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RESEARCH COMMUNICATION |
a Department of Internal Medicine, University Hospital Benjamin Franklin, Free University Berlin, 12200 Berlin, Germany
| ABSTRACT |
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Key Words: shear stress spontaneous transient outward currents intracellular calcium ryanodine bovine aortic endothelial cells
| INTRODUCTION |
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In nonexcitable cells, intracellular Ca2+ signals are often organized in [Ca2+]i oscillations with complex temporal and spatial patterns (3), and are due to a Ca2+ release from IP3-dependent Ca2+ stores. In endothelial cells, Ca2+ oscillations have been observed after agonist stimulation (4). Spontaneous transient outward currents (STOC) originating from activation of Ca2+-dependent K+ channels (5) occur in oscillating patterns. In fact, presumably STOC directly reflect oscillating Ca2+ release from intracellular stores and can be used to monitor intracellular Ca2+ transients (5, 6).
The activation of endothelial cells by hemodynamic forces leads to an increase in [Ca2+]i (79), presumably via the release from intracellular stores and Ca2+ influx into the cell. Ca2+ influx involves Ca2+-permeable, mechanosensitive ion channels (7, 1013), but the regulation of intracellular Ca2+ release under mechanical stimulation by hemodynamic forces is incompletely understood. Recently, it has been demonstrated that shear stress induces oscillatory increases in [Ca2+]i (14). In the present study, we characterized the regulation of endothelal Ca2+ homeostasis and ion channel activation by shear stress. We demonstrate that shear stress-induced [Ca2+]i oscillations and STOC activation depend on Ca2+ influx and Ca2+ release from ryanodine-sensitive stores.
| METHODS |
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A parallel flow chamber was modified for patch clamp experiments as described (15). Briefly, the flow channel consisted of a polycarbonate top and a coverslip as the bottom, separated by a thin gasket. The channel dimensions were given by the thickness of specific thin plastic gaskets. The patch pipette was entered from the end of the channel. Shear stress in the flow channel was calculated by the formula:
= 6Q
/h2b (15), where
is the shear stress, Q the flow rate,
the viscosity, h the channel height, and b the channel width. Pressure was held constant by a flow loop system. Laminar flow in the flow chamber was confirmed by calculating the Reynolds number (Re) with the equation: Re = Q
/pb, where p is the density of the medium. A maximal Re of 281 indicated that flow was laminar.
If not otherwise stated, patch clamp experiments were performed in single BAEC in slow whole-cell recording mode with a nystatin-perforated patch. Slow whole-cell patch clamp experiments were carried out as described (16). Whole-cell currents were filtered at 200 Hz and recorded at a sample time of 5 ms with a HEKA (Heidenheim, Germany) EPC-9 patch clamp amplifier. Computer-generated voltage ramps and pulses were programmed using EPC-9 software. Data were stored on removable cartridges until analysis. Patch pipettes were pulled from borosilicate glass capillaries with wall thickness of 0.3 mm and had a tip resistance of 45 G
in symmetrical KCl solutions. The seal resistance ranged from 2 to 4 G
. Experiments were performed at 35°C.
The pipette solution for slow whole-cell recordings contained (in mmol/l): 140 KCl, 0.1 CaCl2, 1 MgCl2, 10 HEPES, and 150200 µg/ml nystatin (pH 7.2). A few experiments were performed in fast whole-cell recording mode with a pipette solution containing (in mmol/l): 140 KCl, 0.0028 CaCl2, 0.23 MgCl2, 0.020 EGTA, 10 HEPES (pH 7.2). If not otherwise stated, the perfusion solution contained (in mmol/l): 118 NaCl, 1 NaH2PO4, 5 KCl, 1.4 CaCl2, 1 MgCl2, 20 HEPES, 5.5 D-Glucose. ATP was not added to the perfusion solution especially to avoid ATP-dependent Ca2+ mobilization, as described by Ando et al. (17).
