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As laser technology improves, LIDAR (LIght Detection And Ranging)
has become a useful tool for probing atmospheric properties. Much progress
has resulted from the need to monitor aerosol, cloud, and air polluting
chemicals. More recently, the issues of global change and the associated
anthropogenic causes have led not only to the need for monitoring the long-term
trends of important species, such as stratospheric ozone, H2O, CO2 and
CH4, and the atmospheric state parameters (temperature, density and winds),
but also by necessity to improve our basic understanding of the coupling
between different atmospheric layers. These objectives turned out to be
more challenging than a lay person might suspect, requiring new measurement
concepts and techniques as well as more committed observations. The Colorado
State LIDAR program makes contribution towards this goal by carrying out
both LIDAR technology development (Applied Physics) and regular atmospheric
observations (Geophysics).
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Probing atmospheric state parameters of all atmospheric
layers with ground-based LIDAR
To appreciate the essence of atmospheric layer structure and of its monitoring,
we show in Fig.1 the commonly
accepted annual mean temperature profile which divides our atmosphere into
layers. Solar radiation is absorbed at the XUV wavelengths to photoionize
atoms and molecules above 100 km, at the UV wavelengths to photodissociate
ozone at ~ 50 km and at the IR and visible wavelengths to heat the Earth's
surface. This leads to high temperatures at these altitudes and lower temperatures
in between, thus dividing the atmosphere into layers called, tropo-, strato-,
meso- and thermo-sphere with temperature extremes between these layers
termed "-pause" of the layer below it.
Since temperature plays such a fundamental role in the understanding
of the atmosphere, it is of interest to devise a ground based observation
system capable of measuring temperatures from ground to the thermosphere.
This then was the goal of our program. At the beginning of 1980's when
we started our LIDAR work, Rayleigh scattering LIDAR has been used to measure
temperature profiles between 30 and 60 km in altitude (to 80 or 90 km using
a high power laser and a large telescope). In this case, the air density
profile is measured from Rayleigh scattering signals and the temperature
profile is calculated by assuming both hydrostatic and local thermodynamic
equilibrium [Hauchecorn and Chanin, 1980]. This method fails in both lower
and higher altitudes due respectively to aerosol interference and to the
lack of signal (inverse z2 dependence). We therefore conceived of new LIDAR
techniques to address these two regions. Unlike the existing methods at
the time, our new LIDAR techniques require the use of narrowband transmitter
and/or narrowband receiver for measurements.
In the lower stratosphere and troposphere, we depend upon the process
of Cabannes scattering by atmospheric molecules with a typical bandwidth
of roughly 2-3 GHz for atmospheric temperature measurements. The narrow
spectrum of Cabannes scattering is the central peak of the Rayleigh scattering
spectrum which also contains sidebands called rotational Raman spectra
[She, 2000]. This central peak results from density fluctuations and its
cross-section is temperature and pressure-dependent, thus enabling accurate
vertical profiling of these atmospheric state parameters. Unfortunately,
in the lower atmosphere, laser light also scatters aerosols, called Mie
scattering which has a bandwidth of less than a few tens of MHz. Since
spectrally both aerosol and molecular scattering are centered at the incident
laser frequency, a method to effectively disentangle them must be found,
if atmospheric state parameters and aerosol properties are to be measured
independently and simultaneously. We proposed a Cabannes-Mie LIDAR, using
a narrowband frequency-stabilized laser and a narrowband resonance vapor
(notch) filter (RVF), to separate Mie (aerosol) scattering from Cabannes
(molecular) scattering, thus measuring both aerosol and temperautre profiles.
Although temperature profiling in these altitudes are being measured routinely
twice a day in few stations world-wide by conventional methods (balloon
and radiosonde), the LIDAR measurements may be automated and be carried
out more frequently with higher spatial resolution. Such temporal and spatial
resolution are needed for the understanding of atmospheric motions (dynamics).
With on and off funding, it took us ~ 12 years to complete the development
of a system capable of measuring temperatures from 1 km to 15 km [Hair
et al., 2000] using a relatively low power laser and modest telescope (dia.
14 inches). Though we no longer investigate the narrowband Rayleigh-Mie Lidar,
Dr. John Hair, now at NASA Langley Research Center is continuing to pursue such system fro space application.
For altitudes above 80 km, we are in the atmospheric region with neutral
alkali atoms, where not much data existed and for this reason, it was referred
to as the Ignoroshere. Since resonance scattering from Na atoms is 14 orders
more efficient than Rayleigh or Cabannes scattering, the process of laser-induced
fluorescence (LIF) can be used to produce a strong LIDAR signal from the
mesopause region even with a modest LIDAR system such as ours, deployed
at the Christman field of Colorado State University. Since the narrow Na
hyperfine broadend ground state spectrum is temperature and wind dependent,
we use a narrowband system to indirectly probe the details of the
LIF spectrum to assess atmospheric temperatures and line-of-sight winds.
Although our initial goal was to develop a ground-based LIDAR system
to probe the state of the atmosphere from ground to ~110 km, the overwhelming
success of the narrowband Na LIDAR program has resulted in shelfing the
continued development on the narrowband Cabannes-Mie LIDAR and in shifting
our concentration to the technical development of and to upper atmospheric
science study using this still developing narrowband Na LIDAR system.
