CLASSIFICATION OF MESOSCALE SNOW BANDS IN THE NORTHEAST UNITED STATES. Norman Shippee Plymouth State University Overview Objectives Background Data and methodology Results I. II. III. IV. I. II. V. VI. VII. Synoptic Composites Predictors from composite analysis Conclusions Suggestions for future.

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Transcript CLASSIFICATION OF MESOSCALE SNOW BANDS IN THE NORTHEAST UNITED STATES. Norman Shippee Plymouth State University Overview Objectives Background Data and methodology Results I. II. III. IV. I. II. V. VI. VII. Synoptic Composites Predictors from composite analysis Conclusions Suggestions for future.

CLASSIFICATION OF MESOSCALE SNOW
BANDS IN THE NORTHEAST UNITED STATES.
Norman Shippee
Plymouth State University
Overview
Objectives
Background
Data and methodology
Results
I.
II.
III.
IV.
I.
II.
V.
VI.
VII.
Synoptic Composites
Predictors from composite analysis
Conclusions
Suggestions for future work
Questions
Objectives


Classify types of mesoscale snow banding in winter
storms occurring in the Northeast.
Utilize independent predictors, such as topographic
data and local meteorological features, to predict
the type and location of mesoscale banding (if any)
before it occurs.
Objectives
1.
Develop a climatology of snow banding events in the domain
based upon banding type
Objectives
1.
2.
Develop a climatology of snow banding events in the domain
based upon banding type
Create composites to attempt to distinguish synoptic differences
between banding classes
Objectives
1.
2.
3.
Develop a climatology of snow banding events in the domain
based upon banding type
Create composites to attempt to distinguish synoptic differences
between banding classes
Use predictors to attempt to predict the type of band and location
such as:





Existence of a Coastal Front
Cross-shore θ gradient
Cross-shore topographic slope
Topographic height
Frontogenesis
Background


Areas of heavier precipitation embedded in winter
storms.
These areas are localized, and result from
mesoscale banding.
 Can
cause extreme rates of snowfall in a small area
(1-3 inches per hour or more)
Background

Many studies on mesoscale snow-banding have
been conducted
 Mesoscale
snow-banding is often handled poorly by
conventional numerical modeling
 Beyond
12 hours, forecasts of predictors for mesoscale
banding are degraded
Background


Mesoscale banding occurs in approximately 85% of
cyclones impacting the Northeast in the winter
months
Important to understand and predict where and
when banding might occur, along with how much
snow might fall
Background – Snowfall Forecasting

Current methods describe the two-fold approach to
forecasting snowfall depth
 Snow amount conversion
 10 inches of snow to 1 inch of QPF (10:1)
 QPF
Background – Snowfall Forecasting

Current methods describe the two-fold approach to
forecasting snowfall depth
 Snow amount conversion
 10 inches of snow to 1 inch of QPF (10:1)
 QPF

Problems exist with this method
 Rule
was developed in 1888
 “Rule of thumb”
 Misses range of density changes of snowfall
 Could be seen as a hindrance to snowfall forecasts
Background - Ingredients

Primary ingredients needed for heavy, banded
snowfall are:
 Frontogenesis
 Weak
moist symmetric stability
 Moisture

Cloud microphysics (less important)

Variables often are coupled in studies
Background – Model Forecasts

Both the GFS and the NAM do a poor job predicting
mesoscale bands of heavy QPF (Jurewicz and Evans
2009).
Models often provide a good forecast of the potential
predictors for mesoscale snow banding events up to 12
hours prior to onset.
Beyond 12 hours, model forecasts of the predictors is also
degraded.
Background – Observing Using Radar

When viewing radar images, most mesoscale
banding reflectivity returns fall within a range of
reflectivities
 25-35

dBZ
Over 35 dBZ, there is potential for observation of
bright banding
Background – Banding Classes

Banding classification scheme adopted from a
paper by Novak et al (2004)
 Single
Band: 20-100 km in width, >250 km in length,
>30 dBZ for 2 hr minimum
Background – Banding Classes

