| |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Integrative Physiology |
From the Department of Biomedical Engineering, Boston University, Mass.
Correspondence to Edward R. Damiano, Associate Professor of Biomedical Engineering, Boston University, Biomedical Engineering, 44 Cummington St, Boston, MA 02215. E-mail edamiano{at}bu.edu
| Abstract |
|---|
|
|
|---|
Key Words: cell culture glycocalyx mechanotransduction microcirculation vascular inflammation vascular permeability
| Introduction |
|---|
|
|
|---|
Over the past decade, it has become well established that the EC surface glycocalyx, a membrane-bound layer of carbohydrates and adsorbed plasma proteins, previously thought to be less than
50 nm in thickness, in fact extends
500 nm from the surface of the vascular endothelium in vivo.10–13 Vink and Duling10 first showed this in hamster cremaster muscle capillaries in vivo using a dye-exclusion method. Later, microparticle image velocimetry (µ-PIV) was used11,12 in mouse cremaster muscle venules in vivo to show that hydrodynamic drag within the glycocalyx resulted in nearly complete cessation of plasma flow within
500 nm of the vessel wall. To reconcile these experimental observations with our understanding of the rheological properties of blood and its cellular constituents, various theoretical studies14–22 have been undertaken in recent years to characterize the mechanical properties and dynamical behavior of the endothelial glycocalyx in vivo. It is through these experimental and theoretical investigations that a new understanding has emerged of the many functional roles of the endothelial glycocalyx in cardiovascular health and disease. In particular, the fact that the intact glycocalyx is stiff enough17–19 to prevent red and white blood cells from approaching uninflamed endothelium in postcapillary venules has required revision of conventionally held views regarding leukocyte capture and the initiation of the inflammatory response cascade in vivo.11,23–28 Furthermore, the fact that the glycocalyx essentially eliminates fluid shear stress on the EC surface has required a reinterpretation of popular views on stress transmission to vascular endothelium and mechanisms of EC mechanotransduction.7,8,14,18,20,29 In addition, the fact that the glycocalyx completely retards plasma flow near the EC surface has suggested a role for the layer in vascular permeability to water and macromolecules.10,30,31
It was not until the dye-exclusion technique developed by Vink and Duling10 that the true extent of the EC glycocalyx was first discovered in vivo. Recent attempts at visualizing the glycocalyx have relied on electron microscopic imaging,30–33 which typically required either dehydration of the extracellular matrix before tissue fixation or other fixation procedures. Because the fluid volume fraction of the glycocalyx is very near unity,34 many fixation attempts resulted in a partial collapse of the charged mucopolysaccharide structures in the glycocalyx, which left behind a remnant of the layer that was typically only 20 to 50 nm in thickness. For the same reason, in vivo imaging of the glycocalyx using bright field microscopy also presents a challenge because the preponderance of glycocalyx volume consists of blood plasma and therefore has an optical refractive index that is too close to the surrounding blood to distinguish its luminal boundary. Using both bright field and fluorescence microscopy on mouse cremaster muscle capillaries in vivo, Vink and Duling10 were able to show that 70-kDa fluorescein isothiocyanate (FITC)–dextran plasma tracers were sterically excluded by the glycocalyx and that the diameter of the resulting FITC–dextran dye column was
0.8–1 µm smaller than the anatomic diameter of the capillary, as measured under bright field illumination. They also suggested that oxygen-derived free radicals were generated during epifluorescent illumination of the FITC–dextran column within the microvessel and caused shedding of the glycocalyx and that this light-dye treatment was substantially blocked in the presence of exogenous free radical scavengers.