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The narrowband Na LIDAR system at Fort Collins
To understand the measurement technique based on LIF, we need to
know something about the atom in question, in this case sodium. A simplified
Na energy diagram is shown in Fig.2
(a) with temperature-dependent LIF spectra shown in
Fig.2(b). Using a laboratory Na cell, Doppler-free fluorescence spectrum
as shown in Fig.2(c), which
may be measured with a tunable single-frequency laser, shows sharp features
at the D2a peak and cross-over frequencies respectively at na and nc. Since
LIF at these two frequencies are very sensitive to atmospheric temperature
changes as can be seen in Fig.2(b),
the ratio of LIDAR returns at nc to na may be processed to measure
atmospheric temperatures in the mesopause region (80 - 110 km) where naturally
occurred Na atoms reside.
Initially, the narrowband Na temperature LIDAR system at Colorado State
uses a Celestron 14 telescope as receiver. The transmitter pulses at a
repetition rate of 20 Hz, a measured bandwidth about 120 MHz and an output
average power of 0.6 W, were generated from a pulsed dye amplifier (PDA),
pumped by a double Yag laser and seeded by a c.w. dye laser system, which
is in turn pumped by an argon-ion laser (later in 1997 replaced by a c.w.
Yag laser). To measure temperatures, the c.w. single-frequency dye laser
is tuned alternatively to two frequencies (at na = - 651.4 MHz and nc =
187.8 MHz relative to the 589.158 nm Na D2 transition). Despite a
very modest power-aperture (PA) product of 0.06 Wm2, this LIDAR system
has been the work horse for many years, producing temperature and Na density
measurements in the mesopause region resulting in new insights and significant
geophysical implications. Typically, the resolution of our narrowband Na
LIDAR is processed to give 4.7 km resolution with typical measurement uncertainties
for the hourly mean temperatures of ~0.6 K near the sodium peak.
To measure temperature and line-of-sight wind simultaneously, three
intensities, forming two intensity ratios at frequencies selected to acquire
temperature and wind sensitivities must be measured. The required frequency
agiling is done by locking the c.w. dye laser at the D2a peak, na, and
use a tandem acousto-optic modulator (AOM) to shift 630 MHz sequentially
to higher and lower frequency sides, giving two additional frequencies
as n+ = na + 630 MHz and n- = na - 630 MHz as shown in
Fig.2(c). Using the same laser power for the transmitter and telescope
aperture, the measurement uncertainties for temperature and wind at the
Na peak are, respectively, 0.6 K and 1.5 m/s. With the AOM permanently
installed in the LIDAR transmitter, the Fort Collins LIDAR facility may
be operated either in a 2-frequency or a 3-frequency mode, measuring, respectively,
temperature and Na density, and temperature, line-of-sight wind and Na
density. On campaign based, Faraday filter (to be discussed later) is being
used to permit daytime observation.
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Innovations in measurement techniques for
narrowband metal LIDAR system
With the continued support from the NSF CEDAR program, three upgrades
have been pursued, developing (1). a narrowband sodium Faraday vapor filter
in the receiver for daytime measurement capabilities, (2). a tandem acousto-optic
(AOM) modulator in the transmitter for simultaneous temperature and line-of-sight
wind measurements, and (3). a physically small c.w. solid-state laser source
at 589 nm, by the technique of sum-frequency generation, to replace the
bulky argon-ion and c.w. dye laser system. The significance of these developments
are discussed further.
Daytime measurements in the mesopause
region using a Na dispersive Faraday filter
In order to probe the mesopause region in the daytime, a ultra-narrowband
filter with a bandwidth between 1 and 100 GHz is needed to reject sky background
and to pass the desired signal at the same time. That a circular birefringent,
dichroic medium between crossed polarizers would work was demonstrated
before the laser was invented. Later, a Faraday filter with a magnetic
field of 1500 G was constructed by Agnelli et al. [1975] for the observation
of solar sodium D lines. Their filter gave a fullwidth of ~ 15 GHz and
a maximum transmission of 25%. During the late 80's, un-related to sodium
D lines, the interest in Faraday filters have been revived for the detection
of narrowband laser radiation for defense purposes.
The operational principle of an ultra-narrow dispersive Faraday filter
has been discussed [Yeh, 1982] in the literature. Our group proposed
and tested a Faraday filter for the Na system [Chen et al., 1993] with
a 0.76 cm long cell in an axial magnetic field of 1750 G and a 189oC oven
between crossed polarizers. This resulted in a band-pass filter of 86%
peak transmission and 1.9 GHz FWHM. At Colorado State, we have since constructed
a 1 inch long sodium cell in a magnetic field of 1800 G in an oven operated
at a lower temperature of 168o C. The cell windows in a cooler oven have
less chance of being attacked by sodium atoms in the cell, thereby prolonging
the life of the Faraday filter, an absolutely necessary requirement for
routine LIDAR operation. We have incorporated this Faraday filter into
our LIDAR receiver for day time operation. Such a receiver, as shown in
Fig.3, is termed Faraday
receiver (as opposed to the Regular receiver without a Faraday filter).
