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1 Istituto di Fisiologia Umana I and 2 Dipartimento di Fisiologia e Biochimica Generali, Università di Milano, 20133 Milan, Italy
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ABSTRACT |
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Diffusional permeability (P) to sucrose
(Psuc) and
Na+
(PNa+)
was determined in specimens of rabbit sternal parietal pericardium,
which may be obtained without stripping. Specimens were mounted in an
Ussing apparatus with 3H-labeled
sucrose and
22Na+
in a luminal (L) or interstitial (I) chamber.
Psuc was 2.16 ± 0.44 for L
I and 2.63 ± 0.45 (SE) × 10
5 cm/s for I
L,
i.e., ~10 times smaller than that previously obtained in stripped
specimens of pleura despite the similarity of intercellular junctions
in pericardium and pleural mesothelium of various species. These
findings suggest that previous
Psuc was
overestimated because stripping damages the mesothelium.
PNa+ (×10
5 cm/s) was 7.07 ± 0.71 for L
I and 7.37 ± 0.69 × 10
5 cm/s for I
L.
Measurements were also done with phospholipids, which are adsorbed on
the luminal side of mesothelium in vivo. With phospholipids in L,
Psuc was 0.75 ± 0.10 and 0.65 ± 0.08 and
PNa+
was 3.80 ± 0.32 and 3.76 ± 0.15 × 10
5 cm/s for L
I and
I
L, respectively, i.e., smaller than without phospholipids.
With phospholipids in I (where they are not adsorbed), Psuc (2.33 ± 0.42 × 10
5 cm/s) and
PNa+
(7.01 ± 0.45 × 10
5 cm/s) were similar to
those values without phospholipids. Hence, adsorbed phospholipids
decrease P of mesothelium. If the
mesothelium were scraped away from the specimen,
Psuc of the
connective tissue would be 13.2 ± 0.76 × 10
5 cm/s.
Psuc of the
mesothelium, computed from
Psuc of the
unscraped and scraped specimens, corrected for the effect of unstirred
layers (2.54 and 19.4 × 10
5 cm/s, respectively),
was 2.92 and 0.74 × 10
5 cm/s without and with
phospholipids, respectively. Hence, most of the resistance to diffusion
of the pericardium is provided by the mesothelium.
connective tissue; diffusional permeability to sucrose; passive sodium flux; pericardium; phospholipids
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INTRODUCTION |
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THE MORPHOLOGICAL FEATURES of the intercellular
junctions of the mesothelium appear to be similar in the pleura (2, 29) and the pericardium (8, 15, 17) of various species (human, ox, sheep,
pig, rabbit, and rat). On this basis, the diffusional permeability
(P) to small hydrophilic solutes of
the mesothelium is likely to be similar in the two tissues.
P to small solutes of the pericardium
is not known, whereas P to sucrose
(Psuc) of stripped specimens of sheep visceral pleura has been found to be 12.8 × 10
5 cm/s by Kim et
al. (16). Values nearly three times greater have been found in stripped
specimens of canine visceral and parietal pleura by Payne et al. (21).
These values are one order of magnitude greater than
Psuc of the
endothelium of lung, muscle, and skin capillaries determined with the
indicator-diffusion technique, ~10
5 cm/s (5). On the
other hand, mesothelial cells may lose mutual contact when they are
irritated (6), are easily detached during handling of the tissue (8),
and their intercellular junctions widen on simple exposure to air (23,
27); moreover, shear stress has been found to increase the permeability
to solutes of mesothelial cells in culture (30). Pleura stripping
involves considerable stretching, manipulation, and exposure to air: it seems, therefore, probable that P
found in stripped specimens of pleura is greater than that under
physiological conditions. To the end of assessing
P of the mesothelium in conditions
closer to the physiological ones, we looked for a place where the
pleura or the pericardium is loosely connected to the underlying
tissues to get specimens without stripping, little handling, and short exposure to air. When the chest wall of rabbits is opened by
sternotomy, the sternal part of the parietal pericardium appears free,
except for some fat patches. This suggests that specimens of the
sternal part of the pericardium may be obtained in conditions closer to the physiological ones than specimens of pleura, provided fat patches
may be easily removed.