The utility of the dye-exclusion technique is limited to microvessels less than
15 µm in diameter because of optical difficulties associated with focusing on the boundary of the FITC–dextran column in larger microvessels.35 To address this limitation, Damiano and coworkers used µ-PIV to interrogate the endothelial glycocalyx in microvessels more than
20 µm in diameter.11–13 The method extracts the velocity field within a microvessel based on simultaneous measurements of the velocity and radial position of individual 500-nm-diameter fluorescent polystyrene microspheres flowing in a microvessel. Because of the asymmetrical distribution of the hydrodynamic drag force over the surface of microspheres near the vessel wall, the local 3D fluid dynamics is analyzed in the neighborhood of each microsphere and is used to estimate the near-wall velocity profile that would arise in the absence of the microspheres. Application of this method to blood flow in mouse cremaster muscle venules (
20 to 50 µm in diameter) in vivo revealed a highly nonlinear velocity profile within
500 nm of the vessel wall,12,13 which is suggestive of a non-Newtonian source of hydrodynamic drag on the plasma permeating through the fiber matrix of the glycocalyx throughout this region. In essence, the presence of an intact glycocalyx gives the appearance that the fluid velocity in the vessel lumen vanishes at a radial location that is
500 nm away from the EC surface rather than at the EC surface. These measurements provided direct evidence that the hydrodynamically relevant portion of the glycocalyx (in the sense of retarding plasma flow) extends as far from the surface of the vascular endothelium in venules >20 µm in diameter as the dye-exclusion region does in capillaries and microvessels <15 µm in diameter.10,12,13,35 It was further shown using this technique that the hydrodynamically relevant glycocalyx thickness was reduced to
200 nm after light-dye treatment to degrade the glycocalyx.12
To test the status of the EC glycocalyx in vitro, we have sought to determine whether a hydrodynamically relevant glycocalyx is present on ECs grown to confluence under physiologically typical flow using standard cell culture conditions. Any attempt at visualizing the glycocalyx on cultured ECs in vitro using a traditional flow chamber is inherently limited by the fact that such systems do not typically afford a side view of the EC. Such a perspective is necessary, however, if either dye exclusion or µ-PIV is to be used to interrogate the glycocalyx in vitro. We have therefore used µ-PIV in cylindrical collagen microchannels steadily perfused with cell culture media and lined on their luminal surface with a confluent monolayer of either human umbilical vein ECs (HUVECs) or bovine aortic ECs (BAECs). This flow chamber, developed by Chrobak et al,36 not only has the advantage of providing a side view of the EC monolayer under flow but also offers a biological extracellular matrix substrate (type I collagen) on which the cells are seeded and has a cylindrical geometry with a circular cross-section, similar to that of microvessels in vivo. Control experiments using µ-PIV in mouse cremaster muscle venules were also performed using the same experimental approach.
| Materials and Methods |
|---|
|
|
|---|
Images were captured and processed with IPlab (BD Biosciences) and analyzed with the public domain ImageJ program (http://rsb.info.nih.gov/ij) as described.11,37 The flash-time interval for µ-PIV recordings was chosen such that the 2 images for a given microsphere were
3 to 10 µm apart. The collagen microchannel data were collected with both 40x and 63x saline immersion objectives (NA, 0.8 and 1.0, respectively) to accurately capture both center-stream and near-wall microspheres. The distance between these 2 images and the shortest distance between the microsphere center and the vessel wall were measured for at least 40 microspheres in each venule or collagen microchannel. Because the velocity profile is known to be monotonically decreasing with increasing radial position, a microsphere in the midsagittal plane travels faster than any other microsphere at that measured radial location. In light of this, and considering that not all of the recorded microspheres travel in the midsagittal plane of the vessel, only the fastest microspheres at a given measured radial location were considered. As such, all µ-PIV data sets were filtered to satisfy this monotonicity condition as previously described.11,12 Only monotonically filtered data were included in the analysis.
Cell Culture
Human umbilical vein ECs (HUVECs) were cultured at 37°C in 5% CO2 in medium 199 (Invitrogen) and supplemented with 1% L- glutamine (2 nmol/L), penicillin (100 U/mL), and streptomycin (100 µg/mL) (Invitrogen), 20% heat-inactivated FBS, 5 U/mL heparin (Sigma-Aldrich Co), and 25 µg/mL endothelial mitogen (ECGS, Biomedical Technologies). The cells were passaged with dispase (Fisher Scientific). Bovine aortic ECs (BAECs) were cultured at 37°C in 5% CO2 in medium 199 (Invitrogen) and were supplemented with 2 nmol/L L-glutamine, 100 U/mL penicillin, 100 µg/mL streptomycin (1% GPS; Invitrogen), and 10% heat inactivated FBS. The cells were passaged with trypsin (Fisher Scientific). Both HUVECs and BAECs were cultured in gelatin-coated tissue culture dishes and discarded after passage 9.