[Ca2+]i was measured by dual wavelength fluorescence in single BAEC loaded with the Ca2+-sensitive indicator fura-2 (18). Briefly, for fluorescence measurements, BAEC were loaded with fura-2-acetoxymethylester (5 µmol/l) for 15 min at 37°C. As a measure of [Ca2+]i, the fluorescence emission ratio at 340/380 nm excitation wave length was calculated after subtraction of the noise signal and auto fluorescence. Analysis and calibration of fura-2 measurements were conducted as described (18) at nominally zero Ca2+ in the presence of 10 mM EGTA and at an excess of Ca2+ (5 mmol/l) for minimum and maximum fluorescence values, respectively. A quantitative estimation of the changes in [Ca2+]i was made by using the equation: [Ca2+]i = Kd [(R-Rmin)/(Rmax-R)]
, where Kd is the dissociation constant of fura-2 for Ca2+ of 224 nmol/l, R is the measured fura-2 fluorescence ratio, and Rmin and Rmax are the 500530 nm fura-2 fluorescence ratios at nominally zero Ca2+ and saturated Ca2+ concentrations.
is the ratio between the fluorescence emission at 380 nm excitation in the virtual absence of Ca2+ and emission in the presence of an excess amount of Ca2+.
If not stated otherwise, data are given as mean ±SEM (n), where n refers to the number of experiments. For whole-cell current analysis, the area under curve (AUC) was determined by calculating the area of peaks by the trapezoid rule. A Mann Whitney U/Wilcoxon rank sum test was used to compare mean values within an experimental series. A P value of < 0.05 was accepted to indicate statistical significance.
| RESULTS AND DISCUSSION |
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STOC were activated directly after the initial rise in [Ca2+]i and were observed simultaneously at the same frequency as the [Ca2+]i oscillations (
Fig. 1B), since activation of STOC directly reflected the [Ca2+]i oscillations. In a few combined fluorescence and patch clamp experiments (n=13), [Ca2+]i and STOC were measured simultaneously, proving that the increase in [Ca2+]i was followed directly by STOC activation (
Fig. 1C). In this series of experiments, stable recordings were performed over a period of 250600 s at 5 (n=3), 9 (n=6), and 18 (n=4) dyn/cm2; between one and six peaks were observed, depending on the shear stress rate. All STOC and Ca2+ peaks were temporally coordinated. However, very small Ca2+ signals failed to activate STOC, as shown in
Fig. 1C. A simultaneous activation of STOC by increases in [Ca2+]i was reported for smooth muscle cells (5) and endothelial cells under agonist stimulation (6). The simultaneous activation of oscillating [Ca2+]i and STOC by mechanical forces has so far not been observed. STOC characteristics are different from those reported for endothelial cells under agonist stimulation. Shear stress-induced STOC had a lower frequency, higher current amplitude, and longer spike duration than those reported for rabbit aortic endothelial cells in response to activation by caffeine (6). In other studies, an activation of K+ channels by shear stress was observed (19, 20). In these studies, however, only 86Rb+ efflux measurements were performed; no patch clamp experiments were conducted to identify the presence Ca2+-dependent K+ channels.
The activation of STOC was completely blocked by addition to the perfusion medium of charybdotoxin (10 nmol/l), a specific blocker of Ca2+-dependent K+ channels. The activation of STOC led to a concomitant hyperpolarization of BAEC. In current clamp recordings, oscillating hyperpolarizations ranging from -30 to -65 mV were observed. Cell hyperpolarization facilitates Ca2+ influx by providing the electrical driving force and is an important regulator of endothelial function (21).
The activity of STOC depended on the magnitude of shear stress (frequency) and maximal current amplitude of STOC. As shown in
Fig. 2A,
maximal current amplitude increased from 6.6 pA/pF at 5 dyn/cm2 to 16.5 pA/pF at 18 dyn/cm2. The frequency of current peaks was increased at 18 dyn/cm2 compared to peak frequency at 5 dyn/cm2. The integrated total current of STOC over time, measured as the AUC of the whole-cell recording, increased accordingly from 69.4 pA x pF-1 x s at 5 dyn/cm2 to 241.2 pA x pF-1 x s at 18 dyn/cm2.
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In a series of 51 patch clamp experiments, whole-cell current recordings were performed at 5 or 9 or 18 dyn/cm2 over a period of 300 s, and currents were standardized to cell capacity. At 5 dyn/cm2 about 50%, and at 9 dyn/cm2 and at 18 dyn/cm2 approximately 95% of the investigated cells, respectively, displayed a current response to shear stress. STOC frequency of responding cells increased from 0.57 ±0.13 peaks/min at 5 dyn/cm2 (n=7) to 0.78 ±0.13 peaks/min at 9 dyn/cm2 (n=13) and 1.09 ±0.11 peaks/min at 18 dyn/cm2 (n=17;
Fig. 2B). Also, the maximum current amplitude was significantly increased at 9 dyn/cm2 (6.6±1.0 pA/pF; n=19) and 18 dyn/cm2 (9.8±2.4 pA/pF; n=22) compared to 5 dyn/cm2 (3.3±0.8 pA/pF; n=10), with no significant difference in maximum currents at 9 and 18 dyn/cm2 (
Fig. 2C). Accordingly, the AUC of the whole-cell current was increased from 33 ±11 pA x pF-1 x s (n=7) at 5 dyn/cm2 to 124 ± 26 pA x pF-1 x s (n=13) at 9 dyn/cm2 and 225 ± 71 pA x pF-1 x s (n=17) at 18 dyn/cm2 (
Fig. 2D).