The first purpose of this research is, therefore, that of determining
Psuc and
P to
Na+
(PNa+)
of specimens of the sternal part of rabbit parietal pericardium. It is
not known whether an active Na+
transport occurs in the pericardium. On the other hand, if it does
occur, active Na+ flux would be
very small relative to passive flux; indeed, the active
Na+ flux that seems to occur in
the pleura of rabbits, 0.1 µeq · h
1 · cm
2
(1), is two orders of magnitude smaller than the passive
Na+ flux of leaky epithelia of
rabbits (9, 18). Hence, active Na+
transport should not affect the measurement of
P. The second purpose of this research
is that of repeating the above experiments after addition of
phospholipids to the solution facing the luminal or the interstitial
side of the specimen. This was planned because it has been found that
1) in vivo phospholipids are
adsorbed on the luminal side of the mesothelium of pleura (11, 13) and pericardium (12); and 2) adsorbed
phospholipids decrease the permeability of epithelia (10). The third
purpose of this research is that of determining
Psuc in specimens
in which the mesothelium was scraped away. This was done to measure
P of the connective tissue of the
pericardium and thus to compute P of
the mesothelium alone.
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METHODS |
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The experiments were performed in 60 giant rabbits, most of which were female (body wt 5-7 kg, age 7-11 mo). The animals were anesthetized with a solution (2 ml/kg iv) containing pentobarbital sodium (10 mg/ml, Sigma Chemical) and urethan (250 mg/ml, Sigma Chemical).
Specimen collection and preparation. Each rabbit was placed supine on a tilting board, 20° head up; the trachea was cannulated to ensure adequate ventilation during the preliminary surgical procedure; and airflow and tidal volume were recorded on a Hewlett-Packard 7418 thermopaper oscillograph. The sternum, for its whole length, and both parasternal regions were exposed by removing skin and superficial muscles down to the intercostal muscles. The rabbit was then killed by an overdose of anesthetic. The sternum was first sectioned along its transversal axis ~1 cm cephalad of the xyphoid process (in this region the underlying pericardium slopes dorsally, and the risk of damaging it is minimal). The cranial stump of the sternum was then lifted, and the ribs (6th to 2nd) were cut along their sternal ends so that the parietal pleura on both sides remained undamaged. After a second transversal section was made near the manubrium, a segment of sternum 5-6 cm long was removed. Because the pericardial sac is only loosely connected to the sternum by connective and adipose tissue, the removal of the sternum leaves the parietal pericardium undamaged. The parts thus exposed consisted of the interstitial faces of the pleurae on either side and the interstitial face of the sternal pericardium in the middle; the sternal part of the pericardium was on a lower plane because of the downward pull of the weight of the heart. The larger fat patches projecting from the exposed pericardium were removed in situ. Then, the cranial and caudal regions of the exposed pericardium were hooked by a second operator with two devices built for this purpose. Each device consisted of a pair of stainless steel hooks fastened ~1 cm apart by a small handle that was kept between the thumb and index finger. While these devices were gently lifted by the second operator and albumin-Ringer solution (see Solutions) was being poured on the pericardium to prevent air exposure of the mesothelium, the first operator pierced the pericardial sac and cut a roughly rectangular specimen of pericardium (~3 cm long and ~2 cm wide). The specimen was never stretched during removal, and the whole procedure of specimen collection was completed within 4 min of the death of the animal. The specimen, held by the hooks, was immediately placed in a petri dish containing albumin-Ringer solution and rinsed. Thereafter, it was moved to another petri dish, with a layer of Sylgard (Dow Corning) adherent to the bottom, and covered by the albumin-Ringer solution, which was bubbled continuously with a 95% O2-5% CO2 gas mixture (21). The specimen was pinned to the layer of Sylgard with its interstitial side facing upward and at its in situ length and width. The specimen (always immersed in the solution) was carefully cleaned by removing small vessels, fat patches, and, when present, blood clots with fine scissors and blunt tweezers. Cleaning was considered satisfactory when a transparent area of ~1 × 1.5 cm was obtained. The mesothelium was never touched during the cleaning procedure, which took 20-25 min. In eight experiments (series 6; see Measurement of P) after this procedure, the specimen was turned and pinned with its luminal side facing upward. The albumin-Ringer solution was removed, and the mesothelium was gently scraped away with the edge of a glass slide (31) or the blade of a scalpel. The tissue removed was weighed to check that it did not markedly exceed the amount computed from the area scraped times the thickness of the mesothelium (2 µm; Refs. 26, 29). Finally, in seven experiments (series 7; see Measurement of P) exposure to air was not prevented during the process of collecting and cleaning the specimen (see above). Moreover, Ringer solution, rather than albumin-Ringer solution, was used in rinsing the specimen and in the Ussing apparatus.
