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* Centre for Biophotonics and Laser Science, and
Centre for Research in Vascular Biology, The University of Queensland, Brisbane, Australia
Correspondence: Address reprint requests to Halina Rubinsztein-Dunlop, Tel.: 61-7-3365-3139; E-mail: halina{at}physics.uq.edu.au.
| ABSTRACT |
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| INTRODUCTION |
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Adhesion of cells from the peritoneal cavity to the template initiates the capsule growth, and the formation of the first cellular monolayer is a key factor for a successful capsule development. Template material and coating have the highest impact during the formation of this first monolayer, after which cell-cell adhesion and cell proliferation become the dominant processes. There is great interest in optimizing the template material and coating for a successful medical application of the artificial artery. This cannot be done using in vivo experiments, as good statistics are not easily obtained and it is not possible to screen many combinations of material/coating. Furthermore, although evaluating the cell densities of adherent cells on the template measures the success of the process, no information on the underlying mechanics of adhesion is gained.
In this article, we use optical tweezers to quantify cellular adhesion. Since we have previously shown that macrophages initiate the formation of the tissue capsule, we use a macrophage cell line to investigate the adhesion to macroscopic pieces of template. This is done by laser-trapping of whole cells and establishing an adhesion force threshold. These results are compared to the data available for in vivo experiments to establish a correlation. To obtain information on the single-bond mechanics of macrophage adhesion, we adhere polystyrene (PS), silica (SI), and polymethyl-methacrylate (PMMA) microspheres to individual macrophages and measure the bonding forces with high precision. The influence of the different materials, the presence of blood serum proteins, and surface coating with fibronectin on the force distributions and adhesion probabilities are investigated.
We use these methods to address the following important and unsettled questions: Do in vivo and in vitro experiments correlate? Does surface treatment with fibronectin enhance adhesion even when serum proteins are present? Which material promotes the strongest adhesion under presence of serum proteins? What are the specific binding forces between these proteins and their macrophage receptors?
So far, adhesion studies of white blood cells have largely been focused on preventing adhesion during an inflammatory response to biomaterials (4
6
), and on monocyte adhesion to endothelial cells in the formation process of atherosclerosis (7
9
). Monocyte/macrophage viability on, and adhesion to, modified glass coverslips was investigated by light microscopy for a timescale of 2 h to 10 days, and it was found that the presence of serum proteins increased adhesion and viability (5
). Adhesion and viability on fibrinogen- and albumin-coated tissue culture polystyrene (TCPS) was investigated in a similar fashion (4
). A much higher initial adhesion to the fibrinogen surface was found. The study does not take serum proteins that are present into account, nor does it investigate adhesion to fibronectin. Shen et al. (6
) showed that the modulation of macrophage adhesion by proteins does depend on the surface on which the protein is adsorbed. Using an aspiration technique to determine the number of adherent cells, they found adsorbing bovine serum albumin (BSA) on polystyrene increased adhesion; an even stronger increase was observed for adsorbed fibronectin and serum proteins (2 h and 1 d). Interestingly, Sagvolden and co-workers found, by comparing adhesion to hydrophilic and hydrophobic polystyrene surfaces, that although hydrophobic ones generally adsorb protein better, adhesion forces were stronger to hydrophilic surfaces (using an atomic force microscope and cervical carcinoma cells) (10
).
These studies show how adhesion can be influenced by certain combinations of materials and proteins, but make no connection to in vivo experiments or attempt to investigate the underlying molecular mechanics. The timescales of these experiments of >1 h lead to clustering of the integrin receptors for the extracellular matrix (ECM) proteins on the macrophage and formation of focal adhesions (11
), which are much stronger than the initial adhesions upon contact (12
,13
). These initial adhesions are of relevance to the formation of the artificial artery since the template undergoes constant stress owing to its motion within the peritoneal cavity, and cells that do not immediately adhere strongly will be detached by mechanical forces. We focus on these short timescales in this article.