Corresponding to shear stress-dependent STOC frequency, Ca2+ peak frequency was also significantly higher at 18 dyn/cm2 (n=8) compared to 9 (n=13) or 5 (n=8) dyn/cm2 (
Fig. 2E). In general, [Ca2+]i oscillations can be characterized as baseline or sinusoidal spikes. Baseline spikes are regulated by increases in the frequency of spikes; changes of spike amplitude also are observed only at low agonist concentrations. In contrast, sinusoidal spikes show an amplitude modulation in response to changes in agonist concentration. In the present study, the [Ca2+]i oscillations are of the baseline type as judged from spike shape and the low frequency of spikes. Frequency of STOC was correspondingly low, and changes in shear stress rate resulted in modulations of STOC frequency. In response to increases from medium (9 dyn/cm2) to high shear stress (18 dyn/cm2), STOC frequency was increased but current amplitude was not significantly different. STOC current frequency and amplitude were modulated only at low shear stress.
In addition to modulation by the shear stress rate, STOC activation also depended on extracellular Ca2+ concentration [Ca2+]o. In a series of experiments under high shear stress (18 dyn/cm2), no shear stress-induced activation of STOC was detectable at very low [Ca2+]o (0.02 µmol/l). At 0.17 µmol/l [Ca2+]o, low frequency of STOC and a low integrated total current were observed (
Fig. 3
A, B), whereas current amplitude was comparable to amplitudes measured at normal [Ca2+]o. At medium (1.5 µmol/l) and high (1.4 mmol/l) [Ca2+]o, frequency of STOC and total integrated current increased significantly (
Fig. 3A, B). This dependence of STOC activation on extracellular [Ca2+]o indicates that an influx of extracellular Ca2+ is needed for shear stress-induced [Ca2+]i oscillations. A Ca2+-dependent endothelial response to shear stress or stretch has been shown in studies performed on endothelial cells from human umbilical veins (11, 22) and BAEC (23). In contrast, other studies performed with BAEC showed no dependence of flow-induced increase in [Ca2+]i on extracellular Ca2+ (24). However, these studies did not observe [Ca2+]i oscillations; the experiments were performed on highly passaged BAEC, which may have undergone a down-regulation of cation channels responsible for Ca2+ influx. A transient increase has been observed to be induced by shear stress in BAEC (8). Ca2+ oscillations were observed in the presence of ATP (17). To avoid such an ATP activation of purinergic receptors and associated Ca2+ signaling, the present study was conducted in the absence of ATP. A study reporting [Ca2+]i oscillations in response to steady and pulsatile shear stress proposes that the oscillations require a Ca2+ influx, according to experiments using La3+ to block Ca2+ influx pathways (14). In contrast, other studies failed to demonstrate significant shear stress-induced Ca2+ mobilization in the absence of additional agonists. This may be due to the use of highly passaged endothelial cells in these studies (25, 26).
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The Ca2+ entry pathway is not well characterized in endothelial cells. Ca2+-permeable, mechanosensitive ion channels and store depletion-activated Ca2+ entry pathways via small cation channels like trpl or crac channels may be involved, as described for endothelial cells (27). In experiments (n=5) using gadolinium (Gd3+), a trivalent lanthanoid and blocker of Ca2+-permeable cation channels, activation of STOC was completely blocked after addition of Gd3+ to the perfusion medium (
Fig. 4).
This effect was not due to emptying of intracellular Ca2+ stores by blocking capacitative Ca2+ entry, indicated in these experiments by a large increase in [Ca2+]i after addition of ATP (10 µmol/l). Therefore, we tested whether the activation of STOC could also be blocked by econazole, another blocker of capacitative Ca2+ entry (28). The addition of econazole (10 µmol/l) did not show any significant effect on shear stress-induced activation of STOC (n=5). However, more specific blockers for mechanosensitive ion channels and capacitative currents need to be used in order to identify the nature the of Ca2+ influx pathway under shear stress conditions.
