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The Leonid Meteor Storm of 2001

Photo by Mike Pique
1. INTRODUCTION
Predictions by several groups around the world suggested that
the Leonid meteor shower in 2001 would be a spectacular sight
with corrected visual meteor rates in excess of 1000 meteors per
hour. These predictions proved amazingly accurate with regard to
peak times, and only somewhat exaggerated in actual rates. Two
peaks were in fact observed, one over the Americas and one over
East Asia. Both of these were meteor storms with corected
Zenithal Hourly Rates (ZHR's) in excess of 1000 per hour.
The Leonid meteor shower is an annual shower that occurs
between the 14th and 20th of November. It is the result of debris
left behind the passage of Comet Tempel-Tuttle as it moves in its
orbit about the Sun. This orbit has a period of 33 years, and
every 33 years or so the Earth passes through a larger than
normal debris cloud from this comet.
The Leonids are so called because all the meteors from this
shower appear to come or radiate from a point in the
Constellation of Leo the Lion. This point is called the radiant
of the meteor shower. Only when this point lies above the horizon
are Leonid meteors visible.
Leonid meteors have the highest velocity of any common meteor
shower. They are travelling at around 70 kilometres per second
when they hit the Earth's atmosphere, and so they appear to be
moving a lot faster than most other meteors seen in the night
sky.
Observations of the Leonids were made at Learmonth Solar
Observatory in 2001 by visual observers and also with a SkiyMet
meteor radar. These are discussed in the sections following,
together with an analysis of the information gathered.
2. LEONID VISUAL OBSERVATIONS
For Australia the Leonid radiant rises at about 1:30 am local
time. By 4:30 am the sky is becoming too light for visual
observations, so there is a visual observation window of about 3
hours during which Leonid meteors may be seen.
David Glackin from The Aerospace Corporation (California,
USA), Michael Pique from The Scripps Research Institute
(California) and John Kennewell (IPS, Learmonth) conducted visual
and photographic observations from the 17th through 19th of
November.
The meteor rates from these observers is presented below:
| Date |
Time (UT) |
Count |
Corrected ZHR |
Observer |
| |
|
|
|
|
| 17 Nov |
1900-2000 |
6 + 8S |
12 +/- 5 |
JK |
| |
|
|
|
|
| 18 Nov |
1715-1730 |
11 |
3372 |
DG |
| |
1730-1745 |
48 |
2944 |
DG |
| |
1745-1800 |
79 |
2172 |
DG |
| |
1800-1815 |
62 |
1528 |
DG |
| |
1815-1830 |
80 |
1512 |
DG |
| |
1830-1845 |
101 |
1568 |
DG |
| |
1845-1900 |
102 |
1340 |
DG |
| |
1900-1915 |
100 |
1144 |
DG |
| |
1915-1930 |
84 |
860 |
DG |
| |
1930-1945 |
114 |
1070 |
DG |
| |
1945-2000 |
77 |
664 |
DG |
| |
1830-1900 |
167 + 5S |
1170 +/- 60 |
JK |
| |
1900-1930 |
175 + 3S |
910 +/-50 |
JK |
| |
1930-2000 |
155 + 3S |
650 +/- 40 |
JK |
| |
|
|
|
|
| 19 Nov |
1900-2000 |
6 + 17S |
12 +/- 5 |
JK |
Notes:
- The number under Count is the actual (raw) number of
meteors counted in the time interval specified. The first
number refers to the number of Leonids. The +nS refers to
the number of sporadic meteors counted in addition to the
Leonid count.
- The +/- error in the ZHR is the standard deviation of the
corrected ZHR assuming a Poisson distribution.
- Correction was made for the elevation of the radiant. It
was assumed, fairly accurately that the limiting sky
magnitude at the site lay close to 6.5 . DG made a 7%
correction for time spent in recording. JK used computer
recording which allowed a 100% temporal coverage of the
sky.
- The count by DG from 1715-1730 were Earth grazing meteors
that extended over many tens of degrees - the radiant was
just rising during this time, and the corrected ZHR has a
large error estimate.
The following sections contain observational comments from the
observers.
