Volume XXIII - 1992 90th Anniversary Edition
A "New" Date for Mount Mazama's Climactic Eruption
By Ron Mastrogiuseppe and Steve Mark
One of the most commonly asked questions at the Park concerns the
length of time since Mount Mazama's climactic eruption, an event which
resulted in the creation of the caldera known as Crater Lake. The answer
has been given in "radiocarbon years", usually without explaining what
is meant by this term. Geologists have determined the radiocarbon date
of Mazama's eruption to be 6,845 +/- 50 B.P. This is translated as 6,845
radiocarbon years, plus or minus 50 years, before "present"
(which has its zero value set at the year 1950, the closest date
following publication of the first radiocarbon determinations). Although
we all think in terms of calendar years, the calibrated radiocarbon date
(which aligns radiocarbon years with calendar years) has generally been
overlooked.
Radiocarbon or C-14 dating is based upon a measurement of residual
carbon 14 content. Use of this method is limited to specimens containing
carbon that have lived within the past 50,000 years. It was developed by
Willard F. Libby in the late 1940s and has allowed investigators to
better reconstruct prehistoric environments and to place geologic events
within a chronological sequence. A C-14 date is estimated from the
amount of Carbon 14 present in a sample. The sample's C-14 content is
compared to the percentage of carbon in modern organisms (wood has
generally been one of the more reliable types of materials tested). Its
content can then be translated into an approximate date because C-14
atoms disintegrate proportionately over time. An estimated date is
accompanied by what is called the standard error, or measure of the
sample's reliability. The date for Mazama's eruption was derived from
numerous samples and has been fixed at 6,845 radiocarbon years, plus or
minus 50.
Until 1937 it was thought that the Mazama eruption had occurred
about 25,000 years ago. Discovery of several archeological sites beneath
pumice deposited by the mountain provided conclusive evidence that man
was residing in the area at the time of the eruption. The most famous
excavations were made by a team led by L.S. Cressman at the Fort Rock
Cave, where sandals made of sagebrush bark were found. These and several
other types of artifacts were found under a layer of Mazama ash, which
serves as an important marker layer in buried soils throughout the
northeast fall zone. As a result, the estimated date of the eruption was
revised to sometime between 4,000 and 10,000 years ago.
The range of 6,000 years was subsequently refined when three
investigators collected a charcoal sample west of the park for
radiocarbon dating in 1949. A road cut on Muir Creek along state highway
230 had exposed charred trees embedded in the pumice. Samples were sent
to Libby's laboratory at the University of Michigan which returned a
date of 6,453 +/- 250. Libby's original assumption, however, that the
C-14 presence in the Earth's atmosphere had remained constant through
time, was subsequently shown to be invalid. Cosmic ray output by the Sun
is variable and thus C-14 present in living organisms had not remained
uniform during the 50,000 year time scale.
"A Buried Log in Rogue River Tuffs and Agglomerates,"
W.D. Smith, Nature Notes, Vol. VII, No. 3, September
1934.
Calibration of the C-14 estimate with a date based on calendar years
was made possible when an 8,000 year cross-dated tree ring master
chronology was constructed by Wes Ferguson and others of the University
of Arizona's Laboratory of Tree Ring Research. The discovery of record
longevity in Great Basin bristlecone (Pinus longaeva) allowed
investigators to assign actual calendar year dates to sensitive tree
rings in both living and non-living samples. Once the actual calendar
dates were known and assigned to a tree ring chronology, it was then
possible to subject known decade-aged samples of wood from bristlecone
pine to C-14 dating. This was achieved independently by three different
C-14 dating laboratories. The data were utilized to draw a graph that
plots variation between the C-14 tree ring record and residual C-14 in
samples, thus allowing researchers to obtain calibrated values for the
past 8,000 years.
The radiocarbon age of 6,845 +/- 50 estimated for Mazama's eruption
can be calibrated to a calendar year date of 7,668 B.P. When an
additional 42 years are added (remembering that 1950 is used as the zero
point B.P.) to arrive at the 1992 date, 7710 calendar years is the
result and will fit within the parameters of statistical reliability. An
approximation of 7,700 calendar years is sufficiently close to date
Mazama's eruption, mainly because other variables can affect an exact
calculation. One of these is the half-life of Carbon 14, which is 5,730
years. Imagine an hourglass where some of the sand has gone into the
bottom half and then compare the ratio of what has gone through the
glass with the top half. If we use this analogy to illustrate the decay
of radioactive C-14, it would take 5,730 years for half the sand to pass
through the glass, and another 5,730 years for half of what remains to
pass, and then another 5,730 years for half of that amount to pass, and
so forth. Some variation in residual C-14 is expected among samples, so
the calibration to calendar years will also be affected.
Some hope that further refinement of the calendar date may occur was
raised when the "Mazama Tree" was discovered in 1991. This tree is an
eight foot section of a 7,700 year old ponderosa pine, found under 35
feet of ash flow pumice near Chemult, Oregon (some 25 air miles from
Crater Lake). It was encased in a tree well created by a fifteen foot
deposit of air fall pumice beneath the 35 foot ash flow deposit. The
tree was originally approximately two feet in diameter but only the
inner one foot diameter was well-preserved. Many "empty" tree wells were
found adjacent to the one containing the Mazama Tree, so its presence is
something of a mystery and it remains the only uncharred tree remnant so
far discovered from the time of Mazama's climactic eruption.
Investigators hoped that the Mazama Tree's youngest growth would
have been preserved since its burial occurred. If the outer rings were
present, a more accurate date for the climactic eruption might have been
obtained. Nevertheless, researchers remain optimistic that this can be
accomplished by discovering wood within another tree well. If they do,
there is a great possibility of obtaining a more exact date for Mount
Mazama's climactic eruption.
Earthquakes in the Crater Lake Area
By Dave Somers
Since 1865, there have been 44 earthquakes within a 100 kilometer
(62 mile) radius from the center of Crater Lake. The highest magnitude
of any quake occurring within the 100 km circle during this period was
4.3 on the Richter Scale. This reading was obtained on three occasions
over the past 125 years: period: in 1920 (38km from the lake), in 1931
(77km), and in 1948 (55km). There are no magnitude records for 15 quakes
occurring within the circle. They include the closest one, a quake that
took place in October 1947, just eleven kilometers from Crater Lake.
Crater Lake does not appear to be the center of any significant
seismic activity over the past century. Not only were the magnitude
readings of lesser intensity, but there were only three quakes during
the period that had their epicenters closer than 20km from the center of
the lake. The next five closest quakes ranged from 35 to 39 kilometers;
other quakes were 45km or further from Crater Lake. Average distance of
the earthquakes from the lake was 55 km.
One chart shows their spatial distribution, with the center of
Crater Lake being 42.57 north latitude and 122.07 west longitude. The
other charts delineate epicenter distance from the park and quake
magnitude.
Distance from lake | No. Quakes |
|
less than 10 km | 0 |
>=10 km < 20 km | 2 |
>=20 km < 30 km | 1 |
>=30 km < 40 km | 5 |
>=40 km < 50 km | 9 |
>=50 km < 60 km | 7 |
>=60 km < 70 km | 6 |
>=70 km < 80 km | 8 |
>=80 km < 90 km | 3 |
>=90 km | 3 |
Magnitude | No. Quakes |
no records | 15 |
less than 1.0 | 0 |
>= 1.0 < 2.0 | 4 |
>= 2.0 < 3.0 | 14 |
>= 3.0 < 4.0 | 9 |
>= 4.0 | 3 |
|