Measurement of P. The specimen was mounted as a planar sheet between the frames of an Ussing apparatus (rectangular window: 0.5 cm2). The equal-volume chambers were immediately and simultaneously filled with 4 ml of albumin-Ringer solution without or with the addition of phospholipids, according to the type of experiment (see below). Unidirectional fluxes of sucrose and Na+ through the specimen were determined in the following series of experiments: 1) radioactive markers (3H-labeled sucrose and 22Na+; see below) in the solution facing the luminal side; 2) radioactive markers in the solution facing the interstitial side; 3) phospholipids and radioactive markers in the solution facing the luminal side; 4) phospholipids in the solution facing the luminal side and radioactive markers in the solution facing the interstitial side; 5) phospholipids and radioactive markers in the solution facing the interstitial side; 6) [3H]sucrose in the solution facing the luminal side, in experiments with scraped mesothelium; and 7) [3H]sucrose in the solution facing the luminal side, in experiments in which exposure to air was not prevented and Ringer solution, rather than albumin-Ringer solution, was used. A first incubation period of 30 min was allowed for tissue recovery, temperature equilibration, and initial phospholipid adsorption when scheduled. Solutions were preheated at 37°C, and the apparatus was water jacketed to maintain this temperature in both chambers throughout the experiment. The solution in both chambers was oxygenated and stirred throughout the experiment by bubbling the 95% O2-5% CO2 gas mixture (21) through ports opening near the bottom of the frame in each chamber. Bubbling was performed at the highest rate (~500 bubbles/min) that did not result in foam reaching the upper edges of the chambers of the Ussing apparatus. At the end of the first incubation period, both chambers were simultaneously emptied, and the recovered liquid was stored for determination of background radioactivity (see below). Simultaneous refilling of the chambers was immediately made with 4 ml of labeled solution in the donor chamber and 4 ml of unlabeled solution in the recipient chamber. A second 30-min incubation period was allowed to attain equilibrium of tracers between the donor chamber and the specimen and to continue phospholipid adsorption when scheduled. At the end of this period, a 50-µl sample was withdrawn from the donor chamber, whereas all the liquid in the recipient chamber was removed. The recipient chamber was immediately refilled with a volume of fresh unlabeled solution equal to that present in the donor chamber after removal of the 50-µl sample (3.95 ml). The time required for liquid withdrawal and replacement was 3-4 s. After 20 min (end of first experimental period), the above procedure was repeated to have a second experimental period (20 min). The procedure of total liquid withdrawal from the recipient chamber was chosen (rather than that of sampling at various times from this chamber) to ensure that the concentration of isotope in the recipient chamber remained negligible relative to that in the donor chamber. This prevents isotope back-diffusion and thus allows measurement of unidirectional (rather than net) fluxes.
Radioactivity was determined as counts per minute (cpm) in samples of the liquid collected from each chamber at the end of the first and second experimental periods. Three vials were prepared for each sample and assayed for
-activity in a liquid scintillation spectrometer
(Minaxi
Tri-Carb 4000, Packard Instruments). Appropriate corrections were made for spillover between channels and for background radioactivity. The average cpm value was expressed as cpm per milliliter to provide a value proportional to isotope concentration in
a given chamber. The isotope concentration in the donor chamber (*CD) in the first
experimental period never differed from that in the second by >5%,
and this difference was not systematic with respect to time, indicating
that donor isotope concentration was essentially constant. The isotope
concentration in the recipient chamber at the end of an experimental
period (*C'R) never
exceeded 2% of *CD, confirming
that isotope concentration in this chamber remained negligible relative
to that in the donor chamber. In 36 of 45 experiments, the difference
between *C'R in the first and second experimental periods was not systematic with respect to time
and was within ±10%. In the remaining nine rabbits,
*C'R in the second
experimental period was >10% higher than that in the first. Although
these data would not alter the conclusion if included, only the value
of the first period was used in these cases because that of the second
was probably affected by deterioration of the specimen. Because isotope
concentration in the recipient chamber was nil at the beginning of each
period, the unidirectional flux (
) of sucrose or of
Na+ is given by
= (*C'R CD VR)/(*CD A t),
where CD is the overall concentration of the solute (i.e., labeled plus unlabeled) in the donor
chamber (4.5 × 10
8
mmol/ml for sucrose and 0.139 mmol/ml for
Na+),
VR is the volume of the solution
in the recipient chamber, A is the
surface area of the window, and t is
the time of each experimental period.
