Articles |
From the Division of Hypertension, University Hospital of Lausanne (S.Z., T.Z., E.B., H.R.B.) and the Biomedical Engineering Laboratory, Swiss Federal Institute of Technology Lausanne (A.S., J.E.M., Jr, J.-J.M.), Switzerland
Correspondence to E. Bürki, PhD, Division of Hypertension, CHUV, CH-1011 Lausanne, Switzerland. E-mail eburki@ulys.unil.ch.
| Abstract |
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Key Words: endothelium shear stress cell morphology circumferential stretch F-actin
| Introduction |
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The arterial endothelium is subjected to a complex mechanical environment. In addition to wall shear stress, pulsatile pressure generates a cyclic circumferential strain (hoop stretch) on the entire arterial wall. The in vitro cellular responses to these mechanical forces include a large spectrum of functional and morphological adaptations. Numerous investigators have addressed the effects of various shear stress levels on the morphological phenomena.4 5 6 Laminar steady shear stress induces endothelial cells to flatten, elongate, and align parallel to the direction of flow.7 8 9 10 This adaptive process is directly dependent on the magnitude of shear stress and the time of exposure. When the shear stress is pulsatile rather than steady, the morphological adaptation seems to progress at a slightly slower initial rate but the final response is enhanced, as long as the flow is nonreversing. Pulsatile flow with a reversing component diminishes, and purely oscillating flow totally inhibits the morphological response.11 Rounded endothelial cells have indeed been found in vivo in lesion-prone areas where these latter flow patterns might occur.12
Circumferential cyclic strain induces endothelial cells to undergo a similar morphological adaptation in vitro.13 14 15 Cultured endothelial cells adapt to continuous cyclic stretch by elongating and aligning transversely to the direction of stretch. In separate studies, shear stress and cyclic stretch have each been shown to induce a rearrangement of actin microfilaments into stress fibers that are preferentially aligned with the long axis of the cells.4 5 In a cylindrical geometry, where stretch is mainly circumferential, this means that the cells and stress fibers should align parallel to the axis of the tube: that is, in the same direction as under unidirectional shear stress.
All these studies have focused on the effects of either shear stress or cyclic stretch. Recently, two different in vitro models have been developed that allow the creation of a physiologically more relevant mechanical environment by simultaneous exposure of endothelial cells to both forces.16 17 In the present study, the device developed in our laboratories16 was used to determine the combined effects of various physiological levels of shear stress and cyclic circumferential stretch on morphometric parameters and F-actin organization in bovine aortic endothelial cell (BAEC) cultures.
| Methods |
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One goal of the present study was to generate duplicate sets of
experiments (designated a and b; Table
) in which shear
stress values of approximately 2, 3, and 6 dyne/cm2 were
combined with a hoop strain of 2%, 4%, and 7% diameter change,
respectively (experiments I through V). Mean shear stress values (1.9
to 2.2, 3.2 to 3.4, and 5.2 to 6.4 dyne/cm2) and relative
hoop strain (2.0%, 3.9% to 4.3%, and 6.8% to 7.3% diameter change)
could be reproduced accurately, as documented in the Table
. The flow
rate and hoop stretch were verified 24 hours after the start of
exposure, and were found to vary by less than 5% of the initial
value.
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Cell Culture
BAECs were prepared according to the method described by Booyse
et al20 from freshly excised bovine aortas by a single
collagenase digestion for 15 minutes at 37°C (3 mg/mL
collagenase type II [Worthington] in PBS). Primary
cultures were established in minimal essential medium with Earl's
salts (EMEM, Gibco, Life Technologies) containing 20% fetal calf serum
(Seromed, Biochrom KG) and supplemented with glutamate, vitamins,
nonessential amino acids, antibiotics, and 10 mmol/L HEPES. Medium was
subsequently changed every 2 days. At passage 2, cells were
characterized as endothelial by
immunostaining for the factor VIIIlike antigen.
Morphologically, confluent cultures presented the cobblestone
pattern typical for endothelial cells in static
culture. Cells between passages 3 and 9 were used in the stress
experiments.
Cells from one confluent culture flask (75 cm2) were seeded inside four Sylgard tubes. The tubes (70 mm in length, 6-mm inner diameter, and 0.19- to 0.24-mm wall thickness) were first hydrophylized for 1 minute in 70% sulfuric acid and then rinsed extensively with deionized water. Upon mounting of the tubes onto the fittings, an axial stretch of 10% was imposed to ensure that the tubes would remain straight under pressurization. After sterilization in an autoclave, the insides of the tubes were coated with human fibronectin (40 µg/mL in PBS, Boehringer Mannheim). BAECs were seeded at a final density of 5x to 8x104 cells/cm2 in a modified growth medium (10% instead of 20% fetal calf serum) in four successive additions of 30 minutes each, the fittings being rotated by 90° after each addition to allow for uniform cell attachment over the entire inside of the tubes. After seeding, normal growth medium was added and cells were grown at 37°C under 5% CO2. The fittings were oriented vertically to allow for uniform cell growth. Cell monolayers reached confluence within 2 to 3 days.