As discussed in a publication [Chen et al., 1996], in the Faraday receiver,
the collected light from the telescope passing through an interference
filter is fiber-coupled into a light-tight box containing the sodium dispersive
Faraday filter and a photomultiplier (PMT). The effectiveness of Faraday
filter in rejecting sky background may be appreciated by the high quality
data obtained as shown in Fig.4. These are hourly mean photocount profiles taken
at Fig.4(a) and
Fig.4(b) near
local midnight, Feb. 8, 1997, with Regular and Faraday receivers respectively
and simultaneously, and Fig.4(c)
around the following high noon with the Faraday
receiver. Compared to the Regular receiver, the detected signal in the
Faraday receiver is expected to be reduced by a factor of ~10 as the measured
profiles show. The detected photocounts between 120 and 155 km are from
background sky light. The mean background in the Faraday receiver at midnight
is essentially nil as shown in (b) and even near high noon, it is seen
to be lower than that detected in the Regular receiver at night!
Based on the first principle and measured Faraday filter function, Na
density and temperature for the Faraday receiver may be deduced from the
2-frequency LIDAR return. Figures 5a and 5b show an example of hourly mean
sodium density and temperature profiles measured simultaneously with Regular
and Faraday receivers at night on 6.5 hr. UT, Feb. 8, 1997. The fact that
these temperature profiles measured at night are in agreement within the
statistical error bars provides confidence on our daytime temperature measurements
when Regular receiver no longer can operate. The hourly mean profile taken
near the following high noon, derived from the photocount files, is shown
in Fig.5(c). Several campaigns
with more than 24 hours continuous observation have been completed; these
data are being used for tidal analysis [Krueger et al., 1997] and study
of seasonal variations [Chen et al., 2000].
Simultaneous temperature and
line-of-sight wind measurements using a tandem acousto-optic modulator
Studies of the middle atmospheric dynamics are incomplete without
detailed knowledge of its wind structure. Since the absorption frequency
(mean wavelength lo) of an atmospheric Na atom with radial velocity VR
is shifted by VR/lo, radial winds can also be measured by a narrowband
LIDAR provided that Doppler shift, in addition to Doppler broadening of
atmospheric Na atoms, is monitored. In order to measure both temperature
and radial wind, an additional fluorescence ratio excited at frequencies
sensitive to Doppler-shift (wind speed) must also be derivable from the
LIDAR return. After initial attempts [Bills et al., 1993; She and Yu, 1994],
the method that emerges uses a tandem acousto-optic modulator (AOM) we
developed to tune among three frequencies selected. In operation, the laser
is locked at the Na D2a peak frequency (na). The tandem AOM shifts the
output sequentially to two additional frequencies (n± = na ±
630 MHz) necessary for the wind/temperature measurement. As depicted in
Fig.6, the tandem-AOM
consists of, in order, a polarizing beam splitter, a periodic series of
lenses and AO crystals, a quarter-wave plate, and a back mirror to achieve
double-pass shifting by either frequency-shifting crystal into the same
exit beam path. A mechanical chopper-wheel before the back mirror
selects which beam order (shifted or unshifted) is allowed to traverse
the unit, provides the primary synchronization, microwave power to the
crystals at the correct time, and triggering the pulsed transmitter and
receiver systems. The sequence of operation is also shown in
Fig.6. Top, with neither
crystal powered, c.w. light from the 589.18 nm
ring dye laser passes the system unshifted. Middle, with the second
crystal powered, the c.w. light exits the system in the same beampath with
a frequency upshifted by 630 MHz. Bottom, with the first crystal
powered, the frequency is downshifted by 630 MHz. Frequency shifting
by the crystals occurs when a crystal is powered, in synchronization with
the firing rate of our Nd:YAG laser. The shifted and unshifted light is
amplified by a pulsed dye amplifier (PDA). The PDA output consists
of the narrowband high peak power, sequentially tune to the returns at
the three frequencies, na, n+ = na + 630 MHz and n- = na - 630 MHz on a
pulse-to-pulse basis to avoid contamination due to Na density variations.
The LIDAR signal returns may be manipulated into ratios sensitive to both
temperature and radial wind, Rw and RT, from which temperature and wind
may be simultaneously determined using calibration curves derived from
the theoretical laser induced fluorescence of Na atoms [She and Yu, 1995].
Using Na Faraday filter in receiver, simultaneous temperature and wind,
thus in principle heat and momentum fluxes, can be measured in daytime
as well.
With this tandem AO system we opted to point the LIDAR at the zenith
for initial measurements at Colorado State; the higher accuracy required
for vertical wind measurements provides a more stringent test for this
LIDAR system. The system has been in routine operation. Typical nighttime
observation yields several simultaneously measured hourly mean temperature
and vertical wind profiles. Eight hours of data (4 - 11 hr, UT) were
taken in March 18, 1997 and three sets of the profiles are shown
in Fig. 5. It is clear
that the hourly temperature display expected range of temperatures and
variations with error bars around ± 0.5 K. The corresponding wind
error is about ± 1.5 m/s. To further reduce the wind uncertainty
so that the vertical wind (which is believed to have smaller geophysical
variability) can be properly determined, a much larger receiving telescope,
such as the one at the ALOMAR observatory will be needed. What is more
disturbing is perhaps the fact that the hourly mean vertical winds (including
those hourly profiles not shown in Fig.5(b) )
near the sodium peak show a systematic downward bias of roughly
6 - 9 m/s, a value considerably larger than expected, indicative of an
instrumental problem.
