Vol. 94, Issue 1, 199-204, January 2003
Middle ear pressure change during controlled breathing with
gas mixtures containing nitrous oxide
William J.
Doyle and
Juliane M.
Banks
Department of Pediatric Otolaryngology, Children's
Hospital of Pittsburgh and the Department of Otolaryngology,
University of Pittsburgh School of Medicine, Pittsburgh, Pennsylvania
15213
 |
ABSTRACT |
The change in middle ear pressure
while breathing gas mixtures containing N2O was studied in
four monkeys. At each of three experimental sessions, monkeys were
anesthetized, acclimated for 60 min, breathed with room air for 60 min,
and then breathed with 5, 10, or 20% N2O for 60 min.
Middle ear pressure, rectal temperature, and vital signs were recorded
throughout. The time constant for blood-middle ear N2O
exchange was calculated from these data. Middle ear pressure decreased
during acclimation, was stable during air breathing, and increased
during N2O breathing. The rate of pressure change was
similar for both ears of each animal and was directly related to
N2O percent. The calculated time constant ranged from 0.003 to 0.008 min
1 across animals but was not different for a
given ear across sessions. These results show that breathing gas
mixtures containing N2O causes predictable and quantifiable
increases in middle ear pressure.
time constant; animal model; gas exchange
 |
INTRODUCTION |
THE EFFICIENCY OF THE
MIDDLE ear system as an energy coupler between air and liquid is
inversely related to the absolute value of the pressure difference
between the middle ear airspace (ME) and the ambient environment
(5). Because the ME is a relatively fixed-volume,
temperature-stable biological gas pocket, its pressure depends on the
number of contained moles of gas. By extension, when isolated from
communication with the external environment (e.g., time between
successive Eustachian tube openings), the rate of change in total ME
pressure depends on the rates of transmucosal (ME-blood) exchange of
the physiological gases (H2O, N2,
O2, and CO2) and on the rates of production
(CO2) and consumption (O2) of the reactive
gases. The transmucosal gas exchange rate is determined by factors that
are independent of the particular gas species such as ME surface area,
mucosal thickness, and volume blood flow and by gas-specific factors
such as the extant partial-pressure gradient and species solubility in
the mucosa and/or blood (5).
For both normal and diseased MEs, the measured ME-blood O2
and CO2 pressure gradients are approximately equal to zero,
whereas that for N2 approximates 50 Torr (10, 12,
13). Therefore, total pressure of the isolated ME will decrease
as N2 diffuses from ME to blood, a process that will
continue until N2 pressure equilibrium is established. This
loss of N2 from the ME drives the ME-ambient total pressure
gradient to disequilibrium, thereby compromising the efficiency of the
transducer function of the middle ear system. Periodic opening of the
Eustachian tube allows for bolus gas exchange between nasopharynx (near
ambient pressure) and ME, which decreases the ME-ambient pressure
gradient. Thus the transducer function of the middle ear system is
constrained by the efficiency of ME pressure regulation, which,
ideally, maintains a dynamic equilibrium between volume gas loss due to
transmucosal N2 exchange and volume gas influx during
Eustachian tube openings (5).
Whereas many previous studies described the contribution of Eustachian
tube function to ME pressure regulation (1, 2, 18),
relatively few measured the rate of pressure decrease due to
transmucosal exchange of the physiological gases; i.e., the demand
placed on the Eustachian tube for gas resupply (6-8). Regarding the latter, it was shown that the exchange rates of reactive
gases (O2 ad CO2) are very fast (relatively
large time constants vis à vis inert gases) and primarily
diffusion limited, whereas the exchange of the inert gas N2
is very slow and primarily perfusion limited. Because the
N2 exchange rate is the main determinant of the rate of
total ME pressure change, an accurate estimate of that rate is
fundamental to understanding ME pressure regulation.
