3.1.2. Experimental Methods

A number of changes were made to CMDL's aerosol sampling network during 1996-1997. Two noteworthy changes occurred as a result of collaboration with the Atmospheric Radiation Measurements (ARM) program of the U.S. Department of Energy (DOE): CMDL assumed responsibility for the aerosol observing system at ARM's site in Lamont, Oklahoma, and the aerosol sampling system at the Barrow, Alaska (BRW) baseline observatory was upgraded to use the same sampling protocols and instrumentation as at the CMDL regional monitoring sites. These changes substantially increase the number of sites where comparable measurements of aerosol intensive properties are made routinely. Routine aerosol measurements at Cheeka Peak, Washington, and Niwot Ridge, Colorado, were terminated during 1996 as a result of funding limitations, although intermittent field campaigns at Cheeka Peak have continued.

Extensive aerosol properties monitored by CMDL include the condensation nucleus (CN) concentration, aerosol optical depth (d), and components of the aerosol extinction coefficient at one or more wavelengths (total scattering ssp, backwards hemispheric scattering sbsp, and absorption sap). At the regional sites, size-resolved impactor and filter samples (submicrometer and supermicrometer size fractions) are obtained for gravimetric and chemical (ion chromatograph) analyses. All size-selective sampling, as well as the measurements of the components of the aerosol extinction coefficient at the regional stations, is performed at a low, controlled relative humidity (<40%) to eliminate confounding effects due to changes in ambient relative humidity. Data from the continuous sensors are screened to eliminate contamination from local pollution sources. At the regional stations, the screening algorithms use measured wind speed, direction, and total particle number concentration in real-time to prevent contamination of the chemical samples. Algorithms for the baseline stations use measured wind speed and direction to exclude data that are likely to have been locally contaminated.

Prior to 1995, data from the baseline stations were manually edited to remove spikes from local contamination. Since 1995 an automatic editing algorithm has been applied to the baseline data in addition to manual editing of local contamination spikes. For the baseline stations (BRW, Mauna Loa, Hawaii (MLO), American Samoa (SMO), and South Pole, Antarctica (SPO), as well as Sable Island (WSA)), data are automatically removed when the wind direction is from local sources of pollution (such as generators and buildings) as well as when the wind speed is less than a threshold value (0.5-1 m s-1). In addition, at MLO data for upslope conditions (1800-1000 UTC) are excluded since the airmasses do not represent “background” free tropospheric air for this case. A summary of the data editing criteria is given in Table 3.1.

TABLE 3.1. Data Editing Summary for NOAA Baseline and Regional Stations

Station

Editing

Clean Sector

South Pole

a,b,c

0° < WD < 110°, 330°<WD < 360°

Samoa

a,b,c

0° < WD < 165°, 285°<WD < 360°

Mauna Loa

a,b,c,d

90° < WD < 270°

Barrow

a,b,c

0° < WD < 130°

Sable Island

a,b,c

0° < WD < 35°, 85° < WD < 360°

Southern Great Plains

a

Bondville

a

a: Manual removal of local contamination spikes;

b: Automatic removal of data not in clean sector;

c: Automatic removal of data for low wind speeds;

d: Removal of data for upslope wind conditions;

WD: Wind direction.

Integrating nephelometers are used to determine the light scattering coefficient of the aerosol. These instruments operate by illuminating a fixed sample volume from the side and observing the amount of light that is scattered by particles and gas molecules in the direction of a photomultiplier tube. The instrument integrates over scattering angles of 7-170°. Depending on the station, measurements are performed at one, three, or four wavelengths in the visible and near-infrared. Newer instruments allow determination of the hemispheric backscattering coefficient by using a shutter to prevent illumination of the portion of the instrument that yields scattering angles less than 90°. A particle filter is inserted periodically into the sample stream to measure the light scattered by gas molecules; this is subtracted from the total scattered signal to determine the contribution from the particles alone. The instruments are calibrated by filling the sample volume with a gas of known scattering coefficient; CO2 is used for high sensitivity instruments, while CFC-12 is used for the few single-wavelength, lower sensitivity instruments still in use.

The aerosol light absorption coefficient is determined with a continuous light absorption photometer. This instrument continuously measures the amount of light transmitted through a quartz filter, while particles are being deposited on the filter. The rate of decrease of transmissivity, divided by the sample flow rate, is directly proportional to the light absorption coefficient of the particles. Newer instruments were calibrated in terms of the difference of light extinction and scattering in a long-path extinction cell, for laboratory test aerosols. Instruments at the baseline stations (aethalometers, Magee Scientific, Berkley, California) were calibrated by the manufacturer in terms of the equivalent amount of black carbon from which the light absorption coefficient is calculated assuming a mass absorption efficiency of the calibration aerosols of 10 m2 g-1. Preliminary results from side-by-side operation of the two methods at BRW reveal a systematic difference (see below).