We note that the LIDAR transmitter beam is the output of a pulsed dye
amplifier (PDA) which is injection seeded by a single-mode c.w. dye laser
tuned to the Na D2 resonance line. Up to this point, we have assumed
the centroid frequency of the pulsed output is identical to the frequency
of the c.w. dye laser which serves as the frequency marker [She et al.,
1992] via Doppler-free fluorescence spectroscopy [She and Yu, 1995]. Calculations
show [White et al., 1996] that if the centroid frequency of the pulsed
output is blue shifted from that of the c.w. laser by 13 MHz, a bias in
the vertical wind velocity of -8 m/s, similar to those shown in Fig.5,
results. The same frequency shift will give a temperature bias of
less than 0.5 K. The simultaneous temperature and line-of-sight measurement
technique has therefore been implemented for our routine LIDAR operation,
yielding accurate temperature measurements for our continued long-term
study of the thermal structure of the mesopause region [She et al., 1998].
To verify the existence of the blue shift, we have compared the difference
in absorption in an iodine cell between the c.w. light and its pulsed output.
Laboratory experiments have shown this to be the case and we are now in
the process of developing a device based on an iodine cell and employing
the edge technique [Korb et al., 1992] to monitor this frequency shift
in real time. In this manner, even if the conditions (pump power and dye
quality) of the PDA are changed during data acquisition, the corresponding
frequency shift can be determined and its effect properly assessed and
corrected for. When this is implemented, the LIDAR return may be adjusted
to provide accurate temperature and line-of-sight wind measurements to
within 0.5 K and 1 m/s accuracy. With both vertical winds and temperatures
precisely measured, the profile of heat flux [Tao et al., 1996], for example,
can be experimentally determined.
Continuous-Wave Sum-Frequency Generation
of 589 nm Radiation
Nature provides the coincidence that the sum frequency generation
with two Nd:YAG lasers, one near 1.06 mm the other near 1.32 mm, produces
the light at the sodium D2 transition (i.e. 589 nm). It is even more
remarkable that both lasers are commercially available and can be operated
near the maximum of their respective tuning curves while generating light
at 589 nm. This coincidence has been used by researchers at M.I.T.
[Jeys et al., 1989] to generate high power, pulsed sodium resonance radiation
with two such pulsed Nd:YAG lasers for adaptive optics applications.
However, their system does not have the bandwidth and frequency control
necessary for temperature and wind measurements. For these measurements
it is necessary to have a very narrowband light source ( ~ 100 MHz) and
to be able to control its center frequency to an accuracy of a few MHz,
ideally locking it to one of the sub-Doppler features of the sodium spectrum.
As discussed earlier such a light source should incorporate the cw generation
of narrow-band sodium-resonance radiation, which can be amplified in a
pulsed dye amplifier (PDA). Adding to the need for diagnostics, a c.w.
power of 200 - 300 mW is sufficient for LIDAR operation.
We had indeed proposed and received funding to research the use of two
monolithic c.w. Nd:YAG lasers, one operating at 1.06 mm and the other one
at 1.32 mm to generate sum-frequency at 589 nm in a LiNbO3 crystal. In
two years, Moosmuller (CSU Ph.D.) and Vance [1997] of University of Nevada
generated ~2 mW light at 589 nm from a simple LiNbO3 crystal using 700
mW at 1.06 mm and 300 mW at 1.32 mm. More recently, with a doubly resonant
congruent lithium-niobate resonator in an arrangement shown in
Fig.7, Vance, She and Moosmuller [1998] had demonstrated a maximum of 400
mW of power at 589 nm using the same monolithic input lasers. The system
can be operated at 300 mW level with the output frequency locked to the
Na D2a peak frequency. Since the bandwidth of the c.w. output so generated
from the monolithic lasers is much narrower than that of the c.w. dye laser,
~0.1 MHz vs. 1 MHz, the new c.w. light source is expected to be more stable
and the resulting LIDAR more robust.
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Scientific contributions based on sodium LIDAR
observation to date
Measurements of temperature profiles between 80 and 110 km have
long been a challenge. The scarcity in observational data has hindered
our understanding of this important atmospheric region which couples the
lower atmosphere to the thermosphere. The introduction of ground-based
narrowband resonance metal LIDAR [Fricke and von Zahn, 1985], with potential
for measuring a temperature profile in a few minutes, has begun to drastically
change the situation. A variant of this type of instrument, termed two-frequency
narrowband sodium LIDAR, was developed by our group and the first LIDAR
temperature profile in a midlatitude mesopause region was obtained at Fort
Collins, CO in August 1989, in collaboration with the Illinois group [She
et al., 1990].
