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1. Is there
a standard or a reference SPMD design?
2.
Why have a standard SPMD design when SPMDs can be tailor-made for specific
applications?
3. What are
the current applications of SPMD technology?
4.What chemicals do SPMDs sample?
5.What types of
environmental media can be sampled by SPMDs?
6. What
advantages (if any) do SPMDs offer over grab sampling?
7. Do SPMDs
sample only dissolved or vapor phase chemicals?
8.
What factors determine how much of a bioavailable chemical will be sequestered
by an SPMD?
10. How
does SPMD size affect the sampling rate of a chemical?
12. Does
water quality or temperature affect SPMD sampling?
13.
How much does biofouling affect the uptake rate of chemicals by SPMDs?
14.
What is a permeability/performance reference compound (PRC) and how does it work?
15.
What effect does water or air velocities have on the uptake of chemicals by
SPMDs?
18.
When comparing SPMD data to residue levels in biota, should lipid normalization
be used?
Note: more detailed answers to most of these
questions can be found in “A guide for the use of semipermeable membrane
devices (SPMDs) as samplers of waterborne hydrophobic organic contaminants” by
Huckins et al. (2002), a USGS report to the American Petroleum Institute (API),
Washington, D.C., API no. 4690, pp 186.
1. Is there a standard or a reference SPMD design?
Yes, the standard “commercial” SPMD
configuration consists of a thin film of triolein (³95% pure) sealed in a low-density
polyethylene (LDPE) layflat tube (70-90 µm wall thickness) that is manufactured
without additives. The fractional lipid content is »
0.2, or 20%. Typically, the standard
SPMD contains 1 mL triolein, has dimensions of 2.54 cm wide by 91.4 cm long,
and the membrane surface area is about 450 cm2.
Note: Changing the LDPE membrane surface area
and/or the size of the SPMD generally does not constitute a deviation from the
standard design. However, changing the membrane thickness, fractional lipid
content, or using LDPE with additives may result in significant changes in
performance characteristics relative to the standard design. Finally, nearly all SPMD calibration data
for estimating ambient environmental concentrations are based on the standard
SPMD design, thus significant deviations from the standard design may
invalidate the use of these calibration data.
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2. Why have a standard SPMD
design when SPMDs can be tailor-made for specific applications?
SPMD technology has two great
advantages besides its passive mode of operation: (a) the uniformity or
reproducibility of the sampling matrix and (b) the suitability of the devices
for monitoring multiple media under a wide range of environmental conditions.
Thus, the ability to compare data from global, regional, local, and contiguous
sites is dependent on sampling methods that are uniform, reproducible and
usable in multiple media. The need for global uniformity is clearly evident when the
only calibration data available for estimating ambient chemical concentrations
are derived from standard-SPMDs.
However, sometimes data
comparability beyond a particular set of sites is not an issue, and customized
SPMD designs or changes in the recovery-cleanup protocol may provide a
significant advantage over the standard approach. Never the less, when investigators use devices that
significantly deviate from the standard configuration, several standard SPMDs
should be included as well to help demonstrate the level of enhancement over
the performance of the standard-SPMD.
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3. What are the current
applications of SPMD technology?
Current applications of SPMDs
include: a) determination of pollutant sources and relative levels at different
locations, b) estimation of ambient solute or vapor phase time weighted average
concentrations, c) in situ biomimetic concentration of ambient bioavailable
chemicals for bioassay and immunoassay, d) estimation of organism exposure or
bioconcentration potential, e) analytical enrichment of contaminant residues,
and f) use in toxicity identification evaluation procedures.
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4. What chemicals do SPMDs
sample?
SPMDs may sample any nonionic
organic compound with a Kow value > 1, but in practice, a
chemical's Kow should be greater than 300. The following classes of
compounds (not all-inclusive) have been shown to concentrate in SPMDs:
a. Polycyclic
aromatic hydrocarbons (PAHs)
b.
Polychlorinated biphenyls (PCBs)
c.
Polychlorinated dioxins and furans
d. Organochlorine
pesticides and several “new generation” pesticides
e. Pyrethroid
insecticides
f. Nonyl phenols
g. Several
herbicides and many industrial chemicals
h. Tributyl tin
and alkylated selenides
i. Others
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5. What types of environmental
media can SPMDs sample?
SPMDs can be used to sample air
(vapor phase), water (surface and groundwater), and sediment-soil (pore-water
and soil vapor phase). They have been used in environments from the tropics to
the Arctic and Antarctic, and in highly turbulent systems to stagnant backwater
areas. In general, water quality
parameters do not affect SPMD sampling of solutes, but in some cases (e.g., pH
and DOC) may affect the amount of chemical available for uptake.