EC-Lined Collagen Microchannel Experiments
The flow chamber and in vitro culture system consist of an EC-lined cylindrical microchannel (with a circular cross section) through a collagen gel contained within a cured elastomer scaffold. Both ends of the microchannel were immersed in media reservoirs, which were connected via polyethylene tubing to culture dishes filled with media.
The microchannels are constantly perfused with media via a static gravity-induced pressure head. Culture media flows from the tissue culture dish feeding the microchannel to another culture dish, which collects the media and is located 5 cm below the feeding culture dish. At confluence the channels are
110 to 150 µm in diameter. The culture media is supplemented with 4% 70-kDa dextran to increase the viscosity of the media and thereby reduce the amount of media consumed. Between experiments, the channels remained in an incubator at 37°C in 5% CO2.
The µ-PIV data were collected for control experiments after Fluoresbrite YG microspheres (0.47±0.01 µm,
=1.05 g/cm3; Polysciences Inc, Warrington, Pa) were added to the culture media. The microchannels were thermocontrolled with the same superfusion apparatus used in the in vivo experiments. The superfusion solution was constantly pooled and aspirated away on the glass surface of the microchannel chamber and was either maintained at room temperature (23°C to 24°C) or thermocontrolled at body temperature (36°C to 38°C) with circulating water from a bath circulator (NESLAB EX-7 Digital One, Thermo Scientific). The temperature was measured before and after data collection with a digital thermometer. Data collection for a single collagen microchannel typically required 15 minutes. Following data collection for each control experiment, collagen microchannels were then treated with hyaluronidase (Sigma-Aldrich Co) by adding 100x stock hyaluronidase solution, prepared on the day of the experiment, to the reservoir, which provided a final hyaluronidase concentration of 50 U/mL. µ-PIV data were collected approximately 75 minutes after introducing the enzyme.
For experiments designed to constitute a glycosaminoglycan layer on ECs in vitro, 0.1 µg/mL hyaluronan (HA) (Sigma-Aldrich Co) and 0.1 µg/mL chondroitin sulfate (CS) (Sigma-Aldrich Co) were added to the culture media immediately after the HUVECs reached confluence. µ-PIV data were collected after 24 hours. The microchannels were then treated with hyaluronidase as described above. After enzyme treatment, µ-PIV data were again collected after which another bolus of HA and CS were added to the media, bringing the concentration of both glycosaminoglycans to 0.2 mg/mL (which is comparable to the pharmacological dose used by Henry and Duling35 in their in vivo reconstitution experiments). After 75 minutes of perfusion, µ-PIV data were collected once again.
Intravital Experiments
Intravital fluorescent µ-PIV methods and data analysis followed the in vitro protocols described above with variations noted below.
All animal experiments were conducted under a protocol approved by the Boston University Institutional Animal Care and Use Committee (protocol no. 2474). Wild-type male mice (C57Bl/6) were obtained from Charles River Laboratories (Wilmington, Mass). All mice appeared healthy and were between 8 and 14 weeks of age. The cremaster muscle was prepared for intravital microscopy as described.38 Briefly, the cremaster muscle was exteriorized, pinned to the stage, and superfused with thermocontrolled bicarbonate-buffered saline equilibrated with 5% CO2 in N2 at either room temperature (23°C to 24°C) or body temperature (36°C to 38°C). This procedure was completed in 10 to 15 minutes.
As in the case of the collagen-microchannel experiments, intravital microscopic observations were made on a Zeiss microscope (Axioskop II, Carl Zeiss Inc, Thornwood, NY) with a 63x saline immersion objective (NA 1.0). A small volume (<0.03 mL) of fluorescent microspheres was slowly injected through the carotid cannula until 10 to 20 microspheres per second passed through the vessel. As in the case of the collagen microchannel experiments, Fluoresbrite YG microspheres were used in venules less than
40 µm in diameter. For larger-diameter venules, light scattering attributable to the red blood cells becomes more problematic. As such, Polychromatic red microspheres (0.513±0.015 µm,
=1.05 g/cm3; Polysciences Inc) were used for venules more than
40 µm in diameter. For venules more than
60 µm in diameter, Polychromatic red microspheres (1.75±0.055 µm,
=1.05 g/cm3; Polysciences Inc) were used in addition to the 0.47-µm-diameter Fluoresbrite YG microspheres. The 2 populations of microspheres were required to obtain full-field µ-PIV data, because the smaller-diameter microspheres could not be visualized near the center of these venules and the larger-diameter microspheres were too large to provide the resolution needed to account for the nonlinear shear rate distribution through the plasma-rich zone near the vessel wall. The larger microspheres were not counted if they were within 10 µm of the vessel wall. Measurements were not included if rolling or firmly adherent leukocytes were present anywhere within the 15-µm measurement window.