At physiological partial-pressure gradients, the rate of transmucosal
N2 exchange is not easily measured because of its extremely slow rate of exchange (6, 7). To overcome this difficulty, the more soluble, perfusion-limited gas N2O has been used
to study transmucosal inert gas exchange (7-9, 11, 15, 19,
20). On the basis of solubility considerations, the transmucosal
exchange of N2O is estimated to be 30-40 times faster
than that of N2 at identical driving pressures, thus
allowing for experimental measurement of its exchange rate over a
reasonable time period.
Previously, an increase in ME pressure was reported for
anesthetized patients breathing gas mixtures that included
N2O (3, 4, 11, 14-16), and, more
recently, that response was used to compare transmucosal inert
gas-exchange rates between ears with and without pneumatized mastoid
regions and between ears with and without concurrent disease (9,
17, 19, 20). Although this approach provides a promising
method to study the effects of altered ME conditions on
transmucosal inert gas exchange, the majority of data for blood to ME
N2O exchange were acquired in the surgical setting where
control over certain confounding variables such as gas mixture,
blood-gas partial pressures, body temperature, and forced tubal
openings was not maintained. Also, data presentation was limited to
comparative descriptions of pressure-time functions, and no formal
method was developed to quantify the results in terms of a transmucosal
time constant. In this paper, blood-to-ME exchange of N2O
was studied in cynomolgus monkeys under well-controlled experimental
conditions. A mathematical description of the exchange process and
formal methods to estimate the time constant for transmucosal
N2O exchange are presented.
 |
MATERIALS AND METHODS |
Protocol.
Four juvenile cynomolgus monkeys weighing between 2.1 and 3.2 kg were
used in the experiments. For each of three experimental sessions done
on different days, the monkey was sedated with 30 mg of ketamine and
anesthetized with "monkey mix" (10 mg/kg ketamine, 2 mg/kg
xylazine; 0.3 mg/kg acepromazine). The monkey was monitored for ME
pressure by tympanometry, for temperature by rectal probe, and for
vital signs over a 60-min period (10-min intervals) to allow for
physiological acclimation to the anesthetized state. Then the monkey
was intubated, and the endotracheal tube was placed on-line to the
output of a Harvard respirator (model 661; South Natick, MA). The
respirator was adjusted to deliver 30 ml gas/stroke at 40 strokes/min.
The animal was breathed with room air for 60 min. Then the intake to
the respirator was switched to the experimental gas mixture, and the
animal was breathed for 60 min with X% N2O, 20% O2, balance N2 at ambient pressure, where
X = 5, 10, and 20% for sessions 1,
2, and 3, respectively. Throughout the 120 min of
respirator-controlled breathing, ME pressure was recorded bilaterally at 5-min intervals by use of a clinical tympanometer (GSI-33 middle ear
analyzer, model 1733, Littleton, MA). Vital signs and rectal temperature were recorded at regular intervals. At the termination of
the experimental session and after the monkey had recovered from the
anesthesia, it was returned to the vivarium. This study was performed
in accordance with the Public Health Service Policy on Humane Care and
Use of Laboratory Animals, the National Institutes of Health Guide for
the Care and Use of Laboratory Animals, and the Animal Welfare Act (7 U.S.C. et seq.). The protocol was approved by the Animal Care and
Research Committee at the Children's Hospital of Pittsburgh.
Model description.
Under certain restrictive conditions, the primary outcome variable for
these experiments, change in ME pressure, is equal to the change in ME
N2O pressure. Below we present a mathematical description
that defines these conditions and the methods for calculating the time
constant for transmucosal N2O exchange.
The pressure of any closed, gas filled compartment such as the ME (m)
is described by the general gas law, or
|
(1)
|
where Pm is pressure, Vm is volume,
Nm is number of moles of gas, Tm is
the temperature of the ME, and R is the general gas
constant. Total ME pressure is equal to the sum of the partial
pressures of the physiological gases and any represented,
nonphysiological species (e.g., N2O). The change in total
ME pressure is equal to the sum of the changes in the partial pressures
of those gases, or
|
(2)
|
where P
is the partial pressure of a test gas.
