  • LPI vs Rain Rate gt 10 mm/h
  • LPI vs ZEUS lightning

21
Floods in Northern ItalyEmilia Romagna
  • FLASH Case Study 21
  • 8-9 September 2006

22
Flood in Northern Italy 8.9.2006
23
Model Results Flood in Northern Italy Emilia
Romagna 8.9.2006
  • LPI vs. model rain(gt 10 mm/h)
  • LPI vs. ZEUS lightning

24
Correlation between LPI and ZEUS lightning
25
Conclusions
  • The LPI is strongly correlated with (observed)
    cloud-to-ground lightning activity
  • It correctly predicts the occurrence of major
    convective electrically-active cells
    (thunderstorms)
  • There is a 30 minutes lead time of the maximum
    LPI from the peak in measured ground level
    rainfall rate
  • The LPI gives a finer spatial and temporal
    resolution of lightning activity compared to KI
    and CPTP
  • LPI values are calibrated against observed
    cloud-to-ground lightning activity to determine
    threshold values.

26
Thank You!
  • Questions?

27
Lifted Index (LI)
  • An air parcel is lifted from the surface with
    temperature and mixing ratios representative of
    the mean layer values of the lowest 100 mb of the
    atmosphere. This hypothetical parcel is then
    lifted dry adiabatically to the LCL and
    pseudo-adiabatically to 500 mb.
  • The value of this index is the temperature of the
    environment subtracted from the temperature of
    the parcel at 500 mb.
  • The risk of thunderstorms and severe weather
    activity is defined as follows
  • LI gt 2 No significant activity
  • 0 lt LI lt 2 Showers/thunderstorms possible
    (additional lift)-2 lt LI lt 0 Thunderstorms
    possible-4 lt LI lt -2 Thunderstorms more
    probable, but few, if any severeLI lt -4 Severe
    thunderstorms possible
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