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6. What advantages (if any) do
SPMDs offer over grab sampling?
Grab samples provide data only on a
single point in time and, because small volumes are typically sampled (< 5
L), the approach is often inadequate for detecting trace bioconcentratable
residues. For compounds with relatively large Kow values, SPMDs
integratively sample residues, i.e., losses of accumulated chemicals are
insignificant during an exposure period. Integrative SPMD sampling mimics the
initial part of the bioconcentration process and generally permits the
concentration of trace chemicals to levels sufficient for bioindicator tests.
The amount of water extracted by a standard 1 mL triolein SPMD may approach 100
L for a thirty-day exposure to compounds with moderate to high Kows.
Also, episodic events can be detected without an intensive sampling program
and, in some cases, estimates of total daily solute loads in flowing waters
can be made from SPMD concentrations.
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7. Do SPMDs sample only
dissolved or vapor phase chemicals?
Nonporous polymeric films such as
low-density polyethylene (membrane of choice for SPMDs) contain transient
cavities with maximum diameters of about 10 Å. These cavities are far too small
to accommodate colloids or macromolecular dissolved organic carbon (DOC) such
as humic acids.
Also, comparisons of chemical
concentrations determined by using traditional analytical methods for ultra-filtered
river water (colloids and DOC > 50 Å diameter were removed) and those
estimated from SPMDs exposed to river water appear to confirm that SPMDs
sample only dissolved residues, which are readily bioavailable.
The importance of measuring the
vapor and dissolved phases of chemicals in environmental systems be mentioned. The fact
that threshold limit values (human exposure) and toxicity- databases (aquatic
organisms) are based on vapor and dissolved concentrations, respectively,
demonstrates the value of the SPMD approach.
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8. What factors determine how
much of a bioavailable chemical will be sequestered by an SPMD?
The amount depends on the
chemical’s sampling rate (liters of water or air extracted per day) by an SPMD,
SPMD capacity for the analyte, the water concentration (see question 9), and exposure conditions
(temperature, flow velocity/turbulence, and biofouling) and duration. Factors
affecting sampling rate are complex, but nonpolar lipophilic organic compounds
with log Kows between 5.0 and 6.5 and molecules with cross-sectional
diameters < 10 Å are sampled at the highest rates for a specific set of
environmental conditions. Of the
environmental conditions affecting sampling rates, the level of flow
velocity/turbulence may have the greatest impact.
Assuming biofouling is minimal, a
1-g triolein SPMD will daily extract all components of complex mixtures such as
PAHs, PCBs, and organochlorine pesticides from about 0.5 to 10 L of water. As the
lipophilicity or the Kow of a series of organic compounds rises to »
log KOW of 6.5, so does the capacity of the SPMD triolein to
sequester them. For compounds with relatively large Kow values
(i.e., > 100,000), extended exposure periods will typically result in
greater masses of analytes sequestered, but increased biofouling may reduce the
daily amount of residues sequestered during the latter part of long exposures.
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9. How can SPMDs have a constant
sampling rate independent of environmental concentration when the amount of
chemical sequestered is proportional to the ambient chemical concentration?
Sampling rate can be defined
several different ways. Often sampling rate is expressed as mass of chemical
extracted (taken up) per unit time. This is a zero-order expression of uptake
rate and is clearly dependent on chemical concentration.
However with SPMDs, sampling rates
are normally expressed as first-order uptake rate constants, which are given in
volume of medium cleared of chemical, per gram of sampler per unit time, or Lg-1d-1.
Several SPMD studies have shown that the first order rate constant does not
vary with solute concentration but is affected by flow/turbulence, temperature
and biofouling. Therefore, the amount of chemical recovered will be
proportional to the average environmental concentration but the magnitude of
the rate constant is not. This first-order behavior has also been observed in
selected studies of contaminant bioconcentration.
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10. How does SPMD size affect
the sampling rate of a chemical?
SPMD sampling rates are directly
proportional to SPMD membrane surface area. For example, a standard 1-g
triolein SPMD (surface area »
450 cm2) may extract 5 L of water per day for a PCB congener,
whereas a standard triolein SPMD with half the surface area » 225 cm2 (0.5-g of lipid) can be
expected to extract 2.5 L of water per day of the same congener, assuming
similar conditions for the exposures.
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11. How do the concentrations of
contaminants in exposed SPMDs relate to those found in aquatic organisms from
the same site?