Single Banded example:
Background – Banding Classes

Single Banded example:
Background – Banding Classes

Banding classification scheme was adopted from a
paper by Novak et al (2004)
 Single
Band: 20-100 km in width, >250 km in length,
>30 dBZ for 2 hr minimum
 Multi-Band:
>3 finescale bands (5-20 in width) with
periodic spacing and intensities >10 dBZ over
background reflectivity
Background – Banding Classes

Multi-banded example:
Background – Banding Classes

Banding classification scheme was adopted from a
paper by Novak et al (2004)
 Single
Band: 20-100 km in width, >250 km in length,
>30 dBZ for 2 hr minimum
 Multi-Band:
>3 finescale bands (5-20 in width) with
periodic spacing and intensities >10 dBZ over
background reflectivity
 Non-Banded:
Meets no criteria; disorganized
Background - Domain of Study
Data & Methodology

Needed a starting point: Satellite data


Storms needed to be of “synoptic scale” on the satellite
image


Satellite images used to ID potential storms during winter
months using the NCDC GIBBS Satellite Archive
At least 1000 km in one dimension (Holton 2006)
This method did not identify banding events, just
potential storms
Data & Methodology

Satellite time resolution was important
 Storm
could not make large jumps into or out of study
domain
 Minimum
temporal resolution available: 3 hr
 Typical
synoptic storm can cover ~1200 km per day
(Pidwirny 2006)


~150 km in 3 hrs
Reasonable for the study domain size
Data & Methodology


Analyzed storms from the winter months (November
to March) for the years of 2004 to 2009
Storms used in this study met 24-hr snowfall warning
criteria for the most southern parts of the study
domain
8
inches in 24 hours at 2 or more stations
Data & Methodology

After utilizing satellite images to ID potential storms,
NCDC snowfall reports and decoded surface
METAR reports were analyzed for 2 things
 Total
24-hr snowfall depth change
 Consecutive
hr break)
hours of snowfall (2 hr minimum, allow for 1
Data & Methodology – Gridding Data


Necessary to create a gridded domain for the
study to utilize numerical model data and radar
data
The gridded area was defined as roughly
Pennsylvania to Maine and rotated 45 degrees to
align with the axis of the Appalachian Mountains
Data & Methodology – Gridding Data

Data were gridded on a 20 km by 20 km square
grid extending from Western Pennsylvania
northeastward to Maine
 Grid
spacing chosen in order to capture the short axis
scale of a small single-band event
 ~20
KM (Novak et al 2004)
1898 Data Points
Data & Methodology - Classification


Banding identification was performed by radar
imagery using WSI NOWRAD generated from the
NCAR archives
Storms were classified into three classes described
before:
 Single-Banded
 Multi-Banded
 Non-Banded
Data & Methodology

Gridding topography data
 Used
the ETOPO1 dataset with horizontal resolution of
1arc-minute

Data were gridded to the 20 km spacing using a
series of scripts
 Greatest
topographic height within a 12.071 km radial
sweep of each point was assigned to the corresponding
grid point
Data & Methodology

NCDC Radar data were also downscaled from high
resolution data to the 20 X 20 km grid
 Needed
for regression analysis
 Used maximum value within a box around each grid
point to eliminate overlap
 Different than the topographic height interpolation
Summary of Data Sources



Topographic data : NGDC ETOPO1 dataset
Satellite images: GIBBS satellite archive, available online at
http://www.ncdc.noaa.gov/gibbs.
Radar data: National Climatic Data Center (NCDC)
repository of NEXRAD radar data and WSI NOWRAD
imagery from UCAR

Numerical model data: NARR-A 25 km resolution dataset.