Psuc and
PNa+
were then obtained, according to Fick's law, from
P =
/CD.
Solutions.
The composition of the standard solution used during specimen
collection and preparation as well as during the experiments was (in
mM) 139 Na+, 5 K+, 1.25 Ca2+, 0.75 Mg2+, 119 Cl
, 29 HCO
3, and 5.6 D-glucose. Rabbit albumin (0.5 g/100 ml, Sigma Chemical) was added to maintain normal permeability (7). Radioactive markers (0.5 µCi/ml) were
[3H]sucrose and
22Na+
(Amersham). The phospholipids used were 50% dipalmitoyl
phosphatidylcholine (367 µg/ml), 32% dipalmitoyl
phosphatidylethanolamine (235 µg/ml), and 18% sphingomyelin (132 µg/ml). That is, they were used in the same proportions as, but at a
lower concentration than, that occurring in sheep pleural extracts
(13).
Thickness measurements and histological control.
The thickness of the specimen of pericardium used in the experiments
was determined in 34 of 60 rabbits, and we adapted the method described
by Lai-Fook and Kaplowitz (19) to our case. At the end of the
measurements of unidirectional fluxes, the specimen in the apparatus
was washed repeatedly with unlabeled solution to remove most of the
radioactive markers. The specimen within the frames was then removed
from the Ussing apparatus, gently blotted to remove excess liquid, and
sprinkled on each side with tantalum dust (particle size
5 µm,
Sigma Chemical). The specimen within the frames was placed horizontally
on the table of a Leitz MPV2 Orthoplan microscope, and a rectangular
piece of Plexiglas of the same thickness as one frame was fitted onto
the downward-facing part of the window to avoid any
sagging of the specimen. The thickness of the specimen was determined
by focusing on two tantalum particles, one on each side of the specimen
and situated approximately along the same axial line. The
magnification used was ×100 because frame thickness prevented use
of an objective providing greater magnification. As a consequence, the
depth of focus was relatively large (~10 µm); therefore, the
positions of the lens were taken when the tantalum particle on each
side of the specimen was first focused on during the displacement of
the lens in one direction. The thickness of a particle was then
subtracted from the distance between the focusing positions of the lens
on either side of the specimen. The smallest fine-focusing micrometer
scale was 2 µm. The measurement was repeated in 10 different sites of
the specimen. The mean of these measurements was taken as the average
thickness of the specimen.
3 buffer, at room temperature).
Further processing included postfixation in 1% osmium tetroxide in
phosphate buffer, dehydration in alcohol, and embedding in Durcopan
(Fluka). Sections ~2 µm thick were cut with a Supercut microtome
and stained with methylene blue and Azur II for light microscopy. From
the same specimens, thin (60-nm) sections were further cut with an Ultracut ultramicrotome, mounted on copper grids, stained with 2%
uranyl acetate and 0.2% lead citrate, and examined with a Philips CM10
electron microscope. Photographs of both light- and
electron-microscopic preparations showed that fat removal, as
judged by the naked eye, was complete. The thickness of the few
specimens measured in the histological preparations was ~65% of that
measured directly and reported in
RESULTS. Most of the difference is
likely due to the dehydration caused by histological processing. This
has to be considered if our direct measurements of specimen thickness
are compared with those previously obtained on histological
preparations.
Statistics. Data are expressed as means ± SE. Statistical significance of differences among groups was assessed by analysis of variance.
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RESULTS |
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The mean values of
Psuc and
PNa+
of the sternal part of the parietal pericardium obtained in the experiments without phospholipids and in those with phospholipids in
the solution facing the luminal or the interstitial side of the
specimen are reported in Table 1. Because
the values for the lumen-to-interstitium direction were similar to
those for the opposite direction, the overall means are also reported.