Direct comparisons of bivalves to
SPMDs have shown that for nonionic organic contaminants, SPMDs accumulate a
broader range of chemicals from water than bivalves. Note that mollusks are
often the organisms of choice for biomonitoring, because their capacity to
metabolize most contaminants is very limited. SPMDs are passive in situ
partitioning systems without the active depuration mechanisms of living
organisms. SPMD concentration factors appear to mimic the worst-case scenario
of the bioconcentration of organic chemicals with log Kows < 6.0.
Even chemicals whose primary uptake route by organisms is via the diet-food
chain (i.e., log Kow ³ 6.0) are readily concentrated by SPMDs, because ultra-trace
levels of their residues are always present in the water. However, the use of longer exposure
periods or an increased number of SPMDs per sample may be necessary to detect
some of these compounds.
Comparisons of SPMD, bivalve and
fish uptake rates have shown that SPMDs concentrate PCBs and PAHs at a rate
that is about 0.5 to 1.0 times and 1.0 to 2.0 times that of bivalves and
fishes, respectively. However, unlike organisms, SPMDs seldom reach steady
state (i.e., equilibrium) with the ambient environment, because they contain
much higher levels of lipid than most organisms. Never the less, it is possible
to estimate steady-state concentrations of contaminants in an organism's
tissues by using the SPMD-derived water concentration along with the compound's
Kow. Finally, since organism uptake rates and
bioconcentration factors differ greatly for the same chemical among different
species, no single device can be expected to mimic all organisms.
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12. Does water quality or
temperature affect SPMD sampling?
In general, water quality
(salinity, alkalinity, etc.) has very little effect on SPMD sampling.
Temperature is an exception because SPMD-sampling rates rise with temperature
in water and fall when temperature increases in air. For example, a 16 oC
change (10-26 oC) in water temperature resulted in a two- to
four-fold increase in chlorinated pesticide sampling rates. Also, pH affects
the amount of ionizable compounds (e.g., chlorinated phenols) sampled, and the
magnitude of this effect is proportional to the increase or decrease in the
neutral species.
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13. How much does biofouling
affect the uptake rate of chemicals by SPMDs?
Biofouling impedes but does not stop
the uptake of chemicals by SPMDs. Laboratory studies have shown that the uptake
of some compounds by heavily
fouled SPMDs is reduced by as much as 69 %. In particular, compounds with high
Kows are impeded more than those with low Kows. Fouling
impedance is generally insignificant for the first 2 weeks of an exposure but
may become significant in the second two-week interval of an exposure. However, observations suggest that
biofouling of the exterior membrane surface may reach a maximum after about 1
month (obviously the time to this point is dependent on the nature of the
aquatic test system) and does not increase much thereafter. In most
cases, biofouling causes a decrease in the slope of the SPMD uptake line (plot
of time vs. SPMD concentration), and in some cases may limit the value of
longer SPMD exposures. Note that permeability/performance reference
compounds (PRCs) can be used to correct sampling rates for biofouling.
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14. What is a
permeability/performance reference compound (PRC) and how does it work?
A PRC is an analytically
non-interfering compound, such as certain perdeuterated PAHs, which has
moderate-to-fairly high SPMD fugacity (escaping tendency). PRCs are added to the SPMD lipid before
field studies and calibration exposures. Measured values of PRC loss rates are
used to account for any rate affecting differences between field and
calibration study (i.e., sampling rates measured under a specific set of
conditions) exposure conditions. This approach to in situ SPMD
calibration is based on the principle that the rate of residue loss is
proportional to the rate of residue uptake. Thus, PRC loss rate data can be
used to adjust SPMD-derived estimates of ambient concentrations to reflect
site-specific environmental conditions of an exposure. Using the PRC method and previously
developed models, SPMD based estimates of ambient water concentrations are
within 2 fold of separately measure values.
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15. What effect does water or
air velocities have on the uptake of chemicals by SPMDs?
Medium flow rates should have only
small effects on the sampling rates of organic compounds under membrane control
(i.e., log Kow < 4.4), because transport across the membrane is
the rate-limiting step. In this
case, the membrane is like a barrier or valve that allows only some fraction of
the molecules contacting the membrane surface to permeate into the lipid.
Increased flow or turbulence does not cause a significant rise in chemical
concentration at the membrane surface but merely ensures that chemical
concentration in the aqueous diffusion layer reflects that of the bulk water.
As long as the chemical concentration at the membrane surface is not depleted
by sampling (i.e., encounter volume or water volume exchanged at the membrane
surface is sufficient), then chemical uptake is independent of flow
regime.
For compounds with log Kow
values ³ 4.4, the external boundary layer will likely control uptake
rates for all but extremely turbulent conditions and very large molecules.