2.1 Dave Glackin
18 November
- We had quite a Leonid show here on the NW Cape of
Australia, observing from the grounds of the Learmonth
Solar Observatory. Many of the early meteors that were
observed as the radiant rose were earth grazers that
passed nearly overhead, moved relatively slowly, and
traversed much of the sky. They had distinct
reddish-orange heads and whitish trails. During the
shower, a few fireballs were seen in various hues of blue
and green. Three left behind long-lived trains. There
were also several meteors that demonstrated terminal
bursts, some extremely bright (one was bright enough to
reflect off of the Exmouth Gulf). Meteors came in bursts,
and at least twice I observed half a dozen meteors in the
space of about 2 seconds. Many triple bursts (three
meteors nearly simultaneously) were seen.
- The sky was very dark and mostly cloud-free. There were
some low clouds in thin layers near the horizon, and
occasionally what appeared to be thin cirrus higher in
the sky. Meteors were readily visible either between the
thin layers or through the cirrus, and I have made no
correction for this.
- Dave Glackin, Senior Staff, The Aerospace Corporation,
Los Angeles, CA, 310-336-8735, David.L.Glackin@aero.org
2.2 John Kennewell
17 November
- The Leonid count was lower than expected at this time.
Four of the observed Leonids had short duration trains.
The most interesting Leonid at 19:53 UT was about
magnitude -2, 30 degrees in length and had a train of
about 3 seconds duration.
18 November
- Certainly a spectacular night. At around 0130 LT (1730
UT), long grazing meteors started to appear before Leo
could be seen on the horizon. A few clouds on the horizon
did not distract from the view (clouds covering only
about one percent of the sky). The sky was dark with a
limiting magnitude of about 6.5 . Accurate counts were
made only from 1830 UT until 2000 UT. Astronomical
twilight started not soon after this.
- The majority of Leonids had trains of short duration but
three had trains exceeding one minute.
- Many Leonids had magnitudes brighter than zero, with
several fireballs (mag < -4). The initial numerous
grazing meteors which heralded the storm around 01:30
local time produced some of the most spectacular sights
of the morning, with travels in excess of 90 degrees.
Sometimes the meteor would appear to fade out and would
then flare again after 10 or 20 degrees of travel. Short
trains accompanied many of these meteors as they did
throughout the observing period.
- It will be noted that the hourly count rate remained
relatively constant throughout the night, although this
implies a decreasing corrected zenithal hourly rate due
to the increasing elevation of the radiant.
- On many occasions meteors appeared to be clumped together
in time, and several times the close appearance of two or
more meteors along almost identical tracks must have
indicated that these came from a single original parent.
19 November
- All major Leonid activity is obviously over by this time.
The Leonid count is in fact identical to that observed on
the 17th. Four of the six Leonids had short duration
trains. One was brighter than magnitude -2.
- The sporadic meteor count is unusually high, but no
specific radiants were identified among this group.
2.3 Radiant Look Angles
The table below indicates the look angles for the Leonid
radiant during the 18th of November. The columns headings are
- UT - Universal Time
- LST - Local Sidereal Time
- LHA - Local Hour Angle (hours)
- Elev - Radiant Elevation (degrees)
- Azim - Radiant Azimuth (degrees)
- ZHRcorr - Elevation component correction to raw count to
give ZHR
| UT |
LST |
LHA |
Elev |
Azim |
ZHRcorr |
| |
|
|
|
|
|
| 17:30 |
05:00 |
-5.29 |
1.3 |
66.4 |
43.8 |
| 18:00 |
05:30 |
-4.79 |
7.6 |
63.3 |
7.5 |
| 18:30 |
06:00 |
-4.28 |
13.8. |
59.9 |
4.2 |
| 19:00 |
06:31 |
-3.78 |
19.7 |
55.9 |
3.0 |
| 19:30 |
07:01 |
-3.28 |
25.3 |
51.3 |
2.3 |
| 20:00 |
07:31 |
-2.78 |
30.6 |
46.0 |
2.0 |
| 20:30 |
08:01 |
-2.27 |
35.3 |
39.8 |
1.7 |
| 21:00 |
08:31 |
-1.77 |
39.5 |
32.7 |
1.6 |
| 21:30 |
09:01 |
-1.27 |
42.8 |
24.5 |
1.5 |
| 22:00 |
09:32 |
-0.77 |
45.2 |
15.3 |
1.4 |
| 22:30 |
10:02 |
-0.26 |
46.4 |
5.3 |
1.4 |
| 23:00 |
10:32 |
0.24 |
46.5 |
355.1 |
1.4 |
| 23:30 |
11:02 |
0.74 |
45.3 |
345.2 |
1.4 |
| 00:00 |
11:28 |
1.18 |
43.3 |
337.1 |
1.5 |
| 00:30 |
11:58 |
1.68 |
40.1 |
328.7 |
1.6 |
| 01:00 |
12:29 |
2.19 |
36.1 |
321.3 |
1.7 |
| 01:30 |
12:59 |
2.69 |
31.4 |
315.0 |
1.9 |
| 02:00 |
13:29 |
3.19 |
26.3 |
309.6 |
2.3 |
| 02:30 |
13:59 |
3.69 |
20.7 |
304.9 |
2.8 |
| 03:00 |
14:29 |
4.20 |
14.8 |
300.8 |
3.9 |
| 03:30 |
14:59 |
4.70 |
8.7 |
297.2 |
6.6 |
| 04:00 |
15:30 |
5.20 |
2.4 |
294.1 |
23.5 |
INSERT IMAGE1,2
2.4 Summary of Leonid Visual Observations
The graph below is a smoothed representation of
the Leonid Zenithal Hourly Rate as derived from observations at
Learmonth and those published by the International Meteor
Organisation www.imo.net. As predicted, the first peak occurred around 1030 UT
and was visible to observers in the Americas. The second peak
around 1800 UT was visible in the Asian and Australasian region.