Using the two-frequency narrowband Na temperature LIDAR, considerable
new geophysical observational results have been reported by the Illinois
[Bills and Gardner, 1993] and the Colorado State groups. Contrary to COSPAR
International Reference Atmosphere (CIRA 1986) predictions [Fleming et
al., 1991], two prevailing temperature minima were observed [She et al.,
1993] in the nighttime temperature profiles, suggesting the significance
of either wave or exothermic chemical heating mechanisms in the mesopause
region. Gravity wave parameters including the Brunt-Vaisala frequency can
and have been determined directly from the measured temperature profiles
[She et al., 1991]. Seasonal temperature variations and the nighttime temperature
climatology of a midlatitude mesopause region have been published [Senft
et al., 1994; Yu and She, 1995]. Benefiting from comparable latitudes,
the Na temperature LIDAR data taken at Fort Collins (41oN) covering 83
- 105 km and Rayleigh LIDAR data taken at Southern France (44oN) covering
30 - 87 km have been combined to deduce the vertical structure of the midlatitude
temperatures from stratosphere to mesopause (30 - 105 km) [She et al.,
1995 ]. Along with a shipborne LIDAR observation between 71oS and 54oN
[von Zahn et al., 1996] using a narrowband potassium LIDAR, and observations
at 41oN and 54oN during the 96-97 period, the observed two-level mesopause
thermal structure [She and von Zahn, 1998] has shown to have global validity.
Our Faraday filter allowed us to conduct daytime observations and a campaign
over a two year span was conducted from which 18 sets of complete diurnal
temperature measurement (24 hours of longer) well distributed throughout
the year were obtained. The nightly means are different from the true diurnal
means [States and Gardner, 2000], and our recent 18 sets of continuous
diurnal observation have revealed that depending on season, approximately
the nighttime seasonal mean is colder (warmer) than the diurnal annual
mean by less than 5 K above (below) a nodal point in the profile where
the three means (nighttime, diurnal and daytime) are nearly the same. This
is shown as shown in Fig. 8
below. The annual (not shown) nighttime mean is cooler than diurnal mean
by no more than 2 K below, and warmer by no more than 3 K above the annual
mean nodal point, at 88 km. These differences between nighttime mean and
diurnal mean do not alter the general thermal structure of the mesopause
region. In fact, the concept of two-level thermal structure appears to
be even more robust when diurnal means are interrogated [Chen et al., 2000].
Eight-year Climatology of temperatures
and sodium density in the mesopause region
Long data sets now exist from our routine nighttime temperature
measurements in the mesopause region. Along with 4 and 5 nights of initial
observations, respectively, in springs of 1990 and 1991, quality temperature
measurements, i.e., on average four to five nights a month with 4 hours
or more observation each night, were made over Fort Collins, CO (41oN,
105oW) starting May 29, 1991. A mean temperature profile was computed each
night from vertically photocount profiles smoothed by a running Hanning
window, FWHM of 3.7 km, with a typical measurement precision of ~0.6 K
and ~5 K near the peak (92 km) and edges (81 km and 107 km) of the Na layer,
respectively. By March 30, 1999, a total of 417 nightly mean temperature
profiles were obtained and carefully scrutinized, forming a data base covering
a nine-year span for the study of climatology as well as climatic change.
Regular nighttime observation continues.
Using this data set of nine-year span, monthly mean profiles (Hanning
window with full width of 61 day) are then made for each day of the year,
from which eight-year composite altitude/month contours of sodium density
and temperature were made recently; they are shown in Fig.9(a)
and Fig.9(b). We have
made similar contour plots for individual years. The general structure,
such as two-level mesopause in the temperature structure and higher sodium
density in the winter months, is similar for each year. However, the detailed
contours can differ considerably from one year to the next. In addition
to the geophysical variability that exists, part of the difference from
one year to the next can be the result of data gaps due to missing nights
and/or shorter local time coverage. The eight-year composite with 417 nights
of quality data should give reliable altitude/month climatology for both
sodium density and temperature in the mesopause region. A paper on these
climatology has been accepted for publication [She et al., 2000]. Earlier,
the nocturnal hourly mean temperatures covering a 7-year span have been
used to study semidiurnal tides and associated variations [Williams et
al., 1998]
Observed external perturbations on
temperatures in the mesopause region
More unique and we are extremely excited about the fact that our
long data set has revealed, and continues to reveal unexpected effects
of external perturbations on the temperatures in the mesopause region.
This clearly demonstrates the existence of coupling between different layers
of the atmosphere. In addition to robust climatology, the long data set
can also be used to evaluate long-term climatic change. Of considerable
interest is the anthropogenic effect which, according to model output,
warms the troposphere and cools the middle atmosphere and thermosphere
[Roble and Dickerson, 1989; Rind et al., 1990 ]. The observed cooling of
~ 1 K/Y is, however, too large to be so attributed, since it takes nearly
half to a century to double atmospheric CO2 resulting from anthropogenic
sources [Brasseur and Hickman, 1988].
Based on an earlier data set of 300 nights up to March, 1997, we have
reported the observation of episodic warming, attributable to Mount Pinatubo
eruption [She et al. 1998], and hints of solar variability affecting temperatures
in the mesopause region. The time series of residual temperatures (seasonal
variations removed) at 86 and 100 km and best fit to a model containing
a linear trend and an episodic warming is shown in
Fig.10(a), Fig.10(b),
Fig.10(c),
and Fig.10(d).