Snowfall data: METAR and NCDC reports
Objectives
1.
2.
3.
Develop a climatology of snow banding events in the domain
based upon banding type
Create composites to attempt to distinguish synoptic differences
between banding classes
Use predictors to attempt to predict the type of band and location
such as:





Existence of a Coastal Front
Cross-shore θ gradient
Cross-shore topographic slope
Topographic height
Frontogenesis
Results
Results - Climatology
Type
Number of Cases
Percentage of Cases
[%]
Non-Banded
20
57%
Single Banded
9
26%
Multi-Banded
6
17%
Totals:
35
100%
Results - Climatology


Single banding events dominate all events observed in
the study period with 20 out of 35 (57%) of all cases
Multi-banding events were observed in 9 out of 35
cases (26%)

Non-banded storms comprised 6 out of 35 cases (17%)

Overall, 83% of cases exhibited a type of banding
Results - Climatology
Results - Climatology

Single banded events:


More dominant overall
There is a steady progression of more single banded events in the
colder months, to less single banded events in the warmer months.
Results - Climatology

Single banded events:



More dominant overall
There is a steady progression of more single banded events in the colder
months, to less single banded events in the warmer months.
Multi-banded events:


Similar progression
A peak of total number of events in the months of January and
February
Results - Climatology

Single banded events:



Multi-banded events:



More dominant overall
There is a steady progression of more single banded events in the colder
months, to less single banded events in the warmer months.
Similar progression
A peak of total number of events in the months of January and February
Non-banded events:


Least dominant
Smallest number of total events; one or two over the 5 year period in
each month; none in November
Objectives
1.
2.
3.
Develop a climatology of snow banding events in the domain
based upon banding type
Create composites to attempt to distinguish synoptic differences
between banding classes
Use predictors to attempt to predict the type of band and location
such as:





Existence of a Coastal Front
Cross-shore θ gradient
Cross-shore topographic slope
Topographic height
Frontogenesis
Synoptic Composites


Synoptic composites were constructed using the
NCEP/NCAR Reanalysis to analyze the potential
differences in synoptic setup based upon the type
of banding produced by each storm
The three classes for composite analysis:
 Single
banded
 Multi-banded
 Non-banded
Composites – Non-Banded Storms
Sea Level Pressure for non-banded events
Composites – Non-Banded Storms
700mb Omega for non-banded events
Composites – Non-Banded Storms
500 hPa height for non-banded events
Composites – Non-Banded Storms
250 hPa zonal wind for non-banded events
Composites – Single Banded Storms
L
Sea Level Pressure for single banded events
Composites – Single Banded Storms
700 hPa omega for single banded events
Composites – Single Banded Storms
500 hPa height for single banded events
Composites – Single Banded Storms
250 hPa zonal wind for single-banded events
Composites – Multi-Banded Storms
Sea Level Pressure for multi-banded events
Composites – Single Banded Storms
700 hPa omega for multi-banded events
Composites – Multi-Banded Storms
500 hPa height for multi-banded events
Composites – Multi-Banded Storms
250 hPa zonal wind for multi-banded events
Single Banded
Multi-Banded
Non-Banded
Comparison of Composites

Center of rising motion:
 Single
banded and Multi Banded cases suggest the
storm is still developing
 Non-banded cases are vertically stacked

Sea level pressure:
 Single
and Multi banded events have very different
orientation of isobars, creating different flow over the
domain
Comparison of Composites
Single Banded
Multi-Banded
Non-Banded
Comparison of Composites


500 hPa trough location suggests that single and
multi banded events have sufficient amounts of
positive vorticity advection (cyclonic vorticity
advection)
250 hPa jet cores put the single banded and multibanded composite lows in a favorable area for
upper level support
 Non-banded
events are in an area unfavorable to
storm development
Objectives
1.
2.
3.
Develop a climatology of snow banding events in the domain
based upon banding type
Create composites to attempt to distinguish synoptic differences
between banding classes
Use predictors to attempt to predict the type of band and location
such as:





Existence of a Coastal Front
Cross-shore θ gradient
Cross-shore topographic slope
Topographic height
Frontogenesis
Potential Predictors from Composites


From the composite analysis, there were some
potential predictors determined
Certain patterns (single banded cases) suggested
the existence of a coastal front in the storms
producing banding
Predictors from Composites

