Progress Report
2004 Boulder Meeting
Other Messages
Problems to Address in NSF ITR
John H. Seinfeld
We have chosen to focus on inverse problems, data assimilation,
and sensitivity analysis in regional and global aerosol chemical
transport models (CTMs). As we discussed, the initial phase of the
project will be to derive the adjoint model corresponding to the
STEM/CFORS model and develop the necessary numerical analysis to
implement the model. Subsequently, we will consider extension to a
global aerosol CTM, perhaps through collaboration with NCAR.
The purpose of this note is to propose scientific problems that
can be addressed with the models. I will focus, at this point, at the
regional (sub-hemispheric) scale, which, practically, could be East Asia
or North America.
1. Inverse Problem - Determination of the Spatial Distribution and
Strength of Black Carbon (BC) emissions that produce the optimal fit of
predicted and observed BC concentrations at an array of surface
sites. This problem can be viewed analogously to that of the
determination of optimal CO emissions in a gas-phase CTM, for which
several recent papers exist. This is a good starting problem because BC
is a non-reactive, conservative tracer, so issues of aerosol microphysics
need not be dealt with.
2. Inverse Problem - Same as 1 for Organic Carbon (OC). Determine
primary OC emissions inventory that produces optimal fit of predicted and
measured OC concentrations for same region as in 1. This is slightly more
complicated than 1 since measured OC may include a contribution from
secondary OC, which is not included in the OC emissions inventory. The
degree of mismatch of the concentrations at the optimal fit can be an
indication of the amount of secondary OC in the measured data. For both 1
and 2, it will be necessary to identify regions that contain sufficient
measurements of BC and/or OC.
3. Sensitivity Analysis - Determine the sensitivity of predicted aerosol
concentrations to uncertainties (i.e. variations) in emissions and
atmospheric conditions:
SO2 emissions --- sulfate concentrations
cloud perturbations --- sulfate concentrations
temperature --- nitrate concentrations
NOx emissions --- nitrate concentrations
(The cloud perturbation scenario may not be easy to do, but I list it as a
possibility, as it would assess the amount of sulfate being formed by
in-cloud processes. Sensitivity coefficients can be calculated from the
adjoint solution.)
4. Assimilation of Remote Sensing (Satellite) Data - Satellite data can be
used to constrain the integrated burden of aerosol, via its radiative
signal, at certain times and locations. The aerosol CTM predicts those
column burdens based on our best a priori information on emissions and
aerosol properties. Either emissions or atmospheric aerosol properties
can be varied to produce an optimal fit of predicted and observed column
burdens. This is essentially an inverse problem like 1 and 2, but with a
different type of measurement.
I think a reasonable goal is to attack these problems with
STEM/CFORS over a particular region within the first two years of the project.
Aerosol assimilation in MOZART/MATC
Peter Hess
There are currently a large number of satellites with
aerosol sensors. Some examples:
- Modis (nadir)
- Sage (limb)
- Toms (nadir) : aerosol index
- Hirdls (upcoming....
- Schimachy ?.......
- AVHRR
- MISER
Each of these satellites has somewhat different characteristics......
- TOMS is sensitive to dust and smoke
- MODIS has some ability to measure size resolved aerosols
- Sage has reasonable vertical resolution above 5 km
(it may be on its last legs though)
- AVHRR is only valid over the oceans.
I think there are lots of advantages in
using satellite data on a global scale:
- There is lots of data, so we don't have to restrict the
studies to one particular region.
- Assimilation of satellite data is arguably an important
future direction for data assimilation in chemistry. More and
more satellites are going to be able to measure aerosols/chemical
concentrations in the troposphere and there is lots of data.
- Global studies can be used to provide boundary conditions
for more regional studies. This will provide a means of incorporating
upstream observations into regional studies.
- Long-term global studies are likely to produce a better
understanding of aerosol budgets on
seasonal and interannual timescales due to the length of the
data record.
- Inverse studies on global scales would be very interesting.
- To my knowledge adjoint modeling has not been used on global
scales with chemical/aerosol data.
Activities at NCAR:
- There is a great deal of expertise on satellites here through
the remote sensing group headed by John Gille. They are probably
the world expert'son MOPITT CO data and Steve Massie is very
knowlegeable about remote sensing of aerosols.
- Also, Phil Rasch has been using a Kalman filter for aerosol
assimilation using mainly AVHRR data.
- There is some data assimilation of MOPITT CO, but due to staffing
issues this effort is currently minimal.
- There is some work in meteorological data assimilation.
I believe Chris Snyder and colleagues also have an ITR proposal
for assimilating meteorological data
using a Kalman filter approach, with the model
statistics evaluated through multiple model runs.