Underlying cellular adhesion is the specific binding between cellular adhesion receptors, such as integrins, and extracellular matrix and serum proteins. Serum proteins competitively adsorb to the surface of an implanted template (14
). The material influences adsorption strength (15
,16
), protein density (17
), and protein conformation/activity (18
,19
). It can therefore not be predicted whether a certain pretreatment of a template material really enhances adhesion, especially when proteins from serum interfere. Adhesion-promoting proteins which may adsorb in our system are fibronectin, vitronectin, and fibrinogen, and receptors on the monocyte/macrophage are the integrins
5ß1,
Mß2,
Xß2,
Vß3, and
Vß5 (20
,21
). Even though binding of macrophages to serum proteins is of outstanding importance for many biomedical applications and has been in the focus of research using whole-cell adhesion assays, the binding mechanics of only a small fraction of these receptors has been investigated, and mostly in cell-free systems or on other cells than macrophages. We present the first measurements of adhesion forces of macrophages to biomaterials with adsorbed serum proteins.
The rupture forces of individual receptor ligand pairs can be accessed by biomembrane force probe (22
,23
), atomic force microscope (AFM) (24
), and optical tweezers (25
,26
). The rupture force of a single receptor-ligand bond is a function of the loading rate on the bond (22
,27
). Binding of several integrin receptors on osteoclasts to arginine-glycine-aspartate (RGD)-containing ligands was investigated with AFM with forces of 3297 pN at a loading rate of 30,000 pN/s (28
). The binding force of fibrinogen to its integrin receptor
IIbß3 on living platelets was found to be 90100 pN at a loading rate of 20,000 pN/s (25
). The force distributions showed that adhesion forces to living cells are dominated by low-force nonspecific adhesion. Adhesion of integrin
5ß1 expressing K562 cells (an erythroleukemia cell line) to fibronectin was quantified with an atomic force microscope (24
). Rupture forces of 50 pN at 230 pN/s and 100 pN at 13,000 pN/s loading rate were measured. The loading rate dependence of binding of von Willebrand factor to the glycoprotein Ib-IX complex on CHO cells was recently measured with laser tweezers (29
). No measurements exist of the binding force of vitronectin, which has an even higher impact on cell adhesion than fibronectin (30
).
We perform our study with optical tweezers because they have the advantage of very high force resolution in the range of 1150 pN, and allow the use of micron-sized probe particles as well as the trapping of whole cells (31
,32
). Tweezers have been used to identify forces as small as single actin-myosin motor steps (33
), or as large as a swimming sperm (34
).
| EXPERIMENTAL METHODS AND MATERIALS |
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Cell culture
Mouse macrophages (cell line J774, ATCC No. TIB-67, American Type Culture Collection, Manassas, VA) were cultured under standard procedures for use in the adhesion experiments. The cells were cultured in RPMI medium plus 10% fetal calf serum (FCS) at 37°C in 5% CO2-humidified incubators. Before experiments, the cells were washed off the culture dish with Dulbecco's phosphate-buffered saline (DPBS), centrifuged, and resuspended in either pure RPMI medium or medium containing 10% FCS.
Preparation of microspheres
Polystyrene microspheres of 2-µm diameter were obtained from Polysciences (Warrington, PA). Silica (2.32 µm diameter) and PMMA (1.68 µm diameter) microspheres were obtained from Bangs Labs (Fishers, IN). The microspheres were used either plain or with adsorbed fibronectin (Sigma-Aldrich, St. Louis, MO). All microspheres were washed in demineralized water to remove any surfactant. Microspheres were incubated in DPBS, which was either pure or containing 10 µg/ml fibronectin with gentle mixing for 1 h at 37°C. The beads were washed two more times and resuspended in DPBS. To minimize the contribution of nonspecific interaction, the spheres were incubated in a solution of 0.5% bovine serum albumin (BSA) in DPBS, followed by a washing step and resuspension in 200 µl DPBS. The microsphere suspensions were stored at 4°C and used the next day. Treatment of plain and fibronectin-coated microspheres was identical to ensure that differences in adhesion properties can be attributed to the presence of fibronectin on the surface.