Analytic Methods
The µ-PIV data presented here are interpreted using microviscometric analysis of blood flow in microvessels.12,13 Microviscometric analysis invokes the continuum approximation and regards a heterogeneous red cell suspension as a homogeneous, continuously varying, linearly viscous incompressible fluid having a spatially nonuniform viscosity distribution over the vessel cross section. This approximation is reasonable for microvessels more than
20 µm in diameter.39 It is further assumed that the velocity profile is axisymmetric and fully developed, which is reasonable for profiles in microvessels measured more than 1 vessel diameter away from bifurcations.40 In cylindrical coordinates (r,
,z), it can generally be shown12 that for an axisymmetric, fully developed, steady flow of a purely viscous incompressible fluid having a radially variable dynamic viscosity, µ(r), in a rigid circular cylinder of radius R, the only nonvanishing viscous shear stress component,
rz(r), varies linearly in absolute value from 0 at the tube center to a maximum at the tube wall. If, in particular, the constitutive relationship between the local shear rate,
(r), and
rz(r) is given by
rz(r) = µ(r)
(r), it can be shown12 that
|
|
where r=a is the radial location corresponding to the interface between the endothelial glycocalyx and the fluid in the lumen. In the absence of a hydrodynamically relevant glycocalyx, a=R. In the case of a red cell suspension such as blood, µ(a) corresponds exactly to the viscosity of the blood plasma because the concentration of red blood cells at r=a vanishes.12,13 All reported values of |
max| were obtained by evaluating Equation 1 at r=a and noting that |
max|=|
(a)|. Thus, |
max|=µ(a)|
(a)| on 0<r<R. All of these analytic results are valid in the special case of a Poiseuille flow in the lumen, such as was present in all of the EC-lined collagen microchannel experiments. This analysis has been tested and validated in mouse cremaster muscle venules in vivo (20 to 50 µm in diameter) and in cylindrical glass tubes (
50 µm in diameter) perfused with saline, blood plasma, and red cell suspensions in plasma.13
For in vivo experiments, the viscosity, µ(a), for blood plasma was taken to be 0.012 dyn/cm2 at 37°C.12,13 Viscosities of the perfusate solutions used in all EC-lined collagen microchannel experiments were measured at a variety of shear rates at 24°C using a cone-and-plate viscometer (DV-II+ Pro Programmable Viscometer, Brookfield Engineering Laboratories Inc.). For all in vitro experiments using standard cell culture conditions, µ(a) was found to be 0.023 dyn/cm2 while after a pharmacological dose of HA and CS was added to the culture media, µ(a) was found to be 0.024 dyn/cm2.
The translational speed of the center of a microsphere very near the vessel/microchannel wall lags the velocity that a fluid particle would have at the same radial distance from the wall if the microsphere were not present in the flow. This was accounted for in the interpretation of the data. Following a previously described method,11 the 3D analyses of the free motion of a neutrally buoyant sphere in a uniform shear field adjacent to a planar confining boundary41 or a Brinkman half space42 were used to infer, from the measured translational speed of the microsphere, the true fluid particle velocity that would arise in the absence of the particle tracer. The velocity profile over the vessel cross-section was extracted directly from the estimated fluid particle velocities rather than from the measured microsphere velocities.
Statistical Analysis
Data were expressed as means±1 SD. The mean hydrodynamically relevant thickness of the EC surface layer for a given experimental group was considered statistically significantly different from 0 using a 1-sample 2-tailed t test, where a test of hypothesis showed that the mean layer thickness was significantly greater than 0 µm if P<0.05.