The altitude dependence of the peak temperature increase, DTmax,
and of the time this occurs, tmax, have now been published [Krueger and
She, 1999]. In the same paper, we have shown clearly that the episodic
warming rides on a background cooling for altitudes between 84 and 102
km. Since most of our observation in that data set took place during the
falling phase of solar flux, we suggested that solar variability may be
responsible for most of the observed background cooling in the mesopause
region. We stated with excitement and anxiety that as the next solar maximum
(cycle 23) approaches, the validity of this conjecture may be tested as
our observation continues into the year 2000 and beyond. During the period
of the rising solar flux, one should observe background warming instead.
If this turns out to be true, the anthropogenic effect may be then deduced,
in principle, by comparing the background cooling and warming rates.
Using the new data set with 417 nights of observation, we should be
able to make statements that will shed light in this direction. The major
features in climatic change during this nine-year period may be surmised,
without much analysis, from the measured time series of nightly mean temperatures
at 86 and 100 km, shown in
Figs.11(a) and Fig.11(b), respectively.
Because seasonal perturbations dominate the main temperature variations
at 86 km, they must be removed before climate changes in periods of many
years may be studied. However, seasonal variation at 100 km is minimal
and we should be able to observe the temperature changes in time scales
of several years qualitatively in Fig.11(b).
Within the considerable geophysical variability, a simplistic
description of this time series could be a warming episode, peaking in
1993, riding on a cooling background as can be seen for data before solar
minimum at 6.49 Y. Between the solar minimum (6.49 Y) and the end of the
new data set (9.25 Y), there exists no obvious episodic event. Not only
the apparent cooling background observed before the solar minimum has been
stopped, in fact, it appears to have turned into a warming background.
It is possible to fit the time series of seasonal variation removed
temperatures, T(t), to the sum of episodic warming, solar and nonsolar
responses as:
T(t) = a + b t + g P(t) + d Q(t),
(1)
P(t) = 2 / {exp[-(t-t0)/t1] + exp[(t-t0)/t2]}
(1a)
Here, Q(t) is the monthly averaged solar sunspot number (SSN), and the
altitude-dependent constant d depicts temperature response to solar activity,
in K/SSN. When normalized to the difference in SSN between solar maximum
and solar minimum, d may be converted to (solar activity activated) temperature
changes for the solar cycle in question. The function P(t) is the episodic
impulse response [She et al., 1998] with associated delay, rise and decay
times, t0, t1 and t2. The rate constant, b, then represents non-solar responses
in K/Y, presumably due to anthropogenic effect. Fitting our nine-year temperatures
to Eq.(1), we obtained the nonsolar temperature change rate, b, and the
temperature change between solar max. and solar min. (converted from the
fit parameter d, using 152 for SSN difference between solar max and solar
min) as a function of altitude. The result is shown as the left figure
in Fig. 12.
A signal indicating temperature change in response to solar flux variability
is clearly there. Also, unexpected negative correlation exists above 103
km and below 83 km. Such an altitude dependence on the phase of solar response
indicates dynamical effects at work. We note with interest that these
altitudes where the phase reversal in temperature response to solar variability
occur are consistent with French midlatitude incoherent scatter radar data
between 100 and 140 km and Rayleigh LIDAR data below 80 km, see Figs. 5a
and 5b of Chanin et al. [1989]. Their Fig.
5(a) is reproduced here in the right of Fig.12, where they presented
the winter and QBO-West data which has stronger solar response. Taking
the data of incoherent scatter radar, sodium LIDAR and Rayleigh LIDAR together,
one obtains an alternating negative and positive temperature response to
solar activity as a function of altitude between 30 and 140 km, providing
a strong evidence of dynamic coupling existing from troposphere to thermosphere,
affecting solar activity induced signatures. Also shown in
Fig.12(a) is the simulation
of Huang and Brasseur [1993], giving simulated response in good agreement
with observation, ~ 10 K change between solar maximum and solar minimum.
The simulation failed to produce phase reversal, presumably due to their
inadequate treatment of dynamical feedback effects.
The nonsolar response is within 1 K/Y as the results of other observation
have indicated. The trend we deduced however showed both cooling and warming,
respectively, above and below 93 km. It is interesting to note that midlatitude
Rayleigh LIDAR showed a strong cooling trend between 60 and 70 km, but
they change signs above 77 km, see Fig.
4a of Keckhut et al. [1995], again consistent with our results covering
83 to 105 km. Since dynamical feedback plays an important role in climatology,
and in responses to episodic and solar activity, it could very well affect
local temperature trends as well. In the midst of all these interesting
results, we are reminded that due to relatively large uncertainty the trend
observed is only of marginal statistical significance. We also point out
that our result is from one location, and it should not be taken as the
global mean.
These intriguing effects will be become more transparent as we complete
one solar cycle observation. The unique data set we obtained at this point
suggests that continued observation to cover multiple solar cyscles at
Fort Collins would be extremely valuable.
-
TIMED/CEDAR collaborative science
After the overwhelming success of the UARS (Upper Atmospheric Research
Satellite) for stratospheric studies, NASA has decided to launch a new
satellite, called TIMED (Thermosphere, Ionosphere, Mesosphere and Electrodynamics),
for upper atmospheric studies with core altitudes between 60 and 180 km.