Under physiological conditions and at constant blood partial pressures
for O2 and CO2, the ME-blood partial-pressure gradient for O2 and CO2 is ~0 Torr and the ME
is saturated with water vapor (10, 12, 13). Because there
is no gradient to drive the ME-blood exchange of these gases,
P
t =
P
/
t =
P
/
t = 0 Torr/min.
Thus, for the ME of an acclimated, anesthetized animal breathing gas
mixtures containing N2O, Eq. 2 reduces to
|
(3)
|
Direct measurements in monkeys show that the change in ME
N2 pressure at extant ME-blood gradients as high as 50 Torr
is not measurable in experiments lasting for 4 h
(6-8). Therefore, in relatively short-duration
experiments, the effective N2 exchange rate is 0 Torr/min,
and Eq. 3 becomes
|
(4)
|
In the experiments described here, the N2O
pressure in the arterial blood is increased during controlled breathing
with the gas mixtures. There, the change in the number of moles of
N2O in the ME compartment must be equal to the extant
difference between the number of moles of that gas in the local
arterial (a) and venous (v) blood compartments, or
|
(5)
|
For blood (b), the number of moles of a gas is directly related
to the partial pressure (P
) and solubility (S
) of the gas in blood and the extant, local blood
volume (Vb), or for N2O
|
(6)
|
Recognizing that N2O solubility is the same for
arterial and venous blood
(S
O),
substituting the expressions for pressure from Eq. 1 and
6 for moles of gas in Eq. 5 and rearranging terms
yields
|
(7)
|
Dividing both sides of this equation by a time interval
(
t) and noting that by continuity
Va/
t = Vv/
t = ME blood flow
(
m), yields
|
(8)
|
Under the experimental conditions, the ME pressure of
N2O must at all times be less than or equal to that of the
local arterial and venous blood such that
|
(9a)
|
or
|
(9b)
|
Adding
to
both sides of Eq. 9b yields
|
(10a)
|
or
|
(10b)
|
where 1
FN2O
0. Substituting
the result from Eq. 10b into Eq. 8 and combining
with Eq. 4 yields
|
(11)
|
This equation relates the rate of change in ME pressure
(
Pm/
t), determinable from experimental
data) to the product of the extant arterial-ME N2O pressure
gradient
(P
O
P
O,
determinable from experimental data); the general gas constant
(R); the inverse of ME volume
[(Vm)
1, a constant]; ME temperature
(Tm, measured to be constant); N2O solubility
in blood
(S
O, a
constant); local volume blood flow (
m), and the
ratio of arterial-venous N2O gradient to arterial-ME N2O gradient (FN2O). If
m and FN2O are
constants for each experiment, Eq. 11 is linear and the rate
of change in ME pressure divided by the extant arterial-ME
N2O pressure gradient is a time constant, such that
|
(12)
|
Note that violation of these assumptions (i.e., within-session
changes in
m or
FN2O) will be
reflected as a nonlinear relationship between the rate of ME pressure
change (
Pm/
t) and gradient
(P
O
P
O), and
consequently linearity between those variables is a testable hypothesis
of assumption validity.
Data structure.
The primary data for each experiment consist of the repeated
measurements of bilateral ME pressure during the period of controlled breathing with the gas mixture. To calculate a time constant for transmucosal N2O exchange by Eq. 12, these data
were transformed into estimates of the extant arterial-ME
N2O pressure gradient and of the instantaneous rate of
change in ME pressure.
For the period of controlled breathing with the N2O gas
mixture, arterial N2O pressure
(P
O) is
assumed to be constant and was estimated by multiplying the
physiological blood N2 pressure (
570 Torr at 760 Torr
ambient pressure) by the fraction of N2O in the breathing
mixture (i.e., % substitution of N2O for N2).