Optical tweezers system
The optical tweezers are based on a modified upright microscope using a diode-pumped Nd:YAG laser (DPY501 II, Adlas, Germany) with a wavelength of 1064 nm and a nominal output power of 10 W as light source (Fig. 1). The laser output is fiber-coupled for mode cleaning and pointing stability purposes. The beam is expanded to a diameter of 3 mm (full width at half-maximum, FWHM) to overfill the back-aperture of the high NA objective (100x, NA = 1.3; Olympus, Melville, NY). The beam is reflected by a gimbal-mounted mirror driven with piezo actuators (M1). The mirror is in an optically conjugate plane to the back-aperture of the objective, which allows a steering of the beam and trap position (in xy) without changing the overfilling of the objective (35
).
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The trapping potential at small displacements from the equilibrium position is, to first approximation, harmonic. We calculate forces from a measurement of particle displacement and trap stiffness. The trap stiffness is determined by monitoring the thermal position fluctuations of the particle in the trap. The power spectral density of a microscopic particle in an harmonic potential has Lorentzian shape with a typical roll-off frequency of fr = k/2
ß. Knowledge of the drag coefficient ß of the particle and measurement of fr yields the trap stiffness k. We obtain fr from a fit of a Lorentz function to the power spectral density (Fig. 1, upper right). The force measurements were confirmed by applying a known drag-force to the trapped particle by sinusoidal movement of the sample mounted on a piezo-actuated microscope stage. The measured force agrees excellently with the applied force (Fig. 2).
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Protocol: cell adhesion to macroscopic template sections
Adhesion of whole cells to polyethylene (Dural Plastics & Engineering, Auburn, Australia), Tygon (polyvinyl-chloride-based material with plasticizer, Norton Performance Plastics, Akron, OH), and silicone (Selby Biolab, Mulgrave, Australia) tubing was investigated. We have previously used these types of tubing as templates for the artificial artery growth (3
). Slices of 200 µm thickness were prepared and fixed on a microscope slide with the outer tubing surface facing upwards. A sample chamber was formed by placing a 250-µm silicone gasket on the slide. Macrophages in medium containing FCS were perfused over the slices and allowed to settle for 30 s. The sample chamber was then closed with a coverslip and the early stages of macrophage adhesion tested with laser tweezers (Fig. 3). The macrophages were directly trapped and detached from the tubing. Macrophages were classified as not-detachable, detachable, or not-attached. The maximum optical force that could be applied to a macrophage was 40 ± 8 pN. This was determined by an escape force measurement, where the sample chamber was moved sinusoidally using the piezo-actuated stage, and a drag force applied to the trapped stationary cell. The speed was increased until the cell escaped the trap. The drag force at this point equals the maximum trapping force and can be calculated from Stokes law assuming a spherical cell, which is a good approximation for a round macrophage. The smallest distance between cell and coverslip/slide during calibration was four-cell radii (30 µm) so that the increase in drag due to the wall effect is small. Cells were generally trapped at the nucleus, which has a very similar structure in all cells from one line, leading to reproducible trapping forces within the error. A template area of 80 x 3000 µm over which the tubing surface can be considered flat (change in height <1 µm) was investigated with this technique, and the density of adherent cells determined.
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The trap stiffness was adjusted to 450 pN/µm and a stage retraction speed of 1 µm/s used. A decrease in the applied loading rate due to elastic effects on the cell membrane was not considered, as this would only slightly broaden the rupture force distributions, since substantial changes in rupture force are only observed when the loading rate is changed on a logarithmic scale (Fig. 11 in (27
)). Reduced loading rate will not impact on our comparative study of different materials and coatings.
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2 µm and round cells, which allowed us to maximize the distance between cell and laser focal spot, and minimize exposure of the cell to the laser beam (Fig. 4, top). In this way, we avoided any deflection of the laser beam by the cell, which could potentially interfere with our measurements.