With four instruments on board, GUVI, TIDI, SABER and LEE, there are still many important research questions
left un-covered. Thus, correlative ground-based measurements are essential
to extract the maximum science benefit from the space-borne observation.
Since our long-term probing of the mesopause region has demonstrated the
unique capability for measuring temperature and line-of-sight wind in the
mesopause region, in both daytime and nightime, we proposed to upgrade
our narrowband Na LIDAR to a two-beam system, pointing East or West and
North or South, so that measurements of temperature, zonal and meridional
winds can be made simultaneously, with both daytime and nighttime capabilities.
This upgrade, funded by SNF CEDAR program has been completed.
We believe that our continued observation, starting 1991, will be able
to provide a unique basis from which to evaluate the data from the proposed
synergistic observations with TIMED instrumentation to determine the global
thermal structure of the mesopause region. Thus, we proposed, for a two-year
science, regular observational campaigns for validation as well as synergistic
observation measuring temperature, zonal and meridional winds, with the
space-borne measurements, SABER and TIDI. This will allow us to determine
both tidal components and mean winds and temperatures unambiguously, contributing
to one of the main objectives of the TIMED’s large-scale waves and dynamics
subgroup. Observations for the proposed research will typically consist
of 3 full diurnal cycles per month. Along with two more nights per month
from an ongoing NSF supported project, high quality LIDAR data collected
should be enough for establishing the climatology of temperature and winds
in the mesopause region. Because of its implication on energetic balance
and transport associated with the diabatic circulation resulting from gravity
waves from lower altitudes, one of our observational emphases will be the
zonally averaged meridional winds.
In addition to the two-beam narrowband Na LIDAR, we proposed the formation
of a cluster of optical instruments located in the Fort Collins area. These
passive instruments, with horizontal coverage and much higher temporal
resolution, consist of an all-sky imager (Whitworth College) for imaging
horizontal wave structure, an OH Temperature Mapper (USU) for imaging horizontal
temperature structure, and a MODI (magneto-optic Doppler imager; CSU) for
imaging horizontal structure of sodium nightglow intensity plus mean winds
in the mesopause region. These “unattended?instruments will be able to
observe a typical 10 nights per month. With the background winds provided
by the LIDAR at Fort Collins and MF radar at Platteville, intrinsic phase
velocities of waves observed by the imagers can be determined. The cluster
of instruments will measure fluxes of energy and momentum of upward propagating
gravity waves, as derived from perturbations in OH emission intensities,
OH temperatures, and Na winds, directly serving the key scientific objective
of TIMED’s small-scale waves subgroup. The cluster in the Fort Collins,
CO will be connected with other clusters in the Starfire range, NM and
Bear Lake, UT, via overlapping all-sky imagers to access and probe the
dynamical structures over the entire Rocky Mountain region.
-
Science and involvement at ALOMAR
Fort Collins is a midlatitude site. In order to obtain information
on global atmospheric structure, one needs to measure the mesopause region
over equatorial as well as polar latitudes. We are collaborating with Arecibo
observatory (18N) and assisting Dr. Friedman’s (CSU Ph.D.) effort on a
narrowband potasium LIDAR. Our long collaboration with Prof. Von Zahn,
a co-founder of ALOMAR (Arctic LIDAR Observatory for Middle Atmosphere
Research) observatory has led to our deployment of a state-of-the-art narrowaband
Na LIDAR transmitter based on our innovation of AOM, Faraday filter and
sum-frequency generation of 589 nm laser-like light. We are deploying such
a transmitter in the summer of 2000. Faraday filter is absolutely necessary
for the observations in Arctic summer under 24 hour sunlit condition. To
measure temperature and wind at a polar region is one of the reason we
go to ALOMAR, Norway (69N, 12E). The main reason however is their twin
1.8 m dia telescope there, which will greatly increase signal-to-noise
and enhance our measurement capability. In addition, the collocated instrumentation,
a Rayleigh LIDAR, an ozone LIDAR, a MST radar and a MF rada plus a number
of air glow instruments, as well as rocket launching capability would complement
our measurements with Na LIDAR to investigate the dynamics of gravity waves
which govern and provide quantitative understanding on the behavior of
cooler summer and warmer winter in the mesopause region. To appreciate
the uniqueness of ALOMAR observatory and the important role our Na LIDAR
will play, we quote the words of our main collaborator and adviser of our
ALOMAR project, a reknowned gravity wave specialist, Dave Fritt of Colorado
Research Associates below.
The Faraday filter and tandem AO modulator (items 1 and 2) have been
integrated into the LIDAR system since 1996 and quality data for daytime
temperature and for nighttime simultaneous temperature/wind measurements
have already been made. In collaboration with Moosmuller at Nevada University,
the solid-state laser source at 589 nm have been developed and tested to
have sufficient power. Its integration into the Colorado State LIDAR is
planned for this coming summer. The proposed sodium LIDAR system to be
deployed at different stages at the ALOMAR observatory will contain these
exciting upgrades. The narrowband Na LIDAR with these upgrades implemented
would be capable of simultaneous measurements of temperature and line-of-sight
wind, day and night, weather permitting. The potential scientific pay-off
is expected to be great.