It might be noted that the maximum peak for this 2001 Leonid
storm was less than that seen in the 1999 Leonid storm (which
rose above 5000), but the time during which the ZHR was at storm
levels (defined as exceeding 1000) was greater in 2001 than in
1999.

3. SKiYMET RADAR OBSERVATIONS
3.1 Installation
The SkiMet meteor radar is manufactured in Adelaide by Genesis
Software in a joint operation with Mardoc, Inc (Canada). The
Genesis Software web site www.gsoft.com.au
provides an excellent introduction to the radar and services
provided by Genesis.
Brian Fuller, the CEO of Genesis proposed a Leonid campaign
deployment of a SkiyMet radar at Learmonth to IPS earlier in the
year, and this was gratefully accepted.
Brian Fuller and Daniel O'Connor from Genesis Software in
Adelaide arrived at Learmonth on Wednesday (Nov 14th) to commence
installation of the SKiYMET meteor radar which had arrived in
crates the day before.
Wednesday afternoon was spent unpacking the crates and setting
up the equipment. Thursday was spent erecting the transmit and
receive antennae, as well as establishing a network connection
through the IPS data line to Sydney.
On Friday morning Adrian Murphy joined the team, and all
antenna tuning was completed. The radar was put on the air at
full power on Friday afternoon. Attention to transmit antenna
alignment resulted in very low RFI to the Solar Radio
Spectrograph and confirmed that 24 hour operation would be
possible. Unfortunately, high levels of ionospherically
propagated signals from Asia in the afternoon hours caused some
degradation of the meteor detection process during this interval.
This did not interfere with Leonid observations - the Leonid
radiant being above the local horizon from about 0130 to 0400
local time (1730 to 0400 hours UT).
3.2 Meteor Science
The software processor on the SkiyMet radar is presently
configured only to detect what are referred to as underdense
meteor radar echoes. This is a term that is very significant in
meteor radar studies. An underdense meteor is one that has a
linear ionisation density sufficiently low that the radio/radar
signal can penetrate the ionised column, and where each electron
thus acts as a seperate or independent scattering centre. By
contrast, an overdense trail has so many electrons per metre of
trail that the radar signal cannot penetrate the column but is
reflected from the boundary or edge of the trail. The ionised
trail in this instance acts as if it were a miniature ionosphere.
The transition density between underdense and overdense trails
lies at around 10-15 electrons per metre.
This equates to a visual magnitude of around 5. Thus most of
the meteors detected by the radar are too small to produce a
visible meteor. It is interesting to perform a numerical
simulation of meteor ablation in the atmosphere using theory that
was originally derived by Ernst Opik. By substituting parameters
that we believe are appropriate for the Leonid meteors we can
roughly determine what mass meteoroids give rise to what
magnitude visual meteors and what altitudes.
The graph below depicts the light expected for typical Leonids
with parent masses ranging from 0.001 to 1.0 grams. The high
entry velocity and low density of the Leonids both act to produce
light curves that give peak brightness (and also greatest
ionisation - relevant to a meteor radar) at higher altitudes than
the majority of meteors. It can be seen that the SkiyMet meteor
radar essentially detects meteors whose parent mass is less than
one thousand of a gram, and at heights mostly above 100+ km.