Statistical analysis
Rupture force distributions were evaluated for significance in the difference of their medians by the Wilcoxon rank sum test, and graphically by using box notch plots. The rank sum test investigates whether two samples originate from the same distribution (null hypothesis). If the null-hypothesis is true, the distribution of the rank sums at a certain number of samples is known. The p-value is then the probability of finding a set of samples more extreme than the observed set. A very small p-value means that it is highly unlikely to find this set of samples, in case it would originate from the same distribution as the set to which it is compared. It is therefore very probable that it originates from a different distribution. Changes in the shape of the rupture force distributions were analyzed using quantile-quantile plots.
| RESULTS |
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The bar plot in Fig. 6 was obtained using tubing of polyethylene (four samples), silicone (three samples), and Tygon (three samples), for a total of 345 cells. We found that
90% of all cells adhered with a force higher than the force applicable with optical tweezers on all three substrates. Cells that did not adhere immediately were removed by the fluid flow when the coverslip was added to seal the sample chamber. Therefore, the number of free floating cells on the tubings was expected to be low and indeed was found to be <10% on all substrates. The fraction of cells that could be detached ranged from 4% (silicone) to 5% (Tygon and polyethylene). This small number of detachable cells indicates an immediate formation of multiple bonds, the sum of which exceeds the maximum force of 40 pN applied here. This was similar for all three materials tested. This prompted us to reduce the contact area between cell and substrate by the use of microspheres as described in the following section.
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In Table 1, we compare the adherent cell densities to the success rates of tissue capsule formation which we previously reported (3
). Polyethylene, which supports the highest density of adherent cells, has the highest success rate, whereas Tygon, which supports less then half the density, did not form a tissue capsule. This data suggests that the in-vitro cell adhesion experiments correlate with the in-vivo tissue capsule formation. At this point, it remains unclear which processes dominate the adhesionwhether it is predominantly binding of macrophage receptors to proteins on the surface of the templates, or nonspecific interaction between the cell membrane and the surface.
Macrophage adhesion to microspheres
In the experiments described above, the macrophages rapidly formed multiple bonds with the surface. We next investigate cell adhesion strength at the level of individual bonds by adhering micron-sized spheres. The contact area between sphere and macrophage is much smaller than between macrophage and surface. Thus, the number of bonds formed and the total adhesion strength are reduced, so that detachment is possible in most cases and the adhesion strength can be accessed with optical tweezers (Fig. 7). No adhesion, or the formation of one bond, was most common; multiple bonds could be observed on occasions. We measured bond rupture forces for polystyrene (PS), silica (SI), and PMMA microspheres with diameters of 2.10, 2.32, and 1.68 µm. Using PS microspheres, we investigated the influence of preincubation with fibronectin (FN) with and without the presence of blood serum proteins from fetal calf serum (FCS).
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The rupture force distributions (Fig. 8) were significantly different for different materials and different proteins in the system. For the control system of plain PS microspheres without proteins in the medium and only BSA proteins on the sphere surface, we found the lowest mean rupture force (20.2 pN, Table 2). Rupture forces were all below 60 pN, with only 10% of events above 40 pN. With FN on the sphere surface, but no proteins in the medium, the mean rupture force increased to 27.9 pN. Upon adding FCS (which contains the adhesion proteins fibronection (FN), vitronection (VN), and fibrinogen (FGN)) to the medium, the mean rupture force rose to 33.4 pN and the fraction of forces above 40 pN to 34%. This fraction was even further enhanced to 48% in the system with FCS proteins in the medium and FN on the sphere surface.
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The adhesion forces responsible for the enhanced adhesion in FCS-containing systems are located at peaks at
50 pN. These peaks can be fitted with Gaussian functions after subtracting the control distribution (Fig. 9). Peak positions were 46.2 pN (PS spheres + FCS), 53.4 pN (PMMA spheres + FCS), and 52.6 pN (FN-coated PS spheres + FCS).
