17 - 18 October 1996
Midwest Cold Season Synoptic Storm
Laboratory Exercises
The following laboratory exercises are meant as guidelines for
instructors for using this case in meteorology courses teaching basic
structure and development of midlatitude synoptic scale storms.
Please use or modify them to suit your needs.
They are written
assuming the student has access to the gridded and observed fields for
this case and is able to display and loop the fields as described
below. The following instructions are written as if the student is
running the interactive program, GARP, written
and maintained by COMET at
UCAR. We find that having students create the fields themselves is a
major part of the student's learning experience, and we would
encourage instructors to use the capabilities of programs like GARP
(or others such as GEMPAK, or GRADS) when using
these exercises. However, if this is not possible, we have provided
links to the pre-created fields so that these exercises could be
completed here on the web.
The exercises include the following
topics:
Goals
- Compare the life cycle of a real case with the idealized case
- Be able to describe the intensity of a real case compared to the
idealized case
Instructions
- Create a loop of 500 mb heights, sea level pressure, and 1000-500
mb thicknesses overlayed every 6 hours using the ETA model grids using the
following times: 00 UTC October 17 (in GARP select the time period: 96101700F00), 06 UTC October 17
(96101700F06), 12 UTC 17 October (96101712F00), 18 UTC 17 October
(96101712F06), and 00 UTC 18 October (96101800F00).
- Compare these images to the idealized picture of the development of
a typical baroclinic cyclone given in the figure reproduced below from Holton, 1992.
Questions
- Identify which time periods of the October case most closely
resemble each of the three stages shown in the figure from Holton.
- How does the relative position of the surface low pressure center
and the upper level trough change as the cyclone develops? Are these
relationships similar to or much different from those shown in the figure
from Holton?
- Describe qualitatively the relative strengths of the low level
fronts (as illustrated with the 1000 - 500 mb thicknesses) as the cyclone
develops. Are the intensities similar to or different from the ideal case?
- Would you describe the October case as (a) near ideal, (b) somewhat
ideal, or (c) completely different from ideal?
Geostrophic and Observed Winds
Goals
- Compare geostrophic and observed winds and explain
similarities/differences
Instructions -- Surface Winds
- Create a map that
includes the mean sea level pressure, the geostrophic winds from the
ETA model at 1000mb and the observed winds (from station observations)
for 00 UTC 17 October 1996. Have the map include at least the
midwestern states of Kansas and Missouri.
- Create a different map of
the same three parameters above (slp, geostrophic and observed winds)
for 06 UTC 17 October (use the 6 hour forecast of the ETA model from
the 00 UTC 17 October model run), but of the area over the northern
Pacific ocean.
- Create a third map of the
same three parameters above (slp, 1000mb geostrophic winds and
observed surface winds) for 06 UTC 17 October, but of the area of the
intermountain region including the states of Nevada, Utah and
Colorado.
Questions -- Surface Winds
- Estimate the average percentage difference in windspeed between
the observed winds and the 1000 mb geostrophic winds in the region
including Missouri, Kansas and Arkansas (use the first map). Compare
this with the average percentage difference in windspeed between the
observed winds and the 1000 mb geostrophic winds over the Gulf of
Alaska in the vicinity of the surface low pressure center (second map
-- use all the ship reports inside the 1012 mb contour).
- Compare the average difference in wind direction for the reports
over the ocean (map 2) and the reports over the land (map 1). Are
these differences between the geostrophic wind and the observed wind
similar to what you expected? Explain.
- There is a strong pressure gradient across Colorado, Utah and
Nevada with very strong geostrophic winds (most winds around 40
knots). However, the observed winds in this region are much lighter
and often from a completely different direction. What are the factors
contributing to these large differences in speed and direction? Is
comparing 1000 mb geostrophic winds to observed surface winds a fair
comparison in this region at this time?
Instructions -- Winds aloft
Create a map of the 300 mb geopotential height, geostrophic wind
and observed winds for 12 UTC 18 October. Include the region from
Montana to western Pennsylvania.
Questions -- Winds aloft
- What are the observed and geostrophic windspeeds at the following
locations: Springfield MO (SGF), Little Rock AR (LZK), Glasgow MT
(GGW), Bismard ND (BTS), and Amarillo TX (AMA).
- Explain why the observed wind is less than the geostrophic wind at
some locations and greater at others.
Thermal Wind and the Jetstream
Goals
- Become familar with the vertical structure in a developing cyclone
- Be able to identify regions of warm and cold advection using the
wind barbs in cross sections.
- Relate the strength of the jetstream to the strength of the
horizontal temperature gradient using real data.