3.2 SKiYMET DATA
The following three graphs indicate basic parameters of the
meteor flux measured by the SkiyMet radar on 17, 18 and 19
November respectively.
 The radar was not operating in the early
morning hours. Note the high altitude meteors detected after 1730
UT. These are mostly Leonids.
 The Leonid storm is very apparent in this
plot, on the Influx Histogram, where there is a sudden jump in
rate after 1730 UT, when the Leonid radiant has just risen, but
most particularly in the Height-Time-Intensity graph where the
number of meteors detected at altitudes in escess of 105 km is
very pronounced. This is also seen in the secondary peak around
110 km that can be seen in the Height histogram.
 Note the sprinkling of high altitude
meteors from 0000 UT to 0400 UT at which time the radiant has
set. However, there are almost no high altitude meteors
detectable when the raiant rises again at 1730 UT. By this time,
practically all Leonid activity has ceased.
One of the problems with the above displays is separating out
Leonid meteors from the reasonably large sporadic background.
This is not a problem with visual observations for two reasons.
Firstly, it is possible to see whether the meteor track extends
back to the radiant, and secondly, the sporadic background is
much lower for the brighter (visual) meteors. However, it is
possible to see the drastic rise in meteors detected at the
higher altitudes. Above 104 km, most of the meteors are Leonids.
The following plot shows flux of meteors detected by the SkiyMet
radar over 3 days, from the 17th to the 19th of November
inclusive.

Note the few meteors on the 17th, the spectacular rise of the
rate just after 1730 UT on the 18th, and the lack of significant
activity on the 19th, when practically all of the Leonid activity
has ceased.
The SkiyMet radar also has the capability to measure the
velocity of a small number of well-defined meteor echoes. The
following plot for the 17th shows the meteor population broken
down into three categories (speed undetermined, speed >40
km/sec [fast] and speed <=40km/sec [slow]).
Note that the fast meteors generally are detected at the
higher altitudes, and generally after 1730 UT, when the Leonid
radiant has risen.
Because the number of meteors whose entrance velocity can be
accurately determined is very small compared to the population of
total meteors detected, it is more instructive to look at the
ratio of fast to slow meteors over the days in question.
| Date |
F/S Ratio |
| |
|
| 17th |
22/154 = 0.14 |
| 18th |
58/214 = 0.27 |
| 19th |
18/184 = 0.10 |
| 20th |
22/203 = 0.11 |
The preponderance of the fast ( 70 km.sec) Leonids can be seen
very clearly on the 18th.
The SkiyMet radar can also determine the radiant of each
meteor, and the Leonid radiant is shown very clearly in the
following image.

ACKNOWLEDGEMENT: Sincere thanks to Brian Fuller
and all at Genesis Software for the opportunity to host a SkiyMet
Radar at Learmonth Solar Observatory.
4. SUMMARY
The Leonid meteor shower of 2001
rose to storm levels on two separate occasions on November 18
(UT), indicating the passage through two separate debris streams
left by the passage of the comet Tempel-Tuttle in past orbits.
Although the observed meteor influx rates were a little below
those predicted, the times of the peaks were forecast quite
accurately. This accuracy, repeated from past years, probably
indicates that existing models are now matching reality very
well.
Radar observations, when taken
with the visual rates, indicate that the Leonid shower is very
rich in brighter meteors, and that the shower has a mass exponent
which is much closer to one than the value of 2 generally derived
for sporadic meteors. The mass exponent s appears in the formula
N(m) = k m-s where N is the number of meteors expected
with a mass m (k is a constant of proportionality). A high value
of s implies that there are considerably more smaller meteors
than there are larger ones. A value s=1 would imply equal numbers
of meteors in each mass range. The actual value of s will depend
on the size range of particles that are initially dispersed from
the comet in its passage near the Sun, and then upon the
evolution of those particles in their subsequent orbits.
Collisions between particles tend to produce a greater number of
smaller particles, but if the stream has been around for a long
time, there are non-gravitational forces that tend to remove the
smaller particles from orbit. It is believed that the peaks of
activity seen this year are from particles released by the comet
in orbits within the last 200 years or so. In this case we expect
the particle size distribution to closely represent the
distribution of the particles initially released from the comet,
due to the very short time(astronomically speaking) available for
any subsequent interactions.
Material Prepared by Richard Thompson. © Copyright IPS - Radio and Space Services.
Comments or suggestions can be directed to education@ips.gov.au
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