- Also there is some inverse modeling of the carbon cycle using
adjoint models
Models:
The MOZART model does have an aerosol module. It includes global
emissions for the primary aerosol types. The strength of MOZART
is its chemistry. It is also highly optimized and simulates
1 year in about a day at moderate resolution (T42) with over 50 species
(and over 150 reactions) on the IBM here at NCAR. This speed will
increase. The chemistry module is highly flexible so the number of
species can easily be changed. The weakness is the aerosol
microphysics. In the next year, MOZART, MATCH and the CCSM
(Community Climate System Model) should all be running in one
framework.
An adjoint to the MOZART transport model has not been fully developed,
but there are some efforts in this direction.
There are many ways one could go, but a reasonable start might
be to do a global data assimilation around the time of ACE-Asia.
- It would be interesting to see the effect of adding more
data (additional) satellites to the assimilation.
- We could use the ACE Asia period to evaluate the model
- We could proceed with a global inverse modeling study.
The following steps might be considered in the future.
- use more advanced aerosol models
- assimilate the radiative properties of the aerosols
- assimilate other species measured by satellite
Advancing the integration of observations and CTM's
Tad Anderson and Tami Bond
The goal of the ITR project is to advance the art of the CTM,
specifically, by figuring out how to achieve better integration
with observations. This means making better use of existing
observations and designing better observational strategies. We
envision a role for aerosol variability in this effort.
We come to this ITR project as an aerosol measurement group.
We are interested in developing analysis tools for measurements that
either parallel or complement state-of-the-art transport models.
Complementary approaches include smoothing or otherwise 'massaging'
existing observations to facilitate assimilation into models. Parallel
approaches include identifying features of four-dimensional chemical
and optical fields that should be common between measurements and
models, such as higher moments of the data or spatial and temporal
variability.
1. Aerosol variability - general discussion
Most model/obs. comparisons are framed in terms of average concentration
(Langner and Rodhe, 1991; Benkovitz et al., 1994; Benkovitz and Schwartz,
1997) or average Aerosol Optical Depth (Ghan et al., 2001). Some
comparisons have considered intensive properties like single scattering
albedo (Liousse et al., 1996; Heintzenberg et al., 1997; Ghan et al.,
2001). But very few have explicitly considered variability.
Yet the time/space scales of variability are closely linked to the physical
processes that control concentration. Moreover, correlations among
variables (at various time/space scales) can provide further insights
into causes. Thus, model/obs comparisons that are focused on variability
may have enhanced diagnostic value over simple comparisons of average
properties.
This will be a largely exploratory aspect of the larger ITR project. The
key challenges will be:
- identify and obtain aerosol data sets suitable
for variability analysis and work these into
common formats for analysis. (This requires learning
about the strengths and limitations of each data set
and usually doing some filtering.)
- identify and adapt appropriate statistical tools for
analyzing variability. (A key question here is how
to distinguish ambient variability from instrumental
noise and artifacts)
- develop methods of comparing variability between models
and observations. (What parameters are suitable for
comparison? Do the observations need to be smoothed to
the resolution of the models? How do we interpret
discrepancies?)
Luckily, our group has separate funding through NSF to undertake steps i.
and ii. above. Thus, we can concentrate on iii for this project. Some
preliminary thoughts and possible directions...
- Large aerosol data sets exist from 10-years of intensive campaigns
and surface monitoring activities. For the most part, these data sets
have not been exploited in terms of what they reveal about aerosol
variability. However, many of the measurements use customized instruments
and are discontinuous in time, rendering them difficult to use for this
type of integrative project. One exception (in many cases) is
light scattering measurements by nephelometer, which tend to be continuous
in time and are fairly well standardized across campaigns and platforms.
So focusing on nephelometry measurements is attractive. The question is,
can nephelometer data constrain and/or challenge the predictions of a CTM?
I have been trying to write a paper on this for the last couple years.
A draft version can be found at:
http://www.atmos.washington.edu/~cheeka/Rmass/Rmass.html
- If concentration is lognormally distributed, this is consistent with
control by a random series of multiplicative events (like random, serial
dilutions) (Ott, 1990). Distributions are found to be much closer to
lognormal than to normal; however, a gamma distribution appears to fit
even better. What does this imply? Gamma distributions often represent
the time-to-discrete event, such as failure of a component in
engineering. Perhaps precipitation removal is dominating the
variability?
- If the power spectrum of concentration exhibits a -5/3 slope (log power
vs log frequency), this is consistent with control by 3D turbulence
(Kolmogorov, 1941, cited in Davis et al., 1976).
- Correlation (anticorrelation) between dry light scattering and ambient
relative humidity would amplify (dampen) the direct forcing by hygroscopic
aerosol components like sulfate. Correlation would follow from the fact
that aerosol sources and water sources are both at the surface, such that
aerosol layers in the atmosphere also tend to be humid layers. But
anticorrelation would follow from the patchy nature of precipitation and
the fact that the most humid patches of air are the most likely to
experience precipitation removal of aerosol. Which dominates?