Instructions -- jet evolution
- Create a loop of the 300 mb heights and isotachs using the ETA
model output for the period of 12 UTC 16 October through 00 UTC 18
October (map1,
map2, map3, map4, map5,
map6,map7.
- Overlay the temperature at 850 mb on the maps of the loop (map1, map2, map3, map4, map5, map6, map7).
Questions -- jet evolution
- Describe the locations and strengths of the jet(s) in relation to the
upper level trough situated over Idaho for the first timjet_300mb_temp_850mb01.gife period (12
UTC 16 October) and over Nebraska and Kansas for the last time period
(00 UTC 18 October). Have the jet(s) strengthened or weakened over
time?
- Describe the evolution of the jet east of the trough over time.
Discuss the role thermal wind may have had in contributing to the
increase of the strength of this jet.
Instructions -- cross sections
- Create a cross section from 1000 mb to 200 mb from North Platte,
Nebraska (LBF) to Wilmington, Ohio (ILN) that includes potential
temperature every 2.5K, geostrophic wind barbs and isotachs every 10 m
s-1 of the normal component of the geostrophic wind for the time 18
UTC 17 October 1996.
- Create a different cross section of the same three parameters
above from Dodge City, Kansas (DDC) to Nashville, Tenessee (BNA) for
the same time.
- Create a map of 300 mb heights
and isotachs, and a second map of 850
mb heights and temperatures for the 18 UTC 17 Oct to give some
perspective to the vertical cross sections.
- Create a third cross section
along 92W from 42N to 55N for 12 UTC 17 October 96. Include the same
three paramenters (potential temperature, geostrophic wind barbs and
isotachs of the normal component of the geostrophic wind) as before.
Questions -- cross sections
- For each cross section,
- Indicate regions of significant cold and/or warm air advections
(use the turning of the wind)
- If present, state type of front and sketch it's location on the
cross section up to about 700 mb.
- For the first two cross sections, relate the structure of the jet
(i.e. strength and location of the jet and the location of the
strongest shear) to the horizontal temperature gradients. Is the
observed structure in agreement with what is predicted by the thermal
wind relationship?
Quasi-Geostrophic Diagnostics
Instructions
- Create a series of maps valid at 12 UTC 17 October 1996 of the forcing terms for geopotential tendency (eqn. 6.23 of Holton, 1992) as follows:
- Geostrophic vorticity advection
at 500 mb (term B in eqn. 6.23) with 500 mb
heights. Negative values mean lowering heights and
positive values mean rising heights.
- Differential thickness
advection (term C in eqn. 6.23) where the upper level is the
thickness between 200 mb and 400 mb and the lower level is the
thickness between 600 mb and 800 mb.
- Total forcing (the two
terms above together) with 500 mb heights at both 12 UTC and 18 UTC.
- Create a series of maps valid at 18 UTC 17 October 1996 of
upward motion as follows:
- Divergence of Q (see equation
6.35 and 6.36 of Holton) at 500 mb, the 500 mb heights
and model derived vertical motion. The divergence
of q will have units of order e-17 and are shaded
where red colors mean upward motion and blue colors
are downward motion.
The model field is omega so that negative values mean
upward motion and positive values downward motion.
- Satellite image + DivQ
- Satellite image + model produced upward motion
Questions
- Within the main trough in the midwest, there are two shortwaves,
one over eastern Colorado/western Kansas and a weak one over Iowa at
12 UTC 17 October. Describe where the first forcing term shows rising
or lowering heights with respect to these short waves only (use the
first map).
- Describe where the second forcing term of the geopotential height
tendency (second map) also shows rising or
lowering heights in association with the short waves.
- Compare the total forcing of geopotential tendency (third map ) to the heights at 18UTC (blue contours on
the map). How well does the equation predict the heights at the later
time?
- How well does the divergence of Q at 500 mb relate to the model
derived vertical motion (fourth map )? Does
the quasi-geostrophic forcing of vertical motion capture all the major
areas of upward and downward motion?
- How well do the divergence of Q and the model produced upward
motion relate to the cloudy regions on the satellite image (fifth and
sixth maps)? Do the two methods capture the major areas of cloudiness
and dry areas (such as the dry slot behind the cold front and the
comma head)? If there are any regions where the divergence of Q does
NOT explain the cloud features, give two or three reasons why this
might be the case.
Back to the October 96 case homepage
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This work is sponsored by the National Science Foundation
Department of Undergraduate Education through grant number
9554957.
For more information, contact Lynn McMurdie at Department of
Atmospheric Sciences, University of Washington, Box 351640, Seattle,
WA 98195-1640; (phone)206-685-9405
mcmurdie@atmos.washington.edu
(Updated: 25 June 1998)