An expanded Materials and Methods section is in the online data supplement, available at http://circres.ahajournals.org.
| Results and Discussion |
|---|
|
|
|---|
2(r), to the µ-PIV data (Figure 2) tracks the "quality" of the fit relative to each trial thickness. The minimum in this variation in E* corresponds to the best fit of all trials and provides our calculated estimate for the hydrodynamically relevant thickness of the EC glycocalyx. In this way, each µ-PIV data set, as in Figure 2, was analyzed to obtain an estimate of the hydrodynamically relevant glycocalyx thickness. All estimates of the hydrodynamically relevant glycocalyx thickness reported here were calculated using this approach. We found the mean hydrodynamically relevant glycocalyx thickness in cremaster muscle venules (45±20 µm, 22 to 101 µm diameter) to be 0.52±0.28 µm (0.16 to 1.14 µm), which differs significantly from a thickness of 0 µm (P<0.0005), whereas after hyaluronidase treatment, the mean hydrodynamically relevant thickness was found not to be significantly different from 0 µm (0.02±0.04 µm, 0.00 to 0.11 µm). (Because hyaluronidase is preferential but not specific to HA, the present data do not imply that HA is a constituent of the endothelial glycocalyx in vivo. The biomolecular identity of what is actually being cleaved by hyaluronidase remains to be established.) In HUVEC-lined collagen microchannels (131±10 µm, 113 to 150 µm diameter), the mean hydrodynamically relevant thickness of the EC surface layer was found not to be significantly different from 0 µm either before (0.03±0.04 µm, 0.00 to 0.10 µm) or after (0.02±0.04 µm, 0.00 to 0.12 µm) hyaluronidase treatment (Figure 3). Experiments were conducted at both room temperature (22°C to 24°C) and body temperature (36°C to 38°C), but this variable had no significant effect on the hydrodynamically relevant thickness of the EC glycocalyx either in vivo or in vitro (supplemental Figure XI). The maximum shear stress, |
max|, averaged over all 58 experiments in HUVEC-lined collagen microchannels was found to be 12±3 dyn/cm2 (4 to 21 dyn/cm2) compared with the average value of 23±23 dyn/cm2 (4 to 103 dyn/cm2 over all 34 venules analyzed).
|
|
|
To test our ability to resolve a hydrodynamically relevant layer on the luminal HUVEC surface of our collagen microchannels, and to attempt to constitute a glycosaminoglycan layer on ECs in vitro, we conducted another series of experiments that were designed to emulate the in vivo glycocalyx reconstitution experiments of Henry and Duling.35 In particular, we added a physiological dose of HA and CS to the culture media (0.1 µg/mL), collected µ-PIV data, then treated with hyaluronidase to degrade HA, collected µ-PIV data again, then added a pharmacological dose of HA and CS (0.2 mg/mL), and collected µ-PIV data once more. Analysis of these µ-PIV data sets revealed that the mean hydrodynamically relevant thickness of the EC surface layer was not significantly different from 0 µm in microchannels cultured with a physiological dose of HA and CS before (0.07±0.16 µm, 0.00 to 0.45 µm) or after (0.02±0.04 µm, 0.00 to 0.15 µm) hyaluronidase treatment but was significantly different from 0 µm after (0.21±0.27 µm, 0.00 to 0.63 µm, P<0.05) the pharmacological dose of HA and CS was added (Figure 3). Thus, our HUVEC-lined collagen microchannels do indeed provide sufficient resolution to detect a hydrodynamically relevant EC surface–bound glycosaminoglycan layer when such a layer is present. We are not suggesting that the occasional surface–bound macromolecular layer thus found is indicative of the glycocalyx per se, but rather we look on these experiments as positive control that our in vitro system does indeed have the sensitivity and resolution necessary to detect hydrodynamically relevant surface chemistry of the same order of magnitude as the glycocalyx that we see in vivo.