Because flow/turbulence can vary greatly in environmental exposures,
turbulence-induced changes in the sampling rates of chemicals with diffusion
layer control can be as high as tenfold.
However, the effect of turbulence can be corrected by using a PRC as
described earlier and by designing deployment apparatuses with the capacity to
baffle flow.
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16. How are contaminant residues
in exposed SPMDs recovered and how much cleanup of the recovered residue is
necessary before in vitro bioassay or analytical detection?
A major portion of the sequestered
residues can be recovered by opening the ends of the SPMD polyethylene tube and
rinsing out the lipid with an organic solvent. However, analytes are generally
recovered by dialyzing the intact SPMD (which requires removing periphytic
growths, minerals, and debris from the exterior membrane surface) in an organic
solvent such as hexane. Using this approach, contaminant
residues present in the membrane (sometimes representing as much as 50% of
total) are also recovered for analysis and the dialysis process separates
nearly all of the bulk lipid from the chemicals of interest. In nearly all
cases, additional lipid and polyethylene wax removal is required for analytical
detection of trace compounds.
Also, some additional steps may be required for tests such as EROD and
ELISA. The in vitro bioassays Microtox® and Mutatox® may not require lipid
removal if high purity lipid is used in SPMDs.
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17. How do in vitro bioassay
test results, such as Microtox® EC 50 values, relate back to the
volume of water sampled?
To answer this question, we use as
an example Microtox® EC50 values that are given in units of mg SPMD/mL of sample carrier solvent. If the Microtox® EC50 value is
3.1 mg/mL, then it only took an equivalent of 3.1 mg of a standard 1-g triolein
SPMD to elicit a toxic response. Depending on the sampling rates of the
toxicant(s) detected in the bioassay, 1 mg of an SPMD would have
extracted chemicals from about 0.5 to 10 mL of water per day.
Assuming that the SPMD sampled
toxicants from a site at about 5 mL day-1 mg-1, and
the exposure was 7 days, then the 3.1 mg/mL EC50 value represents
the response to the amount of toxicant contained in 108 mLs of sample
water. Typically residue extracts
are transfered into 1-mL of carrier solvent for assay, resulting in a 108 fold
concentration factor. However, if only 0.1 mL of the carrier solvent is used
for the assay, then this sample represents the chemical in only 10.8 mL of test
water. Clearly, if only 1 mL of
sample water was extracted or used directly for Microtox, the result may have
been “no effect”. Note that the same type of analysis can be performed
for the whole SPMD if dialysis is used and much greater concentration factors
can be achieved with SPMDs if desired.
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18. When comparing SPMD data to
residue levels in biota, should lipid normalization be used?
Although residue concentration data
of organisms are often lipid normalized, the procedure is generally
inappropriate for SPMD data. A key assumption in the normalization procedure is
that residues in an organism’s lipids have reached steady state with ambient
waters. This assumption may be valid for feral organisms, but it is frequently
not valid for biomonitoring organisms, especially when high-Kow
contaminants are the target analytes and exposure durations are short-term to
moderate (less than 30-day). In general, the capacities of SPMDs for
hydrophobic analytes are much greater than those exhibited by aquatic
organisms, because SPMDs have higher percent lipid contents. In addition, the lipid-like membrane
significantly adds to the capacity of SPMDs for hydrophobic organics, whereas
non-lipoidal tissues add little to an organism’s capacity to accumulate these
compounds.
Several studies have shown the
similarity of the magnitude of the first-order uptake rate constants of SPMDs
and organisms and the greater analyte capacity of SPMDs. Thus, biomonitoring organisms will have
much shorter linear uptake phases or times to equilibrium than SPMDs. When
SPMDs and biota are both in the linear or integrative phase of uptake, lipid
weighting of data is certainly not justified. For example, if equal weights of
fish or SPMDs were in the linear phase of chemical uptake (constant
concentration) and their sampling rates were identical, both matrices would
contain the same amount of chemical.
However, if the fish contained 2% lipid and the SPMD contained 20% lipid,
normalization of their chemical concentrations to lipid weight would result in
an apparent tenfold greater concentration in the fish with 2% lipid. This
procedural artifact contrasts with the similar lipid-weighted values (assuming
lipid normalization theory is truly applicable) that would be obtained if both
sampling matrices were at equilibrium.
In the case of bivalve biomonitoring organisms, where percent lipid
content varies from only about 0.5 to 2.0 % (dry weight versus wet weight), the
potential for large errors in SPMD-bivalve comparisons is high. Even when the organism has reached
equilibrium and the SPMD has not, significant errors can still be introduced by
the normalization procedure. In
these cases comparisons of whole-body and whole-SPMD concentrations and/or
total mass of chemical accumulated per sample is more appropriate.
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19. Can SPMDs be used for
both integrative and equilibrium partition sampling? What are the pros
and cons of the two approaches?
The answer to the first question
depends on the magnitude of the Kows of the target analytes, the
SPMD design and environmental conditions. Investigators have shown that SPMDs
(standard configuration as described in the tutorial) integratively sample compounds
with log SPMD-water partition coefficients (KSPMDs) ³
5.0 during exposures of less than 1 month at 18 oC, and a flow velocity <1 cm/sec. Note that in some
cases small amounts of dispersed carbon adsorbent in SPMD triolein increased
SPMD capacity, and permitted integrative sampling of even low Kow
compounds (e.g., naphthalene log Kow = 3.4 and for low Kows,
KSPMD » Kow)
as well. Also, it has been shown for compounds with log Kows <
4.0, 90% of equilibrium concentrations may be achieved in < 40 days using
the standard SPMD design. The time to equilibrium can be decreased by
increasing the flow-rate of water and air (the likely switch to membrane
control limits the effects of flow for compounds with log Kows <
4.5) and the temperature.
Let us examine the second
part of the question. The American Conference of Governmental Industrial
Hygienists adopted the integrative time-weighted average (TWA) approach as the
most satisfactory means of monitoring chemicals that are not fast-acting
toxicants. This approach provides an estimate of the cumulative dose (organic
vapors, or dissolved residues as in our case) of contaminants during a
specified exposure period. Unlike monitors that rapidly achieve equilibrium,
episodic chemical events during the initial part of an extended exposure can
usually be detected. This is because the rate of residue loss from an
integrative sampler is vanishingly small (i.e., these monitors have very high
chemical capacities). Note that an important feature of TWA concentration estimates
is that they do not require constant analyte concentrations.
The equilibrium partitioning
approach has been widely used in biomonitoring studies and to model chemical
concentrations in environmental media. For an organism or SPMD to reach
steady-state concentrations of lipophilic chemicals in a 30-day exposure,
uptake rates (ku) must be rapid and the total residue capacity must
be relatively low. Also, since the equilibrium SPMD-water or KSPMD
partition coefficient is equal to ku/ke, where ke
is the depuration or dissipation rate constant, then the loss rate (ke)
must be great as well. Thus, it is possible that sequestered residues from
episodic events could fall below the analytical detection limits. Basically,
organisms and samplers, selected or designed to rapidly reach equilibrium, also
rapidly lose or rise in chemical concentration as ambient chemical levels
change, and their chemical concentrations do not necessarily represent the
entire exposure period. However,
if multiple samples are taken through time, peaks in analyte concentrations can
be delineated.
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20. Can a chemical's Kow
be used to estimate how long it will be integratively sampled by an SPMD or the
exposure time required to reach equilibrium?
At equilibrium, the volume of
ambient water cleared of chemical or the thermodynamic capacity of the SPMD is
given by
VwEQ = VSPMDKSPMD
where VwEQ is the
equilibrium clearance volume (water), VSPMD is the volume of the SPMD,
and KSPMD is the SPMD-water partition coefficient. Because sampling
rates are expressed volumetrically in L day-1 (Rs or
L g-1day-1[ku]) of water extracted of
chemical, the fractional amount (Fr) of water cleared relative to
the equilibrium capacity of the lipid is given by
Fr = VwcL/(KSPMDVL)
where VwcL is Rst
or the total volume of ambient water cleared of chemical at time t and Rs
is the sampling rate in Ld-1.
The following equations provide some guidance on the estimation of the
time a chemical will be in the linear phase of uptake and the time required to
reach 90 % of the equilibrium concentration.
t50
= t1/2 = –ln 0.5 KSPMD VSPMD / Rs =
-ln 0.5 KSPMD / dSPMD ku
t90
= -ln 0.1 KSPMD VSPMD / Rs
= -ln 0.1 KSPMD / dSPMD ku
t1/2
» –ln 0.5 Kow VSPMD / Rs
» -ln 0.5 Kow / do ku
where d is the density of the
specified material. Keep in mind
that SPMDs sample integratively (linear uptake) during one half-time (t½)
and it takes about four t½s to reach > 90% of equilibrium
concentrations. However, note that biofouling can increase t½ in
both instances. See Modeling
section in the Tutorial for a similar analysis.
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Basics.. Glossary.. Overview...Tutorial.. . FAQs...References... USGS/WRD SPMD Activities.. Other SPMD Links
If the reader has additional questions concerning SPMDs, contact Dave Alvarez: (573) 441-2970; e-mail: dalvarez@usgs.gov