Particle number concentration is determined with a CN counter that exposes the particles to a high supersaturation of butanol vapor. This causes the particles to grow to a size where they can be detected optically and counted. The instruments in use have lower particle-size detection limits of 10-20 nm diameter.

Summaries of the extensive measurements obtained at each site are given in Tables 3.2 and 3.3. Table 3.4 lists the intensive aerosol properties that can be determined from the directly-measured extensive properties. These properties are used in chemical transport models to determine the radiative effects of the aerosol concentrations calculated by the models. Inversely, these properties are used by algorithms for interpreting satellite remote-sensing data to determine aerosol amounts based on measurements of the radiative effects of the aerosol.

TABLE 3.2. CMDL Baseline Aerosol Monitoring Stations (Status as of December 1997)

Category

Baseline Arctic

Baseline Free Troposphere

Baseline Marine

Baseline Antarctic

Location

Point Barrow

Mauna Loa

American Samoa

South Pole

Designator

BRW

MLO

SMO

SPO

Latitude

71.323ºN

19.539ºN

14.232ºS

89.997ºS

Longitude

156.609ºW

155.578ºW

170.563ºW

102.0ºE

Elevation (m)

8

3397

77

2838

Responsible Institute

CMDL

CMDL

CMDL

CMDL

Status

Operational 1976.
Major upgrade 1997.

Operational 1974

Operational, 1977

Operational, 1974

Sample RH

RH <40%

Uncontrolled

Uncontrolled

Uncontrolled

Sample Size Fractions

D<1 µm

D<10 µm

Uncontrolled

Uncontrolled

Uncontrolled

Optical measurements

ssp(3l), sbsp(3l), sap
(1l)

ssp(4l), ssp(3l), sap(1l),
d(6l)

none

ssp(4l)

Microphysical
measurements

CN concentration

CN concentration

CN concentration

CN concentration

Chemical measurements

Major ions, mass

None

None

None

TABLE 3.3. CMDL Regional Aerosol Monitoring Sites (Status as of December 1997)

Category

Perturbed Marine

Perturbed Continental

Perturbed Continental

Perturbed Continental

Location

Sable Island, Nova Scotia,
Canada

Bondville, Illinois

K'puszta, Keszcemet,
Hungary

Lamont, Oklahoma

Designator

WSA

BND

KPO

SGP

Latitude

43.933ºN

40.053ºN

46.967ºN

36.605ºN

Longitude

60.007ºW

88.372ºW

19.550ºE

97.489ºW

Elevation (m)

5

230

180

315

Responsible Institute

CMDL

CMDL

U. Veszprem, Hungary

CMDL

Collaborating Institute

AES Canada, NOAA/PMEL

University of Illinois, Illinois State Water Survey

NOAA/CMDL

DOE/ARM

Status

Operational, August 1992

Operational, July 1994

Operational, September 1994

Operational, July 1996

Sample RH

RH <40%

RH <40%

RH <40%

RH <40%

Sample Size Fractions

D<1 µm, D<10 µm

D<1 µm, D<10 µm

D<1 µm

D<1 µm, D<10 µm

Optical measurements

ssp(3l), sbsp(3l) sap
(1l)

ssp(3l), sbsp(3l), sap(1l)

ssp(1l), sap(1l), d(4l)

ssp(3l),sbsp(3l), sap(1l),
d(7l)

Microphysical
measurements

CN concentration

CN concentration

CN concentration

CN, n(D) concentration

Chemical measurements

Major ions, mass

Major ions, mass

Major ions

None

TABLE 3.4. Intensive Aerosol Properties Derived From CMDL Network

Properties

Description

å

The Ångström exponent, defined by the power-law sspµl-å, describes the wavelength-dependence of scattered light. In the figures below, å is calculated from measurements at 550 and 700 nm wavelength. Situations where the scattering is dominated by submicrometer particles typically have values around 2, while values close to 0 occur when the scattering is dominated by particles larger than a few microns in diameter.

w0

The aerosol single-scattering albedo, defined as ssp/(sap + ssp), describes the relative contributions of scattering and absorption to the total light extinction. Purely scattering aerosols (e.g., sulfuric acid) have values of 1, while very strong absorbers (e.g., elemental carbon) have values around 0.3.

g, b

Radiative transfer models commonly require one of two integral properties of the angular distribution of scattered light (phase function): the asymmetry factor g or the hemispheric backscatter fraction b. The asymmetry factor is the cosine-weighted average of the phase function, ranging from a value of -1 for entirely backscattered light to +1 for entirely forward-scattered light. The hemispheric backscatter fraction b is sbsp/ssp.

ai

The mass scattering efficiency for species i, defined as the slope of the linear regression line relating ssp and the mass concentration of the chemical species, is used in chemical transport models to evaluate the radiative effects of each chemical species prognosed by the model. This parameter has typical units of m2 g-1.

[BACK] [CONTENTS] [NEXT]