To test whether the glycocalyx defect reported here in the HUVEC culture model extends to BAECs, we performed µ-PIV experiments in BAEC-lined collagen microchannels (100±9 µm, 88 to 109 µm diameter) before and after hyaluronidase treatment. In contrast to our HUVEC-lined microchannels, however, the BAECs frequently protruded well into the lumen of the microchannel, often extending into the lumen by >20% of the radius of the microchannel (compare Figure 1 and supplemental Figure XII). These undulations in the luminal surface led to significant asymmetries in the velocity profile, which in turn limited our analysis to near-wall µ-PIV (restricted to microspheres within 3 µm of the luminal BAEC surface)11 rather than the full-field analysis12 that we used in HUVEC-lined microchannels and venules. Despite this morphology, the BAECs gave no indication of peeling off of the collagen even after four days at confluence (whereas all µ-PIV experiments were done after 1 day at confluence). A 2-color fluorescence Live/Dead Viability/Cytotoxicity kit (Invitrogen) confirmed the viability of the BAECs (supplemental Figure XIII). As with HUVECs, the mean hydrodynamically relevant thickness of the EC surface layer in 5 BAEC-lined microchannels was found not to be significantly different from 0 µm either before (0.02±0.04 µm, 0.00 to 0.08 µm) or after (0 µm for all 5 microchannels) hyaluronidase treatment (supplemental Figure XIV). In cremaster muscle venules, the hydrodynamically relevant glycocalyx thickness found using near-wall µ-PIV before hyaluronidase treatment (0.52±0.42 µm, 0.16 to 1.14 µm) was significantly different from 0 µm (P<0.0005) but was not significantly different from that obtained using full-field µ-PIV (0.52±0.28 µm, 0.16 to 1.14 µm). As with full-field µ-PIV analysis, the hydrodynamically relevant thickness of the glycocalyx using near-wall µ-PIV analysis in venules after hyaluronidase treatment was found not to be significantly different from 0 µm (0.03±0.06 µm, 0.00 to 0.17 µm).
Through detailed analysis of the hydrodynamic drag near the EC surface, coupled with µ-PIV data obtained in mouse cremaster muscle venules in vivo and in EC-lined collagen microchannels in vitro, we have identified a fundamental defect in EC culture models that extends across 2 prominently used cell types: HUVECs and BAECs. The complete absence in these 2 cell types of a hydrodynamically relevant endothelial glycocalyx under standard cell culture conditions likewise implies a deficiency in cell surface chemistry that casts doubt on the applicability of these EC culture models to many of the vascular functions and pathologies that they have been used to study.1–9,43 A recent study by Jacob et al33 found a similar deficiency in the glycocalyx of fixed HUVECs, which the present results now extend to live HUVECs while in the presence of a physiologically typical hydrodynamic shear stress environment. Similar studies need to be conducted using other cell types and under nonstandard cell culture conditions to determine whether these findings depend on cell type and/or cellular environment. Although these results are biochemically nonspecific, they nevertheless have functional significance for ECs, because the in vivo hydrodynamic properties of the endothelial glycocalyx, which we have shown to be absent in vitro, determine flow and mechanical stress at the EC surface. These hydrodynamic properties in turn influence the manner in which mechanical stress is transduced by ECs, leukocytes interact with inflamed endothelium, and the transport of water and macromolecules is regulated by the vasculature.44 As such, to adequately capture these processes with an EC-culture model, it will be necessary, if not sufficient, to faithfully reconstruct the hydrodynamic environment at the EC surface in vivo.
| Acknowledgments |
|---|
Sources of Funding
Supported by NIH grant R01-HL076499.
Disclosures
None.
| Footnotes |
|---|
| References |
|---|
|
|
|---|
Related Article:
This article has been cited by other articles:
![]() |
O. Devuyst and E. Goffin Water and solute transport in peritoneal dialysis: models and clinical applications Nephrol. Dial. Transplant., July 1, 2008; 23(7): 2120 - 2123. [Full Text] [PDF] |
||||
![]() |
A. I. Barakat Dragging Along: The Glycocalyx and Vascular Endothelial Cell Mechanotransduction Circ. Res., April 11, 2008; 102(7): 747 - 748. [Full Text] [PDF] |
||||
| |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
|
Circulation Research Home | Subscriptions | Archives | Feedback | Authors | Help | AHA Journals Home | Search Copyright © 2008 American Heart Association, Inc. All rights reserved. Unauthorized use prohibited. |