When phospholipids were added to the solution facing the luminal side of the specimen,
Psuc decreased by
3.4 times (P < 0.01) and
PNa+ decreased by 1.9 times (P < 0.01, Table 1). Instead, when phospholipids were added to the solution facing
the interstitial side,
Psuc and
PNa+
did not change (Table 1). In the experiments in which air exposure was
not prevented, and Ringer solution rather than albumin-Ringer solution
was used (see METHODS), Psuc was
9.28 ± 1.63 × 10
5 cm/s
(n = 7), that is, about four times
greater than that in the experiments of series
1 and 2 (see
METHODS) (2.39 ± 0.31 × 10
5 cm/s; Table 1).
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The underestimation of P caused by
unstirred liquid layers close to the membrane may be computed with the
formula of resistances in series (3, 24):
1/Pcorr = (1/Pmeas)
(dliq/D),
where Pcorr is
the corrected P,
Pmeas is the
measured P,
dliq is the thickness of the unstirred liquid layers (which may be assumed to be
170 µm: 70 µm on the luminal side and 100 µm on the interstitial side) (3), and D is the diffusion
coefficient of the solute in water at 37°C (0.70 × 10
5
cm2/s for sucrose and 1.80 × 10
5
cm2/s for
Na+) (5). According to the above
formula, the corrected values of
Psuc and
PNa+
in the experiments without phospholipids are 2.54 ± 0.33 and 7.75 ± 0.52 × 10
5 cm/s, respectively.
Hence, the underestimation caused by unstirred liquid layers is 6% for
Psuc and 7% for
PNa+. In the experiments with phospholipids, the corrected values of Psuc and
PNa+
are 0.71 ± 0.06 and 3.93 ± 0.18 × 10
5 cm/s, respectively.
Hence, the underestimation caused by unstirred liquid layers is only
1% for Psuc and
4% for
PNa+. Finally, in the experiments in which air exposure was not prevented and
albumin was not added to Ringer solution, the corrected value of
Psuc is 12.0 ± 2.11 × 10
5
cm/s. Hence, the underestimation caused by unstirred liquid layers is
marked (23%): indeed, the effect of unstirred layers increases progressively with the increase in P
(3, 24).
The average thickness of the specimens in series
1-5 (see
METHODS) was 76.4 ± 3.09 µm
(n = 26). There was no relationship between Psuc or
PNa+
and the thickness of the specimen (Fig. 1).
This finding indicates that the resistance to diffusion is mainly
provided by the mesothelium because the variance in the thickness of
the specimen depends essentially on the difference in thickness of its
connective tissue (see below). The mean value of the
PNa+-to-Psuc
ratio (PNa+/Psuc)
in the experiments without phospholipids, 3.66 ± 0.36 (Table 1), is
higher than the corresponding free-diffusion ratio, 2.57 (5). On the
other hand, in 9 of 18 specimens the individual value of
PNa+/Psuc ranged from 2.20 to 2.96 (Fig. 2, open
symbols below dotted line) with a mean of 2.59 ± 0.09, which is
similar to the free-diffusion ratio, whereas in the rest of the
specimens (Fig. 2, open symbols above dotted line) the value of this
ratio is higher (average 4.72 ± 0.50), reaching the lower or middle
values obtained in the experiments with phospholipids on the luminal
side (Fig. 2, filled symbols). In 9 of the former specimens,
Psuc and
PNa+ (×10
5 cm/s) were 3.36 ± 0.34 and 8.52 ± 0.59 × 10
5 cm/s, respectively; in
the other 9 specimens, the values were 1.43 ± 0.23 and 5.92 ± 0.46 × 10
5 cm/s,
respectively. The mean value for
PNa+/Psuc in the experiments with phospholipids on the interstitial side (3.66 ± 0.54; Table 1 and Fig. 2, dashed symbols) is
lower (P < 0.01) than that in the
experiments with phospholipids on the luminal side (5.90 ± 0.42;
Table 1 and Fig. 2, filled symbols) and equal to that in the
experiments without phospholipids (3.66 ± 0.36; Table 1 and Fig. 2,
open symbols).