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| DISCUSSION |
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Relation in vitro/in vivo
The question is whether in vitro cell adhesion experiments can give information on the behavior of the material in vivo. Comparing in vitro cell adhesion with in vivo capsule formation did show a correlation. Cell densities on polyethylene, silicone, and Tygon were correlated to the in vivo capsule formation success rate (Table 1). For polystyrene and silica templates, densities of adhering cells after three days were correlated to microsphere adhesion probabilities (Fig. 7) and rupture forces. Polystyrene (PS) incubated with fibronectin, for which higher rupture forces were found compared to plain PS, did also support a higher cell density in vivo. The mean rupture force as well as the in vivo cell density were both substantially lower on plain SI compared to plain PS (Table 2).
The observed correlation means that the properties the material displays upon initial contact, probed in in-vitro experiments, do influence the cell adhesion in a similar fashion at longer timescales in vivo, resulting in the formation of cell layers with different densities and finally determining the success of the capsule growth. As a result, in vitro screening of potential template materials for macrophage adhesion can help to optimize the material and reduce the number of required in-vivo experiments.
Rupture force measurements: processes and assumptions
We have measured the rupture forces of bonds forming between trapped microspheres and living macrophages. Individual bond rupture strengths were evaluated. Being a member of the leukocyte family and part of the immune system, one of the functions of macrophages is to adhere to foreign materials in the body. This resulted in high adhesion rates and the formation of multiple bonds in microsphere adhesion experiments. The high temporal and spatial resolution of the detection system allows the distinction between sequential single bond ruptures, which can be identified in the force trace as subsequent sharp drops (Fig. 5). Ruptures 30 times faster than the here-shown ruptures 2 and 3 can be resolved (<1 ms). Subsequent ruptures within a time shorter than the system's resolution are very unlikely. First, the formation of two bonds is less likely than formation of a single bond, since the overall adhesion probability is only 60%. Second, to achieve subsequent fast ruptures, the compliance of the system has to be maintained after the first rupture to apply the full force to the remaining bond. We have observed that this is generally not the case. We therefore assume that each drop corresponds to a single bond rupture. Furthermore, if each drop would correspond to more than one bond, we should see multiple peaks in the force spectrum, with decreasing probability for higher bond numbers. This is not the case, as can be seen by comparing the spectrum in Fig. 8 a (mainly nonspecific interaction) with Fig. 8, c, d, and f). Forces at
50 pN are increased in probability, whereas forces at
25 pN are clearly not, which means that the 50 pN forces correspond to single bond ruptures.
Bond rupture signals may also result from detaching a receptor on the macrophage from the cytoskeleton, detaching a protein from the microsphere surface, or pulling a receptor out of the cell membrane. For the adhesion mechanism of the macrophage to be functional, the internal bond between integrin and cytoskeleton has to be larger than external binding forces to, e.g., fibronectin, making a disruption of the integrin-cytoskeleton bond unlikely. It was also shown that cells respond to applied stress by strengthening the integrin-cytoskeleton linkages (39
). Similarly, detachment of an adsorbed protein from the microsphere requires forces in the range of nN (15
,40
), larger than the forces accessible with tweezers. Detachment of a receptor from the cell plasma membrane is also very unlikely. First, receptors are usually coupled to the cytoskeleton, and not freely moving in the membrane (41
,42
). Second, application of a force to such a receptor would result in pulling of a membrane tether, not in removal of the protein. Membrane tethers form when the adhesion site is not coupled to the cytoskeleton, and the microsphere adhesion force is stronger than the membrane-cytoskeleton adhesion (43
,44
). Tethers may form due to strong nonspecific interaction or binding of a receptor-ligand pair not coupled to the cytoskeleton. We observed tether formation in <20% of adhesion experiments.