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In a series of experiments (n=6), emptying of intracellular stores of BAEC was induced by preincubation with butylhydroquinon (BHQ), a blocker of Ca2+ reuptake into intracellular Ca2+ stores. After pretreatment with BHQ for 10 min, no shear stress-induced Ca2+ oscillations or STOC activation were observed, indicating the necessity of Ca2+ release from intracellular stores in the endothelial response to shear stress.
Agonist-induced increases in [Ca2+]i are mediated by increases in intracellular IP3 concentration and release from IP3-sensitive stores. Also, mechanical forces have been shown to generate IP3 via activation of phospholipase C (29). To test whether the phosphoinositol pathway and Ca2+ release from IP3-sensitive stores are involved in shear stress-induced STOC activation, we performed experiments in the presence of neomycin, an inhibitor of phospholipase C (29). Preincubation of BAEC with 1 mM neomycin for 15 min failed to inhibit the activation of STOC by a shear stress of 18 dyn/cm2 (n=5).
An important feature of the patch clamp technique is the opportunity to apply impermeable agents directly to their intracellular site of action by cell dialysis. We performed whole-cell recordings with pipette solutions containing heparin, a specific blocker of IP3-sensitive Ca2+ stores that is impermeable to cell membranes. Internal dialysis of BAEC with a patch pipette solution containing heparin (200 µg/ml) did not affect shear stress-induced STOC activation (n=6;
Fig. 5
A, B). The lack of an inhibitory effect of neomycin and heparin suggests that in contrast to agonist stimulation, IP3-sensitive Ca2+ stores presumably are not involved in shear stress-induced [Ca2+]i increases and subsequent STOC activation. Shear stress has been reported to increase the generation of intracellular IP3 itself (29). However, this increase of IP3 was observed only in the presence of agonists (ATP); simultaneous Ca2+ measurements have not been performed. Furthermore, the increase peaked after 30 s and remained elevated for minutes without any oscillating characteristics, and may point to a different endothelial response mechanism.
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In contrast, in the presence of ryanodine, known to block Ca2+-induced Ca2+ release at concentrations in the micromolar range, STOC activation was significantly reduced. After cell dialysis with a pipette solution containing ryanodine (20 µmol/l), the total integrated current under 18 dyn/cm2 was reduced to almost 20% of control currents due to a reduction in frequency as well as in current amplitude of STOC (
Fig. 5A, B). These experiments show that the increase in [Ca2+]i underlying STOC activation was due mainly to the release of Ca2+ from ryanodine-sensitive Ca2+ stores and may represent a Ca2+-induced Ca2+ release.
In a series of experiments (n=4), thin tissue slices of bovine aorta with an intact endothelium were subjected to shear stress in the parallel flow chamber. To detect single-cell current responses to shear stress, endothelial cells were electrically uncoupled by preincubation with heptanol (3 mM), as described previously (30). At a shear stress rate of 9 dyn/cm2, STOC could be resolved as shown in
Fig. 6A,
with current characteristics similar to those demonstrated in isolated BAEC. In addition, shear stress-induced STOC were observed in subconfluent BAEC (n=5) at 3 days postseeding. Due to the electrical coupling of subconfluent cells, shear stress-induced STOC showed superimposed current peaks at a higher frequency than in single cells (
Fig. 6B).
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This study has demonstrated that intracellular Ca2+ oscillations and STOC activation are implicated in endothelial mechanotransduction, and a model of cellular responses to mechanical stimulation is provided. Ca2+ oscillations and hyperpolarizing STOC depended on Ca2+ influx and Ca2+-induced Ca2+ release from ryanodine-sensitive stores, and presumably not from IP3-dependent stores. The observation of oscillating STOC in the endothelium of intact vascular tissue slices demonstrates that these endothelial responses are also present in intact endothelium and are not due to cell culture artifacts. These results show that the endothelial response to shear stress involves signaling pathways different from agonist stimulation of the endothelium. The oscillatory pattern of [Ca2+]i increase and cell hyperpolarization represents a mechanism that preserves endothelial responsiveness to continuous stimulation by hemodynamic forces.
| ACKNOWLEDGMENTS |
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| FOOTNOTES |
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2 Abbreviations: BAEC, bovine aortic endothelial cells; [Ca2+]i, intracellular calcium concentration; [Ca2+]o, extracellular calcium concentration; BHQ, 2,5 di-tert-butylhydroquinon; IP3, inositol 5'-triphosphate; AUC, area under curve; STOC, spontaneous transient outward currents. ![]()
Received for publication November 3, 1997. Accepted for publication November 21, 1997.
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