The fittings carrying the confluent cell cultures were connected to the previously assembled flow device and submerged in a temperature-controlled water bath at 37°C. At the beginning of each stress experiment, the cell growth medium was replaced by flow medium, which was seeding medium complemented with 2% Rheomacrodex (10% Dextran 40000 in saline, Pharmacia). The viscosity of this medium at 37°C was 1.073x10-4 m · g · s.
Silver Staining for Cell Junctions
At the end of each flow experiment, the cells were fixed with
3% paraformaldehyde in PBS for 10 minutes at room
temperature. The fixed tubes were disconnected from the fittings and
sliced longitudinally. Once open, the central part of each sheet
was subdivided into 10x15-mm rectangular pieces. In one piece of
tubing, silver staining of cell junctions was performed according to
the method described by Zand et al.21 Cells were then
analyzed under a confocal scanning microscope (MRC 500, Biorad,
and Diaphot, Nikon) in the direct-light mode. For each
experiment, 40 endothelial cells in randomly chosen
areas of the tubes were analyzed quantitatively with a
dedicated software (Biorad SOM) to determine the
morphological parameters (area, perimeter, and the long
axis of cells). The cell shape index (SI) and alignment angle
(
A) were determined as described by Nerem et
al.22 The SI value is defined as
4x
xarea/perimeter2 and is equal to 1 for a circle and
0 for a straight line. The angle of alignment, defined as the angle
between the long axis of a cell and the flow direction, was calculated
trigonometrically. The average angle in a randomly oriented cell
population would be 45°, and a perfectly aligned population would
have an angle of alignment of 0°.
Fluorescent Staining of Cytoskeletal
Filaments
F-actin microfilaments were stained with FITC-labeled phalloidin
and analyzed by confocal scanning microscopy.
Statistical Analysis
SIs and
As are average values (mean±SEM) from 40
different cells in each experiment. The SI and
A between
individual experiments were compared by ANOVA with the
INSTAT 2 software (Version 2.01, GraphPad Software).
Multiple comparisons were performed with a Bonferroni test. Cells that
were exposed to the same mechanical environment in different
experiments revealed SIs and
As that were not
significantly different (P>.05).
| Results |
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The SI and
A of cells exposed to mechanical stimuli were
determined from silver-stained BAEC monolayers as shown in Fig 1
. The continuous silver lines demonstrate the integrity
of the monolayers, because silver only deposits in areas of
cell-cell contact.21 The four micrographs show cell
boundaries in tube C (control, Fig 1a
), S (shear stress, Fig 1b
), H
(hoop stretch, Fig 1c
), and SH (shear plus hoop, Fig 1d
) from
experiment IVa. Control cells were irregularly shaped and the few
clearly elongated cells were randomly oriented. Shear stress induced a
marked cell elongation and alignment with the direction of flow.
Exposure to hoop stretch resulted in a similar change in cell shape,
and the cells oriented transversely to the direction of stretch. When
cells were exposed to both shear stress and hoop stretch, elongation as
well as alignment were significantly enhanced (P<.01). In
the absence of hoop stretch, both cell elongation and orientation
increased markedly (ie, values for SI and
A decreased)
as the shear stress increased from 2 to 3 dyne/cm2 (Fig 2
). Applying a hoop stretch of 2% to low shear stresses
(<0.5 to 2 dyne/cm2) did not cause significant changes in
SI and
A relative to the static controls. An increase in
hoop stretch to 4%, however, resulted in a significantly stronger
alignment than under any of the shear stress levels alone
(P<.05). Cell elongation was similarly enhanced, even
though the trend was not statistically significant in all combinations.
When a hoop stretch of 7% was superimposed on any of the shear
stresses, both cell elongation and orientation were significantly
enhanced (P<.01). However, a comparison of the effects of
4% and 7% hoop stretch demonstrated that with higher values of shear
stress the hoop stretch effect became less important.
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Mechanical stimuli imposed marked changes in the cytoskeleton, as
evidenced by the important remodeling of intracellular F-actin
structures. Under static conditions (Fig 3a
), actin was
assembled preferentially in dense peripheral bands lining
the contour of the cells. In addition, small short filaments cross the
cytoplasm as a network that exhibited no particular orientation. After
exposure to hoop stretch (Fig 3c
), the cytoplasmic filaments had
thickened and aligned with the long axes of the cells. However, most
cells appeared to maintain their peripheral actin
structures. In contrast, in cells exposed to shear stress the dense
peripheral bands were reduced and long dense stress fibers
had formed (Fig 3b
). Moreover, in numerous cells these fibers appeared
to connect to the plasma membrane in particular intercellular contact
sites. This anchorage evokes the impression of stress fibers extending
over the length of more than one cell. A comparison of cells exposed to
different levels of shear stress or hoop stretch was not successful in
detecting a clear dose-dependence of the structural F-actin
reorganization. At best, there was a tendency for stress fibers to
increasingly align and orient with the long axes of the cells, as well
as for dense peripheral bands to diminish with an
increasing magnitude of either hoop stretch or shear stress.