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The experiments in which the mesothelium was scraped away enabled us to
measure Psuc of
the connective tissue: it was 13.2 ± 0.76 × 10
5 cm/s
(n = 8). Correcting for the effect of
unstirred liquid layers (see above), it became 19.4 ± 1.12 × 10
5 cm/s (Table
2). Hence, the underestimation is marked
(32%). Because the thickness of the unscraped specimens in
series 1-5 (see
METHODS) was 76.4 µm, and that of
the mesothelium is ~2 µm (26, 29), the average thickness of the
connective tissue in these specimens is ~74 µm. The average
thickness of the scraped specimens was essentially similar (69.9 ± 3.64 µm; n = 8). Because the
mesothelium and the connective tissue are placed in series, their
resistances to diffusion add up; hence,
1/Psp = (1/Pmes) + (1/Pcon), where
sp, mes, and con are unscraped specimen, mesothelium, and connective
tissue, respectively. Hence,
1/Pmes = (1/2.54 × 10
5 cm/s)
(1/19.4 × 10
5 cm/s); hence,
Pmes = 2.92 × 10
5 cm/s (Table 2).
The resistance to diffusion of the mesothelium is, therefore, about
seven times greater than that of the connective tissue, despite the
fact that the latter is ~35 times thicker than the former. In the
experiments with phospholipids, the resistance to diffusion through the
connective tissue should be unchanged because
P was reduced only when phospholipids
were added to the solution facing the mesothelial (not the
interstitial) side (Table 1). Therefore, one may compute the resistance
to diffusion of sucrose of the mesothelium with phospholipids by
subtracting the resistance of the connective tissue from that of the
unscraped specimens with phospholipids on the luminal side, that is:
1/Pmes = (1/0.71 × 10
5 cm/s)
(1/19.4 × 10
5 cm/s).
Hence, with phospholipids,
Pmes = 0.74 × 10
5 cm/s (Table 2),
which is essentially similar to
Psp. Indeed, with
phospholipids the resistance to diffusion of the mesothelium is so high
that the resistance of the connective tissue becomes negligible.
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When diffusion through the "pores" is not restricted,
P = (D/l)
(Ap/A),
where l is the membrane thickness and
Ap/A
is the area of the pores relative to the area of the membrane. Hence, Ap/A = (P · l)/D.
The value of Pmes
in the nine experiments in which diffusion of sucrose was not
restricted (computed from
Psp and
Pcon, both
corrected for the effects of unstirred liquid layers) was 4.56 × 10
5 cm/s. Hence,
Ap/A
of the mesothelium is roughly given by (4.56 × 10
5
cm/s) · (2 × 10
4 cm)/ (0.7 × 10
5
cm2/s) = 1.3 × 10
3, that is, ~0.1%.
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DISCUSSION |
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Psuc of the
sternal part of the parietal pericardium in rabbits in the experiments
with albumin-Ringer solution, 2.39 ± 0.31 × 10
5 cm/s, is about one
order of magnitude smaller than that found in stripped specimens of
sheep visceral pleura, 12.8 ± 1.4 × 10
5 cm/s (17), and of dog
visceral, 33.1 ± 3.1 × 10
5 cm/s, and parietal
pleura, 37.1 ± 3.5 × 10
5 cm/s (22). Because the
morphological features of the intercellular junctions of the
mesothelium appear to be similar in the pleura (2, 29) and the
pericardium (8, 15, 17) of various species, these results support the
hypothesis, based on morphological findings (see the introduction),
that the stretching, handling, and air exposure involved in stripping
the specimen of pleura widen the tight junctions between mesothelial
cells and may even detach some of the cells. Furthermore, the solution
used in the Ussing chambers in the studies on stripped specimens of
pleura (16, 21) was protein free, and it has been shown that a
protein-free solution increases the permeability of the capillary
endothelium (7). In the experiments in which air exposure was not
prevented and albumin was not added to the Ringer solution,
Psuc of the pericardium, corrected for the effects of unstirred liquid layers (12.0 × 10
5 cm/s), is about
five times greater than the corrected value (2.54 × 10
5 cm/s) of
series 1 and
2 (the uncorrected value is 2.39 × 10
5 cm/s, Table 1).
Hence, part of the difference in
Psuc between stripped specimens of pleura and unstripped specimens of pericardium may be explained by air exposure and lack of albumin. The rest is
likely due to the stretching involved in stripping. This factor, however, cannot be tested because one does not know quantitatively the
tension that has to be applied to strip the pleural specimen.