Tidal analysis based on the same 18 data sets covering complete diurnal
cycle have been made and diurnal and semidiurnal amplitudes and phases
for the 4 seasons determined. Even though the available data sets may be
too small to average out long period gravity waves and one can not separate
non-migrating tides from migrating tides with data from a single station,
the observed seasonal mean tidal phases appear to be in general agreement
with GSWM (Global Scale Wave Model) predictions for migrating tides [Hagan
et al., 1995]. Depending on season, the height profiles differ, but the
observed tidal amplitudes, 4 ?12 K are in the same range of predicted
values. An article on our tidal results in comparison to both TIME-GCM
[Roble and Ridley, 1994] and GSWM simulations is being prepared for publication.
The unique and comprehensive suite of instruments in ALOMAR will enable
a number of quantitative and compelling studies of dynamics extending from
the major wave source regions at lower altitudes into the MLT (mesosphere
and lower thermosphere). Thus, for the first time, studies that address
the coupling of wave sources and variability at lower altitudes to responses
and variability at MLT altitudes will be possible. Also enabled will be
quantitative studies of the wave-wave and wave-mean flow interactions,
coupling, and dynamics within the MLT that contribute additional variability
at these altitudes and themselves influence the structure and dynamics
at even greater altitudes.
No other observational facility on the globe is now capable, or
envisioned to have the capability in the near future, of measuring winds,
temperatures, heat and momentum fluxes, and constituents nearly continuously
throughout the atmospheric column from the troposphere into the lower thermosphere.
Indeed, these combined measurements will yield unprecedented opportunities
for quantitative and comprehensive studies of many aspects of lower atmospheric
and MLT coupling and dynamics important to the scientific community as
a whole.
Perhaps the most unique capabilities of the enhanced ALOMAR instrumentation
will be the potential to address various aspects of gravity wave propagation,
filtering, wave-wave and wave-mean flow interactions, spectral evolution,
and dissipation processes that can only be done in part or not at all at
other present and planned measurement facilities.
Figure Descriptions
Fig. 1. Annual mean
temperatures of atmospheric layers.
Fig.2(a),
Fig.2(b), and
Fig.2(c). Sodium D2 transition
and narrowband fluorescence LIDAR: (a). simplified energy structure of
a sodium atom, (b). temperature-dependent Doppler broadened lineshapes,
and (c). Doppler-free fluorescence features at ~320 K and LIDAR transmitter
frequencies, and measurement intensity ratios.
Fig.3. Schematic of
the Faraday receiver channel with a fiber coupled sodium-vapor dispersive
Faraday filter, capable of rejecting considerable daytime sky background.
Fig.4(a),
Fig.4(b),
and Fig.4(c).
Hourly mean photocount files taken at Fort Collins, CO (41oN, 105oW) on
Feb. 8, 1997 around local midnight, (a) and (b), with Regular and Faraday
receivers, respectively, and around high noon, (c), with the Faraday receiver.
Fig.5(a),
Fig.5(b), and
Fig.5(c). Hourly mean
Na density (a) and temperature (b) profiles taken simultaneously near local
midnight, Feb. 8, 1997, with Regular and Faraday receivers simultaneously,
and the hourly mean temperature profile (c) taken the following high noon
with the Faraday receiver.
Fig.6. Diagram of the
tandem acousto-optic modulator unit. Top, with neither crystal powered,
c.w. light at 589.18 nm passes the system un-shifted. Middle, with the
second crystal powered, the c.w. light exits the system in the same beam-path
with a frequency up-shifted by 630 MHz. Bottom, with the first crystal
powered, the frequency is downshifted by 630 MHz.
Fig.7. A doubly resonant
congruent lithium-niobate (LiNbO3) resonator for sum frequency generation,
showing paths of input beams at 1.06 mm and 1.32 mm as well as the generated
beam at 589 nm.
Fig.8. Seasonal
nighttime, daytime and diurnal mean temperature profiles based on 18 contiuous
diurnal observations distributed throughtout the year.
Fig.9(a) and
Fig.9(b). Eight-year climatology
of 3.7 km and 1 month smoothed nocturnal temperature (upper) and Na density
(lower).
Fig.10(a),
Fig.10(b),
Fig.10(c), and
Fig.10(d). Time series
of residual temperatures between 1990 and 1997 over Fort Collins, CO (41oN,
105oW): (a) at 86 km, (b) at 100 km, along with the associated least squares
fits, (c) and (d) 40-day averaged residual temperatures at 86 and 100 km
and the least squares fit to raw data points as in (a) and (b). The
time scale is in year, starting January 1, 1990 as zero. The arrows mark
the time of Pinatubo eruption.
Fig.11(a) and
Fig.11(b). Time series
of nightly mean temperatures between 1990 and March 1999 for (a) 86 km
and (b) 100 km. Notice that solar minimum occurred in June 1996.
Fig.12(a) and
Fig.12(b). Left,
temperature change between solar maximum and solar minimum, observed (dot-dash)
and simulated (dot), along with the rate of non-solar temperature change
(solid). Right, enhanced solar response observed in winters and QBO-West
phase (from Fig. 5a of Chanin et al., 1989).
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