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When cells were exposed to both hoop stretch and shear stress
(Fig 3d
), the stress fibers appeared generally thicker than in cells
exposed to either force alone. In addition, these fibers seemed to
connect from cell to cell over longer distances than when under shear
stress alone.
| Discussion |
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Endothelial dysfunction, as potentially mediated by these mechanical factors, is the hallmark of the early stages of vascular disease. During the past two decades, evidence has accumulated for endothelial structure and function being regulated in large part by the arterial mechanical environment. For instance, areas of particular hemodynamic conditions correlate with the location of atherosclerotic plaques1 2 3 and coincide with a rounded endothelial cell phenotype12 and increased cell turnover.23 In an effort to understand the mechanisms of cellular mechanoreception and mechanotransmission, several in vitro models have been developed and used to determine the effects of fluid shear stress, cyclic strain, or hydrostatic pressure on the vascular endothelium.7 8 14 24 All three forces induce structural changes and activate intracellular signaling and metabolic pathways that might ultimately affect functional aspects such as cell growth, cell adhesion, endothelial permeability, and regulation of vascular tone.4 5 6 25 26 27 However, looking at the effects of each component separately does not aid in understanding how these stimuli, which in vivo depend on flow, blood pressure, and vessel wall structure, interact to generate complex cellular responses.
The present study was designed as a first step in addressing this
problem in comparing structural cell responses to different
combinations of physiological cyclic strain and
shear stress. Endothelial cell cultures exposed to
pulsatile shear stress responded with a significant dose-dependent
remodeling, as demonstrated by cell elongation, alignment with the
direction of flow, and, to a certain extent, formation of actin stress
fibers aligned with the cell long axis. The threshold level of shear
stress (between 2 and 3 dyne/cm2) was surprisingly low when
compared with values reported previously.5 Tentatively,
this low value could be attributed to the particular extracellular
matrix chosen. On the other hand, one cannot exclude a priori the
possibility that hydrostatic pressure (
100 mm Hg) added to shear
stress, cyclic strain, or both might contribute to the cellular
responses, even though it did not induce morphological changes by
itself. Acevedo et al25 and Sumpio et al26
reported that exposure to pressures of up to 120 mm Hg for several
days resulted in endothelial cell elongation.
Threshold levels of cyclic strain for endothelial cell remodeling have, to our knowledge, not been reported in the literature. Even if such data existed, it would be difficult to compare the results with those of the present study. The stretch model used here is fundamentally different from all predecessors. It relies on pulsatile pressureinduced uniaxial cyclic strain rather than (often) biaxial strain directly imposed on the substratum to which the cell cultures are attached.14 24
The novel approach consists of combining physiological levels of circumferential strain and shear stress, which induced an increase in cellular responses compared with similar levels of either force alone. This synergy of action may have major implications in the present understanding of mechanoreception by endothelial cells and the translation of the mechanical signals into structural and functional responses. The data from this study suggest that pressure-induced circumferential cyclic strain increases endothelial cell sensitivity to shear stress, which results in a lowered threshold level of shear stress to provoke structural responses. Cellular structural integrity initiated by cyclic strain may be the mediating factor in this process. According to a current hypothesis, anchorage-dependent cells can be considered a mechanical entity whose architecture is established through tensional integrity.28 Applying cyclic circumferential strain to the cell will, therefore, modify this mechanical equilibrium and result in remodeling of the cytoskeleton with a concomitant change in cell shape. Cytoskeletal components coupled to intracellular effector systems could then serve as mechanotransducers to produce complex intracellular responses.5 Intracellular force transmission, which has been shown to result in dynamic changes in focal adhesion sites,29 and force transduction, which induces responses such as altered regulation of gene expression,6 might be affected either directly or as a consequence of changes in the sensitivity of stress receptors. Circumstantial evidence for a transducer function of the cytoskeleton has recently been presented in studies that revealed that an intact endothelial cytoskeleton is required for molecular responses to shear stress.6 Given the synergistic response of endothelial cells to cyclic strain and shear stress, it is possible that a certain combination of these two mechanical stimuli provokes cellular responses that lead to atherosclerosis.
The present study certainly emphasizes that a meaningful investigation of the vascular endothelial structure has to take into consideration the complexity of the mechanical environment to which these cells are exposed in vivo. The availability of in vitro systems that more accurately model the arterial mechanical environment will help to more clearly define the functional properties of the vascular endothelium under physiological and pathophysiological conditions.
| Acknowledgments |
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Received March 22, 1995; accepted June 28, 1995.
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