(A question for both models and obs)
- Further discussion of aerosol variability can be found in a paper that
is now in press at JAS. You can get the latest version at:
http://www.atmos.washington.edu/~cheeka/aervar/aervar.html
2. Variability analysis of ACE-Asia intensive campaign
and design of a long-term monitoring strategy
As a specific activity, we propose multivariate, factor analysis of some
significant portion of the data from the ACE-Asia campaign. For example,
a merged data set already exists for the C-130 aircraft measurements and
includes aerosol optics, size, chemistry, trace-gas concentrations (ozone,
CO, hydrocarbons, etc), and ambient meteorology. The idea would be to
identify a small number of factors that account for most of the
overall variability then
- examine the models to see if these same correlations exist
- if not, try to diagnose why and make adjustments
- as a joint model/obs activity, try to design a practical
strategy for low-cost, long-term measurements in the Asian
outflow region that would capture the fundamental modes of
variation identified during the intensive and would provide
the optimal, observational constraint for models in the future.
(Caveat: This activity will have to look beyond just the data from the Spring,
2001 intensive, since that fails to capture the annual cycle.)
3. General comment on group plans to date (from Tad)
It is good to be exploring a wide spectrum of ideas at this point in
the game. The next step will be to flesh them out with specific tasks,
identified data sets, and careful assessments of data quality. Many of
these ideas will fail to pan out due to insufficient data or inadequate
data quality. The recent paper by Prasad Kasibhatla et al (2002) is
instructive. They successfully used a simple inversion method to identify
problems with regional-scale CO emission inventories. But they weren't able
to infer anything very detailed about the emissions and it seems to me
that CO is MUCH more amenable to this sort of analysis than aerosols.
Why? CO can be readily and unambiguously measured, the concentration data
is fairly widespread and longterm (and standardized), CO has relatively simple
chemistry, and it has a very convenient atmospheric lifetime of about 30 days.
We should not just assume that a given aerosol species or property will be
amenable to inverse modeling; rather, we will have to pick our aerosol
targets carefully. To be frank, BC and OC make me nervous. Although I
realize there is tremendous interest in these species, I'm not sure
there is a sufficient quantity of sufficiently accurate data to constrain
an inversion. (Of course, the matter needs to be decided not by intuition
but by a proper propagation of uncertainties.)
References cited
- Benkovitz, C. M., C. M. Berkowitz, et al. (1994). "Sulfate over the
North Atlantic and adjacent continental regions: Evaluation for
October and November 1986 using a three-dimensional model
driven by observation-derived meteorology." J. Geophys. Res.
99: 20725-20756.
- Benkovitz, C. M. and S. E. Schwartz (1997). "Evaluation of
modeled sulfate and SO2 over North America and Europe for
four seasonal months in 1986-1987." J. Geophys. Res. 102:
25305-25338.
- Davis, A., A. Marshak, et al. (1996). "Scale invariance of liquid
water distribution in marine stratocumulus. Part I: Spectral
properties and stationarity issues." J. Atmos. Sci. 53: 1538-
1558.
- Ghan, SF, Laulainen, N, et al. (2001) "Evaluation of aerosol direct
radiative forcing in MIRAGE," J Geophys Res, 106, 5295-5316.
- Heintzenberg, J., R. J. Charlson, et al. (1997). "Measurement and
modelling of aerosol single-scattering albedo: Progress,
problems and prospects." Beitr. Phys. Atmosph. 70: 249-263.
- Kasibhatla, P. et al. (2002). "Top-down estimate of a large source
of atmospheric carbon monoxide associated with fuel combustion
in Asia," Geophys. Res. Lett., 29(19), 1020/2002GL015581.
- Langner, J. and H. Rodhe (1991). "A global three-dimensional
model of the tropospheric sulfur cycle." J. Atmos. Chem. 13:
225-263.
- Liousse, C., J. E. Penner, et al. (1996). "A global three-
dimensional model study of carbonaceous aerosols." J.
Geophys. Res. 101: 19411-19432
- Ott, W. R. (1990). "A physical explanation of the lognormality of
pollutant concentrations." J. Air Waste Manage. Assoc. 40:
1378-1383
Things needed before starting
Greg Carmichael
- Decide which model(s) to use
- STEM - familiar, we can very soon start to build the adjoint
- CIT
- A global CTM (now?/later) will have the advantage that eliminates
the issue of prescribing lateral boundary values. It will also
extend the use of our tools to new dimension.
- We need a very "clean" implementation/documentation of the transport-chemistry
model. Sandu will look into STEM.
- We must have a good undeerstanding of the relationship (mapping) between
the observational data and the model state.
- Can we express it analytically?
- What concentrations can we observe?
- With what frequency?
- Do we know something about the observational errors?
Revised: 7/15/04 by Tianfeng Chai