Cell activity is influenced by temperature. Maximum cell adhesion is reached faster and can be stronger at 37°C than at room temperature (23°C) (10
). The effect of temperature on the bond dissociation cannot be responsible, since bond dissociation rates increase with temperature (27
). The enhanced cell adhesion observed for whole cells at higher temperatures is due to a higher rate of formation of strong adhesion bonds (10
). Characteristic bond rupture forces change only very little between 23 and 37°C. The experiments here were carried out at room temperature. We expect that cell adhesion rates are lower at 23°C than at 37°C, but rupture forces of individual bonds will be hardly changed.
Specific and nonspecific adhesion
In this study, we were not investigating one specific protein-ligand interaction, but rather comparing the effects of material, serum, and FN incubation on the rupture force distributions. Even so, we want to discuss what contributes to the distributions. Are all the events observed due to receptor-ligand binding and unbinding? Clearly not. We attribute the largest number of forces below 40 pN to nonspecific binding. Nonspecific binding includes nonspecific protein-protein interaction and interaction between bead surface and cell membrane (electrostatic, van der Waals). Nonspecific binding occurs frequently on living cells (25
) and even in cell-free systems (26
). We characterized the force distribution of nonspecific interaction in an adhesion protein-free system using BSA-coated PS spheres and protein-free medium. We expect that forces mainly originate from nonspecific protein-protein interaction, and very infrequently from adhesion molecules produced by the macrophage and adsorbed to the bead.
When FCS proteins were added to the cell medium, rupture forces were increased. This could be due to either specific adhesion or changes in nonspecific stickiness. Analysis of the force distributions suggests that it is specific binding because we see a force peak emerge at 50 pN when the protein is added (Fig. 9). For changes in nonspecific interaction due to the added protein, we would at most expect a shift in the distribution. Nonspecific protein-protein interaction forces should not strongly depend on the type of involved proteins (since they are nonspecific) and should thus not be responsible for the big changes observed. Nonspecific forces must also be smaller than specific binding forces to ensure the functionality of specific interaction. The specific binding forces for proteins in our system and their integrin receptors were measured recently, and lie between 40 and 60 pN (24
,25
).
The candidates for specific interaction in our system are fibronectin, vitronectin, and fibrinogen, which have concentrations of 0.30.4 mg/ml in serum, and their integrin receptors on the macrophage. Each receptor ligand pair has a Gaussian distribution of rupture forces with a peak determined by the loading rate applied to the bond (27
). The local maximum in our distributions could result from an overlay of such Gaussians. The average of the peak positions measured here lies at 51 ± 7 pN at a loading rate of 450 pN/s. To compare this force to rupture forces measured on similar systems at different loading rates, we plot the forces against loading rate (Fig. 11). We find that rupture forces for quite different systems show a similar loading-rate dependence and are of similar magnitude. Rupture forces for the fibronectin-
5ß1 integrin complex (24
) lie at 58 pN for a 450 pN/s loading rate. Extrapolation along the curve of the rupture force for the fibrinogen-
IIbß3 integrin complex (25
) gives a force of
40 pN. Both are in good agreement with our measurements and this supports the hypothesis that we observe specific binding involving these proteins. The similarity of rupture forces from different systems could explain why we see a relatively narrow force peak (mean FWHM 36 pN), even though we have several adhesion molecules in our system with overlaying force distributions. The avidin-biotin (22
) and L-selectin-PSGL-1 (23
) rupture forces in Fig. 11 are shown as a general guide for the loading rate behavior and indicate that even in very different systems, rupture forces can be of similar magnitude.
Differences in force distributions
The question whether the differences in the rupture force distributions are significant can be accessed by statistical means. We applied the Wilcoxon rank sum test to validate the significance of the differences in the medians of the rupture-force distributions. With a significance level of
= 0.01, the medians for plain PS spheres in FCS- and FN-coated spheres in medium were both significantly different from PS spheres in medium (p-values of 3.2 x 105 and 2 x 103). This means that adding protein to the system, either by adsorption of FN onto the spheres or by addition of FCS to the medium, changes the force distributions significantly. Comparing both systems shows that high rupture forces are more frequent when FCS is present, but not significantly. The high rupture forces may be caused by adsorption of a range of proteins from the serum (mainly FN, VN, FGN) to the sphere, which increases the probability of specific binding compared to adsorption of FN only by increasing binding sites on the sphere and by binding to additional receptors on the macrophage.
Even more interestingly, the combination of FN on the sphere surface and FCS in the medium resulted in a further significant increase in the rupture force median (p-value 8 x 103 PS+FCS versus PS+FN+FCS). The fraction of bonds in the local maximum (4369 pN) increased from 28% (plain PS beads in FCS) to 34% (FN-coated PS beads in FCS). Adsorption of proteins from the serum is a competitive process. The main competitors are BSA, which is contained at high concentration (35 mg/ml), FN, and VN (0.30.4 mg/ml). If VN is competitively adsorbed with FN at similar concentrations, it comprises 50% of the adsorbed protein (14
). VN adsorbs much better than albumin. The fraction of VN on a hydrophobic surface is still 25% when competitively adsorbed with albumin at a concentration ratio of 1:100. We estimate a relative equilibrium concentration of 0.6 BSA, 0.2 FN, and 0.2 VN on polystyrene. A preadsorbed layer of FN molecules would cause the FN concentration to be substantially elevated at the short timescales of the experiment; it would return to the equilibrium concentration at longer times. This could be responsible for the observed additive effect of FN incubation and serum proteins.
We have investigated the influence of the substrate material under presence of serum proteins (FCS). The medians of the rupture force distributions for plain PS and PMMA spheres were significantly different from SI (p-values of 8 x 104 and 1 x 103). No significant difference was found when comparing PS to PMMA (p-value of 0.22). The most prominent difference between these materials is the hydrophobicity, which causes strong adsorption of serum proteins to hydrophobic PS and PMMA and weak adsorption to the hydrophilic silica. Higher concentration of serum proteins on the sphere surface results in more specific binding to the macrophage and emergence of a force peak at
50 pN. This change in the force distribution can be clearly seen when comparing the distributions for PS+FCS, SI+FCS, and PMMA+FCS (Fig. 8 c, e, and f). In the force range where we expect specific interaction (4060 pN), the plots for PS and PMMA show a much higher probability than the distribution for SI. This clearly indicates the lack of specific interaction between SI and the macrophage due to the lack of adsorbed adhesion proteins.
Whole-cell adhesion
To our knowledge, adhesion forces for macrophages have not been previously reported, either for single bonds or for whole-cell adhesion, although macrophage adhesion is a crucial process in wound healing, reaction to biomaterials and, in our case, the growth of an artificial artery. For whole cells, adhesion forces have been investigated for fibroblasts binding to fibronectin by a centrifugal force adhesion assay (45
), fibrosarcoma cells to fibronectin and vitronectin by a centrifugal buoyancy assay (showing stronger adhesion to FN than to VN) (46
), fibroblast cells to fibronectin using a commercial laser tweezers system (47
), and osteosarcoma cells to fibronectin using a wash-off assay (48
). Using atomic force microscope and human cervical carcinoma cells, Sagvolden et al. (10
) could measure the increase in adhesion strength of a single cell with time on FN, serum- and laminin-coated hydrophilic and hydrophobic PS. The cells did initially bind loosely to the substrates (force below resolution), and started to adhere measurably after 30 min at 23°C, with forces rising from 10 to 180 nN within 5 h (FN-coated hydrophilic PS). The importance of initial loose adhesion was shown for monocytic THP-1 cells under slow shear flow (12
). They found that the cell adhesion was initialized by multiple incomplete bonds. Our study and others (25
) showed that a large fraction of the bonds formed upon contact are nonspecific and may constitute a fraction of these incomplete bonds. This initial nonspecific binding does increase cell-substrate contact time and thereby the probability of specific bond formation. Thus, initial nonspecific adhesion seems to be an integral part of macrophage adhesion to all kinds of substrates. The total adhesion strength is largely influenced by the type and number of proteins adsorbed to the substrate. We found that these proteins increase adhesion rates only slightly, but increase the fraction of specific binding substantially (Fig. 9). The higher binding force of specific bonds then yields an overall higher adhesion force. We can estimate this force from the measured adhesion rate and force spectrum, the contact area between cell and microsphere (0.74 µm2), and the contact area between whole cell and substrate (79 µm2). With serum proteins present, we estimate an initial adhesion force of a macrophage to polystyrene of 4.9 nN and to silica of 2.1 nN. Comparing the force distributions in the protein-free system and the system with serum proteins, we estimate that 60% nonspecific adhesion and 40% specific adhesion compose the total macrophage adhesion force to polystyrene. These values are reasonable when compared to other whole-cell studies (10
,48
) and illustrate the importance of substrate material already at the initial adhesion step. The chance of cell detachment by mechanical force is more than twice as high for silica, making polystyrene the much better suited template material for the growth of an artificial artery.
Studies on whole monocyte/macrophage adhesion to biomaterials are often performed by evaluating adherent cell densities and fractions of apoptotic cells at longer timescales (30 min to 7 days) with the aim to minimize the inflammatory response (4
6
). Adhesion to fibrinogen (FGN)-coated tissue culture polystyrene (TCPS) was found to be initially 14 times higher than to human serum albumin-coated TCPS (4
). Cell apoptosis was highest after 1 h and twice as high on human serum albumin compared to fibrinogen. These findings suggest that not only cell adhesion can be improved by preadsorption of ECM/serum proteins, but also cell survival, which is an important factor for the successful growth of an artificial artery. Effects of FN, FGN, and serum were also investigated on PS and TCPS (6
). With uncoated TCPS as 100% reference, it was found that serum, FGN, and FN adsorption to PS all enhanced adhesion to 140%, 120%, and 110%, respectively, whereas plain PS only reached 50%. A similar behavior was observed in our experiments, where the fraction of specific bonds increases from plain PS to PS+FN to PS+FCS. The study also showed that an increase in protein concentration alone does not increase cell adhesion, but that the ability of proteins to change adhesion is surface-dependent. This agrees with our findings on whole-cell adhesion to polyethylene, silicone, and Tygon tubing. All tubings are hydrophobic (contact angles 92 and 110° for polyethylene and silicone (14
)). Strong adsorption of serum proteins is expected to all materials and similar adsorption of FN and VN to PE and silicone was shown (14
). Even so, adherent cell densities were substantially different, as well as the in vivo success rates. That protein adsorption by itself cannot explain all the differences observed in cell adhesion was shown by Sagvolden et al. (10
). This study found stronger adhesion of whole cells to a hydrophilic surface than to a hydrophobic surface, even though the hydrophobic surface adsorbed more protein. The study proposed that a change in protein orientation and partial denaturation could be responsible. These effects could also be the cause for the differences in cell adhesion that we observe between the different materials. Another factor could be differences in the direct interaction between cell surface and substrate surface. This interaction would strongly depend on the chemistry and charge of the surface, and could thus be quite different for the different materials.
| CONCLUSION |
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Enhancement of adhesion force by FCS is high on hydrophobic PS and PMMA, but negligible for hydrophilic SI, most likely due to protein adsorption properties. On the other hand, whole-cell adhesion showed big differences between several hydrophobic tubings. The reasons for the different reaction of cells to materials of similar wettability need to be investigated.
Adherent cell densities in whole-cell adhesion experiments do correlate to the success rate of in-vivo tissue capsule formation. Similarly, the mean rupture forces of microsphere adhesion experiments do correlate to the cell densities on templates found in vivo. This is a strong indication that in vivo processes can be modeled by in vitro experiments, and that in vitro adhesion tests can be useful tools for the optimization of the template material for artificial artery growth. This has the advantage that the underlying mechanical processes can be elucidated, better statistics can be obtained, and large numbers of in vivo experiments avoided.
Submitted on October 17, 2005; accepted for publication June 28, 2006.
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