At the onset of breathing the gas mixture (t = 0 min),
ME N2O pressure
(P
O) is 0 Torr and, by Eq. 4, that partial pressure at any time can be
estimated as the difference between ME pressure at that time
(t = i) and ME pressure at t = 0. These estimates were used to calculate the extant ME-blood
N2O pressure gradient
as given by
|
(13)
|
The instantaneous rate of change in ME pressure was not measured
in the experiment. However, that rate can be estimated by the slope of
the linear portion of the function relating ME pressure to time. Here,
we calculated the slope of that function for the 60 min of controlled
breathing with the N2O gas mixture by using least-squares
linear regression. That procedure also provides an estimate of the
goodness of a linear fit to the data distribution that is given by the
percent variance in ME pressure explained by the regression on time
(r2 × 100%). For all experimental
sessions, that estimate was >89%, and consequently we accepted the
regression slope as a reasonable estimate of the instantaneous rate of
change in ME pressure,
Pm/
t.
From Eq. 12, the time constant for N2O exchange
was calculated as the ratio of the instantaneous rate of change in ME
pressure to the average (over the period of breathing the
N2O gas mixture) value of the estimated ME-blood
N2O pressure gradient, or
|
(14)
|
The calculated time constant was examined for consistency across
ears and animals and for independence of gas mixture (i.e., session).
Vital signs and temperature measurements served to document stable
values during the data collection period of each experimental session.
 |
RESULTS |
Figure 1 shows the left and right ME
pressure-time functions of one monkey (monkey 2) for the
experimental sessions that included a 60-min period of controlled
breathing with a gas mixture containing 5 (A), 10 (B), and 20% (C) N2O. For all three
sessions, the 60-min acclimation period (minutes 0-60)
was characterized by a variable magnitude decrease in ME pressure. This
decrease was temporally related to a concomitant decrease in body
temperature (data not shown). During the second 60-min period
(minutes 60-120) wherein the animal was breathed by
respirator with room air, bilateral ME pressures were relatively
stable, indicating no measurable gas transfers to or from the ME. In
contrast, the third 60-min period corresponding to controlled breathing
with the experimental gas mixture (minutes 120-180) was
characterized by a near-constant rate of ME pressure increase. The rate
of change in ME pressure was similar for both ears at each session, and
that rate was greater at higher percent N2O compositions in
the breathing mixture. This temporal pattern of ME pressure change
characterized the experiments on the other three monkeys, although the
pressure-time function of monkey 4 for controlled breathing
with gas mixtures containing 20% N2O showed bilateral
evidence of passive Eustachian tube opening (an abrupt decrease in ME
pressure).

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Fig. 1.
Left ( ) and right ( )
middle ear (ME) pressure as a function of time for monkey 2 at experimental sessions 1 (A; 5%
N2O), 2 (B; 10% N2O),
and 3 (C; 20% N2O). For each
session, the data for the first 60 min correspond to an acclimation
period, for the second 60 min to respirator-controlled breathing with
room air, and for the third 60 min to respirator-controlled breathing
with the N2O gas mixture.
|
|
The slope of the ME pressure-time function for the 60 min (45 min for
monkey 4 at session 3) of controlled breathing
with the experimental gas mixture estimates the instantaneous rate of
change in ME pressure effected by transmucosal N2O
exchange. That slope (± standard error of the estimate) calculated
by linear regression is reported for all experiments in Table
1. Also listed for each experiment is the
square of the Pearson product moment correlation coefficient
(r2) for the pressure vs. time data. The large
r2 value for all experiments documents an
excellent goodness of fit for the linear model (explained variance
89%). The rate of ME pressure change at each session was similar
for the two ears of each monkey. For each ear, that rate increased in
direct proportion to the percent N2O composition of the
breathing mixture with approximate rate ratios of 4:2:1 for experiments
conducted using gas mixtures containing 20, 10, and 5%
N2O, respectively.
Figure 2 shows a scatterplot of the rate
of change in ME pressure vs. the arterial-ME N2O pressure
gradient for the eight ears at the three study sessions. At any
session, there was a large variability in the rate of pressure change
for the eight ears, but those rates were more similar for the left and
right ears of each monkey compared with the rates for different
monkeys. Also, for individual ears there was an apparent linear
relationship between the rate of ME pressure change and the respective
arterial-ME N2O pressure gradient. The time constant for
transmucosal N2O exchange was estimated as the ratio of the
rate of ME pressure change to the respective N2O pressure
gradient (See Eq. 14). Table 2
lists the time constant calculated for each experiment. The value of
the time constant ranged from 0.003 to 0.008 min
1, was
similar for the two ears of each monkey, and was not influenced by the
percent N2O in the breathing mixture.

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Fig. 2.
Scatterplot of the rate of ME pressure change (slope of
the ME pressure-time function) vs. the estimated arterial-ME
N2O gradient for the 8 ears of the 4 monkeys at the 3 study
sessions. RT, right; LT, left. Note that the rate of ME pressure change
for each ear increases directly with increasing N2O
gradient. The time constant for transmucosal N2O exchange
equals the ratio of the rate of ME pressure change to the corresponding
arterial-ME N2O gradient.
|
|
 |
DISCUSSION |
In these experiments, ME pressure showed a decrease attributable
to decreasing body temperature over the first hour after administration
of the anesthetic. For the 1-h period of air breathing, ME pressure was
relatively stable for all ears at all study sessions. This documents no
measurable gas transfers to or from the ME during that period
(Eq. 2), a requirement of the method used to estimate the
N2O time constant. Like the results of clinical studies
reported previously (3, 4, 11, 14-16), breathing gas
mixtures containing N2O caused significant increases in the
tympanometrically measured ME pressure of all four monkeys. Moreover,
for the 60 min of controlled breathing with each experimental gas
mixture, the relationship between ME pressure and exposure time was
linear. From Eq. 11, this observation requires that the
effects of gas exchange on the arterial-ME N2O pressure
gradient be negligible for that interval (i.e.,
P
O
P
O at t = 0
P
O
P
O at
t = 60) and that the ME volume, blood flow, and the
gradient ratio (FN2O) be constant over
that interval. In support of the former, calculation of the percent
change in gradient {[G(t = 60)N2O
G(t = 0)N2O]/G(t = 0)N2O × 100%} yielded average values of
9 ± 3, 12 ± 1, and 10 ± 2% for sessions
1, 2, and 3, respectively. Thus the
requirements of the mathematical description underlying estimation of
the time constant appear to be satisfied by the conditions of the
experiment. The measured value of the time constant for transmucosal
N2O exchange in juvenile cynomolgus monkeys is on the order
of 10
3 min
1.
The linear relationship between the rate of ME pressure change and the
calculated arterial-ME N2O gradient for each ear shows that
the time constant is independent of the N2O percent
composition in the breathing mixture. This implies that the above
listed parameters are relatively constant over the extended period of
time between sessions and that the mucosal blood flow (
m) and
the gradient ratio (FN2O) are
independent of the arterial N2O pressure. These results
show that measurement of the time constant for transmucosal
N2O exchange using the methods described in this report is
reproducible over time. Moreover, in experiments designed to evaluate
the effects of specific ME conditions on transmucosal inert gas
exchange, a specific driving partial pressure for the exchange (e.g.,
N2O percent composition of breathing mixture) is not
required but can be chosen on the basis of the requirements of each experiment.
A practical application of measuring the time constant for transmucosal
N2O exchange is to estimate that constant for
N2, a physiological gas whose transmucosal exchange is rate
limiting to the development of ME under pressure. However, the gradient ratio (FN2O) included as a
parameter in Eq. 12 may limit the use of the time constant
measured for one gas species to estimate that for a second.
Specifically, inert gas-exchange constants are usually assumed to be
scaled as the ratio of their respective solubilities in the exchange
medium, i.e., Kg1 = Kg2(Sg1/Sg2) where
Kg1 and Kg2 and
Sg1 and Sg2 are the transmucosal time constants (Kg2 measured, Kg1
estimated) and known solubilities, respectively, for two inert gas
species. However, the ratio of time constants defined by Eq. 12 for any two gases is
Fg1Sg1/Fg2Sg2, which
reduces to a ratio of gas solubilities if and only if
Fg1 = Fg2. The validity of identical
gradient ratios for different inert gas species is not known and must
be evaluated empirically by experiment. Lacking proof of that identity,
the measured time constant for transmucosal N2O exchange
cannot be used with certainty to estimate the time constant for
transmucosal exchange of other inert gases such as N2. However, conditional relationships defined for the
N2O time constant will characterize the N2 time
constant. For example, if the measured value of the N2O
time constant is X times greater under condition
1 compared with condition 2, the expected ratio of the
N2 time constants for those conditions will also be
X. Specifically, if
KN2O = XKN2O', then by
substitution: KN2O
(FN2SN2O/FN2SN2) = XKN2'
(FN2OSN2O/FN2SN2), or KN2 = XKN2', where the prime (')
designates a different condition.
The method to estimate the time constant for transmucosal inert gas
exchange described in this report is applicable to situations in which
the exchange can be modeled as a primarily perfusion limited transfer
of gas across a biological barrier. For example, it can be used to
describe quantitatively the effects of abnormal ME conditions such as
mucosal inflammation or arrested mastoid air-cell development on
transmucosal inert gas exchange. However, other pathological conditions
such as the presence of a ME effusion introduce additional exchange
compartments (ME fluid) into the system and require significant
modification of these methods for accurate estimation of a time constant.
Previous studies reported increases in ME pressure for anesthetized
humans breathing complex gas mixtures that included N2O (3, 4, 11, 14-16). Whereas pressure-time functions
can be abstracted from those data, transformation to estimates of the
time constant for transmucosal N2O exchange is valid only if the measured ME pressure change is wholly attributable to transfer of that gas from blood to ME. This requires that, for the period of
data collection, no other gases are in disequilibrium between blood and
ME (with the exception of gases that diffuse too slowly to affect
pressure), body temperature remains constant, the anesthetic does not
change ME blood flow, and the Eustachian tube does not vent gas.
Because the gas mixture is administered to induce anesthesia and
pressure venting via the Eustachian tube is an early response to the
rapidly developing ME overpressures, it is doubtful that those
requirements are met during the time between onset of breathing the
anesthetic gas mixture and first tubal opening. Therefore, the use of
these analytic methods is best reserved for the experimental setting.
There, anesthesia can be induced by a route independent of breathing
mixture, sufficient periods of time can be allotted for acclimation to
the anesthetized condition (allowing for the reequilibration of the
physiological gases between ME and blood and stabilization of body
temperature), and the N2O composition of the breathing
mixture can be adjusted to prevent the rapid development of ME
overpressures that force Eustachian tube openings.
 |
ACKNOWLEDGEMENTS |
The investigators thank Samir N. Ghadiali for critical review of
the equations presented in this manuscript and for constructive criticisms.
 |
FOOTNOTES |
This study was supported in part by National Institute on Deafness and
Other Communication Disorders Grant DC-01260.
Address for reprint requests and other correspondence:
W. J. Doyle, Dept. of Pediatric Otolaryngology, Children's
Hospital of Pittsburgh, 3705 Fifth Ave., Pittsburgh, PA 15213 (E-mail: docdoyle2{at}aol.com).
The costs of publication of this
article were defrayed in part by the
payment of page charges. The article
must therefore be hereby marked
"advertisement"
in accordance with 18 U.S.C. Section 1734 solely to indicate this fact.
10.1152/japplphysiol.00634.2002
Received 11 July 2002; accepted in final form 3 September 2002.
 |
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