The following predictors were tested in this study:
 Existence
of a Coastal Front
 Cross-shore θ gradient
 Cross-shore topographic slope
 Topographic height
 Cross-shore frontogenetic convergence
Role of the Coastal Front
Type
Cases w/ CF
Cases w/ no
CF
% of total with
CF
% of total
without CF
Single-Banded
11
9
31%
26%
Multi-Banded
3
6
9%
17%
Non-Banded
2
4
6%
11%
Totals
16
19
46%
54%
Results from Testing Predictors

Highest rate of coastal front occurrence is with
single-banded cases
 In
the presence of a coastal front, single-banded cases
dominate
 Also
 Multi-
dominate overall
and Non-banded events are more likely to occur
without a coastal front present
 Suggests coastal front is more likely to develop in
single-banded cases than in multi- or non- banded
cases
Best Subsets Regression


In order to determine the best predictors of the linear
reflectivity values, a best subsets regression analysis
was completed for each of the banding cases
Three variables were used in this analysis:
Cross-shore potential temperature gradient (THTA)
 Cross-shore topographic slope (SLOPE)
 Cross-shore frontogenetic convergence (FRNT)


Results for single-banded cases are shown
Best subsets for Single-Banded Events
Best Subsets Regression

Each case (single-, multi-, and non-banded) showed
similar results for the analysis
 Multi-
and Non-banded cases showed higher R-squared
values, though lacked in the number of cases


Possible issues that resulted in the poor results will
be discussed at the end
Nonetheless, linear regression was attempted for
each case
Linear Regression


Once again, results from single-banded cases will
be shown
The best-subsets regression suggested the use of all
three variables would generate the best linear
regression equation for prediction of banding
Linear Regression
Linear Regression



The null hypothesis for all banding types was that the
linear reflectivity (Z) is not a function of the three tested
variables
Single- and Multi-banded events suggest there is a
small probability that the results of the regression
analysis hold some predictive ability
It was still important to attempt to use the linear
regression equations to predict the occurrence of
banding
Testing the Linear Regression Equation
Results of the LR Equation Test

Results were unexpected
 All
grid points produced a value greater than 30 dBZ,
suggesting the entire domain would be experiencing
banding

These variables alone are not enough to work in this
case.
Conclusions

There are significant synoptic differences between
each of the banding cases
 Composite
analysis showed differences in structure and
potentially age of the storm

The coastal front has some influence on banding
type
Conclusions


More variables are needed to predict the
occurrence and location of banding events
Regression analysis performed poorly in all cases,
suggesting the need for changes
Suggestions for Future Work

Largest source of error:
Grid resolution
 Need to increase the grid resolution in the study



20 X 20 km to coarse to resolve small scale features that influence
banding
Create subset grids
Based on RDA location or geographic location
 Increase number of grid points in each subset grid


Inter-comparison of radar data from multiple RDA locations
Parallax error
 Differences in event classification

Suggestions for Future Work

Other statistical tests
 F-test
and T-test
 Bias and residuals

Stratification of frontogenesis levels to increase
vertical resolution of the banding structure
 Determine
formation
the vertical layer most associated with band
Suggestions for Future Work

Utilize additional statistical methods

Classification and Regression Tree (CART) models and Principle
Component Analyses (PCA)



Different proxy for banding occurrence or snowfall depth


Determine the best threshold values for predictors
Predictability of each banding type
QPF
Higher resolution model data



NARR to coarse
NAM-WRF or RUC
Limited by the availability of the model data for the time period
studied
Acknowledgements



Deepest thanks to my thesis committee: Dr. Sam
Miller, Dr. James Koermer, and Mr. Toby Fusco
Thanks to all of the faculty here: Dr. Eric Hoffman,
Dr. Lourdes Aviles, Dr. Joseph Zabransky, and Mr.
Brendon Hoch
Thanks to my family and friends, fellow graduate
students, and my fiancée Katie
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Questions?