One could argue that the difference in
Psuc between
stripped specimens of pleura and unstripped specimens of pericardium is due to the smaller thickness of pleural specimens (16, 21). This,
however, is not the case because there is no relationship between
P and the thickness of the specimens
(Fig. 1). Moreover, the findings obtained in the experiments in which
the mesothelium was scraped away from the specimen show that most of
the resistance to diffusion in the pericardium is provided by the
mesothelium (86% in the experiments without phospholipids and 96% in
the experiments with phospholipids on the luminal side). For this
reason a twofold change in specimen thickness does not produce an
appreciable change in P (Fig. 1). The
finding that Psuc
of scraped specimens is similar to that found in stripped specimens of
sheep visceral pleura (16), and smaller than that found in stripped
specimens of dog visceral or parietal pleura (21), indicates that
1) the mesothelium of stripped
specimens of pleura was damaged so much that its resistance to
diffusion was nearly nil; and 2)
P of the connective tissue of the
pleura is smaller in sheep than in dogs, and/or in the latter
species or experiments P not only of
the mesothelium but also of the connective tissue was increased by
stripping. In conclusion, although we cannot rule out that
P of the pleura to small solutes is a
little higher than that of the pericardium or that there are small
species differences, the above findings indicate that P of the pleura should be on the same
order of magnitude as that presently found in the pericardium. In the
sternal part of rabbit pericardium, cribriform zones and milky spots
(Kampmeier foci) are fewer and smaller than in the parietal pleura
(26). Because these areas are likely more permeable than is the rest of
the mesothelium, the permeability of the sternal part of the
pericardium could be smaller than that of the parietal pleura but
greater than that of the visceral pleura (which lacks cribriform zones and milky spots). Considering also that our specimens of pericardium may have been damaged, although markedly less so than were the stripped
specimens of pleura (16, 21), the value of
P obtained in the experiments with
phospholipids on the luminal side (0.70 × 10
5 cm/s; Table 1) is
likely still higher than that occurring under physiological conditions.
If this is the case, our finding for Psuc of the
pericardium supports the value of P to
mannitol of the pleura, indirectly assessed in anesthetized rabbits
(0.5 × 10
5
cm/s) (35). The latter value was obtained from the time course of the
concentration of labeled mannitol in a hydrothorax, the diffusional
outflux of mannitol from the hydrothorax, an estimate of mannitol
concentration in the interstitium of the area of apposition between
right and left pleural space, and the area of pleural surface (35).
Finally, Psuc of
the pericardium in the experiments with phospholipids (0.70 ± 0.06 × 10
5 cm/s), is
somewhat larger than or similar to
Psuc of the
gallbladder, 0.38 ± 0.14 (25) and 0.76 ± 0.14 × 10
5 cm/s (28), the wall of
which consisted of a leaky epithelium, connective tissue, and smooth
muscles (the mesothelium was likely destroyed by the manipulations
required by the experiment).
The 3.4-fold decrease in Psuc and the 1.9-fold decrease in PNa+ occurring when phospholipids are added to the solution facing the luminal side of the specimen of pericardium (Table 1) are likely due to the adsorption of phospholipids on the luminal side of the mesothelial cells, according to the findings by Hills (11) and Hills et al. (13) in the pleura and Hills and Butler (12) in the pericardium. Indeed, this marked decrease in P does not occur when phospholipids are added to the solution facing the interstitial side of the specimen, where they are not adsorbed (10). As a matter of fact, the layer (or layers) of phospholipids adsorbed on the luminal side of the mesothelial cells provides a further resistance to diffusion. Moreover, the greater decrease in Psuc than in PNa+ (and hence the increase in PNa+/Psuc; see RESULTS) occurring in the experiments with phospholipids in the solution facing the luminal side of the specimen suggests that the layer of phospholipids adsorbed on the mesothelial cells restricts the diffusion of sucrose. Finally, the finding that PNa+/Psuc in the experiments without phospholipids is similar to that occurring in free diffusion in only one-half of the specimens, whereas in the rest it is greater (see RESULTS), suggests that the layer of phospholipids normally adsorbed on the luminal side of the mesothelium is altered to a varied extent in the process of collecting the specimens. Therefore, one should consider only the nine specimens with PNa+/Psuc similar to that in free diffusion to have a more precise indication of the effect of the phospholipids on P. If this is done, it turns out that phospholipids decrease Psuc by 4.8-fold and PNa+ by 2.3-fold.
The finding that
PNa+
is similar in both directions suggests that active
Na+ transport in the pericardium
is nil or very small relative to passive
Na+ flux. Passive
Na+ flux in the experiments with
phospholipids on the luminal side, 18.9 ± 0.9 µmol · h
1 · cm
2
(Table 1), is smaller than that in renal proximal tubule of rabbits,
55.8 ± 9.6 µmol · h
1 · cm
2
(18), and is roughly similar to that in rabbit gallbladder, 22.1 ± 0.6 µmol · h
1 · cm
2
(9). On the other hand, even in the experiments with phospholipids, passive Na+ flux through
pericardial specimens is ~200 times greater than active
Na+ flux that seems to occur in
the pleura, according to indirect evidence in anesthetized rabbits, 0.1 µmol · h
1 · cm
2
(1). This situation makes it extremely difficult at present to detect
an active Na+ transport from the
differences between unidirectional
Na+ fluxes across a specimen of
pleura. Nevertheless, as already pointed out by Kim et al. (16), it is
possible that active transport occurs across the pleura. The present
finding that passive Na+ flux
through the pericardium is similar to or smaller than that through
leaky epithelia displaying a marked active transport suggests that
pleural permeability is compatible with a small active transport, which
is in line with the various pieces of evidence indirectly obtained in
vivo (1, 32-35).
In the experiments with phospholipids on the luminal side of the
specimen, Psuc of
the mesothelium, 0.74 × 10
5 cm/s (Table 2), is
similar to Psuc
of the leaky epithelium of renal proximal tubule, 0.69 × 10
5 cm/s (14), and roughly
similar to (perhaps smaller than)
Psuc of the
endothelium of lung, muscle, and skin capillaries, ~1 × 10
5 cm/s (5). The relative
pore area of the mesothelium (~0.1%) appears also similar to that of
capillary endothelium (~0.1%) (20).
The experiments in which the mesothelium was scraped away from the
specimen provided the opportunity to measure the apparent diffusion
coefficient (D') of sucrose
through the connective tissue of the pericardium.
D' is lower than
D because
1) only part of the area of the
membrane is available for diffusion;
2) the diffusion path is tortuous;
and 3) the diffusion may be
restricted if the ratio between solute radius and pore radius is
>0.01 (22). All three factors affect
P; hence,
D' can be obtained from
P · l. From the above data for
Pcon (corrected
for the effect of unstirred liquid layers) and the corresponding values
of l (see
RESULTS), one gets
D'con = (19.4 × 10
5
cm/s) · (74 × 10
4 cm) = 0.14 × 10
5
cm2/s. This value is 20% of that
in water (0.7 × 10
5
cm2/s). This difference should
mainly depend on the reduction in diffusion area brought forth by the
presence of many fibers in the connective tissue of the pericardium
(particularly collagen) (26). D' of
K+ through the connective tissue
of frog mesentery has been found to be 37% of that in water (4).
D' of sucrose through the relaxed myocardium has been found to be
23% of that in water (25).
| |
ACKNOWLEDGEMENTS |
|---|
The authors thank Dr. E. Rocca for valuable discussion of some biophysical aspects and Drs. F. Rilke and E. Bombardieri (Istituto Nazionale per lo Studio e la Cura dei Tumori, Milan, Italy) for allowing us to use the facilities of the Division of Nuclear Medicine for some experiments. Also, the authors are most grateful to Dr. G. Zorzoli Fiori (Istituto di Anatomia Umana Normale, Università di Milano) for expert and careful histological work and thank R. Galli for skillful technical assistance during specimen collection and preparation.
| |
FOOTNOTES |
|---|
This research was supported by the Ministry of the University and of Scientific and Technological Research, Italy.
Address for reprint requests: E. Agostoni, Istituto di Fisiologia Umana I, Università di Milano, Via Mangiagalli 32, 20133 Milan, Italy (E-mail: emilio.agostoni{at}unimi.it).
Received 3 November 1997; accepted in final form 9 April 1998.
| |
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