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J Physiol Volume 584, Number 1, 205-219, October 1, 2007 DOI: 10.1113/jphysiol.2007.138982
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CARDIOVASCULAR

Indirect coupling between Cav1.2 channels and ryanodine receptors to generate Ca2+ sparks in murine arterial smooth muscle cells

Kirill Essin1,2, Andrea Welling3, Franz Hofmann3, Friedrich C. Luft2, Maik Gollasch1,2 and Sven Moosmang3

1 Department of Nephrology and Medical Intensive Care, Charité Campus Virchow-Klinikum, Berlin, Germany
2 Franz Volhard Clinic, HELIOS Klinikum Berlin, Charité Campus Berlin-Buch, and Max Delbrück Center for Molecular Medicine, Berlin, Germany
3 Department of Pharmacology and Toxicology, Technical University München, Munich, Germany


    Abstract
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
In arterial vascular smooth muscle cells (VSMCs), Ca2+ sparks stimulate nearby Ca2+-activated K+ (BK) channels that hyperpolarize the membrane and close L-type Ca2+ channels. We tested the contribution of L-type Cav1.2 channels to Ca2+ spark regulation in tibial and cerebral artery VSMCs using VSMC-specific Cav1.2 channel gene disruption in (SMAKO) mice and an approach based on Poisson statistical analysis of activation frequency and first latency of elementary events. Cav1.2 channel gene inactivation reduced Ca2+ spark frequency and amplitude by ~50% and ~80%, respectively. These effects were associated with lower global cytosolic Ca2+ levels and reduced sarcoplasmic reticulum (SR) Ca2+ load. Elevating cytosolic Ca2+ levels reversed the effects completely. The activation frequency and first latency of elementary events in both wild-type and SMAKO VSMCs weakly reflected the voltage dependency of L-type channels. This study provides evidence that local and tight coupling between the Cav1.2 channels and ryanodine receptors (RyRs) is not required to initiate Ca2+ sparks. Instead, Cav1.2 channels contribute to global cytosolic [Ca2+], which in turn influences luminal SR calcium and thus Ca2+ sparks.

(Received 19 June 2007; accepted after revision 27 July 2007; first published online 2 August 2007)
Corresponding author M. Gollasch: Charité Campus Virchow Klinikum, Humboldt University, Augustenburger Platz 1, 13353 Berlin, Germany. