The atmospheric reservoirs of O
and CO
are linked by processes
that involve the formation and destruction of organic matter such
as photosynthesis, respiration, and combustion. On times scales
shorter than many thousands of years, these organic oxidation-reduction
reactions are the main source of variability in atmospheric O
abundance. These reactions also produce and destroy CO
, but the
chemistry of atmospheric CO
is further complicated by reactions with
seawater. In seawater, CO
dissolves to form carbonic acid which can
react to form basic compounds like carbonate and bicarbonate ions. These
acid-base reactions have no effect on oxygen abundance so that atmospheric
oxygen variations essentially reveal how atmospheric carbon dioxide would
behave if the acid-base reactions did not occur.
The difference between the geochemistry of atmospheric O
and CO
can be quantified in terms of the relative fluxes of O
and CO
expected from certain types of processes, as summarized
in Table 2.
One important difference between
CO
and O
is that the uptake of fossil-fuel CO
by the ocean
essentially proceeds through reaction of dissolved CO
with carbonate
ions and therefore involves no O
. Another difference is that marine
photosynthesis and respiration can produce much larger changes in
atmospheric O
than CO
, especially on short time scales. Here the
difference depends mainly on the fact that CO
exchange between the
atmosphere and oceans proceeds much more slowly than O
exchange.
CO
is exchanged slowly because most of carbon in the oceans is in the
form of carbonate and bicarbonate ions which are not exchanged across the
air--sea interface.
Two techniques are now available for measuring
[4]changes in
atmospheric oxygen, one involving interferometry [ Keeling, 1988;
Keeling and Shertz, 1992], the other mass spectrometry [ Bender
et al., 1993]. Both methods determine changes in atmospheric oxygen
[4]through changes in the O
/N
ratio of air. Changes in
the O
/N
ratio are mainly caused by changes in O
because N
is constant to a very high level. Like isotopic ratios, the O
/N
ratio is expressed as deviations from a reference

The resulting deviations are multiplied by
and the
result is expressed in a new unit called a ``per meg.'' In these units
1/0.2095 = 4.8 per meg is equivalent to 1 part-per-million by volume
(ppmV) because O
comprises 20.95% of air by volume [ Machta and
Hughes, 1970].
Measurements on air samples collected at three sea-level sites using the
interferometric technique were reported by Keeling and Shertz
[1992], and are shown here in Figure 4.
Significant seasonal variations in
(O
/N
) are evident at
all three sites. An interannual decrease in O
/N
is clearly
evident in the La Jolla data. Concurrent CO
data are also shown.
One process leading to seasonal variations in O
/N
is the seasonal
uptake and release of O
due to photosynthesis and respiration of
terrestrial ecosystems. These exchanges of O
are closely tied to
exchanges in CO
with an exchange ratio of approximately -1.05:1
(O
:CO
). The seasonal variations in CO
in the northern
hemisphere are almost entirely caused by these terrestrial exchanges, and
they can be used to correct for the effects of terrestrial exchange on the
O
/N
variations [ Keeling and Shertz, 1992]. The residual
variations in O
/N
must be oceanic in origin. The oceanic
component is especially pronounced in the southern hemisphere where the
seasonal O
/N
variations are accompanied by only very small
variations in CO
.
Oxygen is released to the atmosphere by the oceans at middle and high
latitudes in the spring and summer when the net rate of photosynthesis in
surface waters exceeds the rate of respiration. Oxygen is removed from
the atmosphere in the fall and winter when marine photosynthesis rates are
lower and when deeper water, undersaturated in oxygen, mixes upwards to
the surface. These seasonal air--sea O
fluxes are linked to the rate
at which organic material is produced and exported from the euphotic zone
[ Jenkins and Goldman, 1985; Keeling et al., 1993] and they are
linked to changes in dissolved inorganic carbon (DIC) in the water.
Seasonal heating and cooling of the upper ocean also contributes to
seasonal variations in atmospheric O
/N
because of the solubility
temperature dependence of O
and N
[ Keeling and Shertz,
1992].
Measurements of seasonal variations in O
/N
will be useful
constraining estimates of the annual net photosynthetic production of
organic carbon in the euphotic zone. To succeed this application also
requires taking account of transport within the atmosphere and transport
of O
between the euphotic zone and deeper waters. Atmospheric oxygen
data may be especially helpful in determining productivities over large
regions because the air mixes so rapidly.
Measurements of O
/N
ratios will also be useful for determining the
mechanisms by which excess carbon dioxide produced from fossil-fuel
burning is being removed from the atmosphere. Over the long-term, we can
represent the global budget for atmospheric CO
according to

where
CO
is the annual averaged change in
atmospheric CO
, F is the source of CO
from burning fossil fuels,
C (virtually negligible) is the CO
source from cement manufacturing,
O is the oceanic CO
sink, and B is the net source of CO
from
terrestrial ecosystems (B can be positive or negative), all in units of
moles yr
. Likewise, we can represent the budget for atmospheric
oxygen according to

where
O
is the change in atmospheric oxygen, H
is the O
sink owing to the oxidation of elements other than carbon
(predominately hydrogen) in fossil fuels, and
represents the
O
:C exchange ratio for terrestrial biomatter.
Adding Eqs. (3) and (4), and solving for O yields

The last term on the right-hand side of Eq. (5) can be evaluated
by solving Eq. (4) for B, although this term is virtually
negligible since
. Solving Eq. (4) for B yields

These equations show how observations of the change in
atmospheric oxygen combined with estimates of fossil-fuel CO
production and O
consumption can be used to directly calculate the net
exchange of CO
with the oceans and with the land biosphere.
Using preliminary estimates of the O
trend based on the data shown in
Figure 4, Keeling and Shertz [1992] derive an oceanic uptake of
gT C/yr (1 gT = 10
g) and a net terrestrial carbon sink of
gT C/yr for the 1989--1991 period. This estimate is clearly
preliminary, and the uncertainties are too large to make these results
very useful in constraining CO
sinks. The primary source of
uncertainty comes from uncertainty in the O
trend, and this
uncertainty should decrease as longer records are obtained.
Bender et al. [1994b] have extended our knowledge of variations in
atmospheric O
/N
ratio back over the past decade by measurements on
air samples extracted from glacial firn at Vostok Station, Antarctica.
The detected O
/N
variations imply that the terrestrial biosphere
was neither a large source nor sink of CO
over this longer period,
agreeing with Keeling and Shertz [1992], although the uncertainties
in this preliminary work are again quite large. Attempts to extend the
records even further into the past from air extracted from bubbles in the
glacial ice have so far been frustrated by processes which fractionate
O
relative to N
in the ice bubbles or during the extraction
process [ Craig et al., 1988; Sowers et al., 1989; Bender
et al., 1995].
Although uptake of anthropogenic CO
by the oceans has no effect on
atmospheric O
, it is possible that natural variability in the oceans
could lead to net O
exchange with the oceans on interannual time
scales. This possibility, which was neglected in Eq. (4), would
complicate the use of O
/N
data for discriminating between
terrestrial and oceanic sinks for CO
. Such air--sea exchanges are
especially likely on the 3 to 6 year time scale of the El Nino phenomenon
[ Keeling and Severinghaus, 1994] which means that the O
/N
records will probably need to span several El Nino events before the data
can be used to place firm constraints on the sources and sinks of
anthropogenic CO
.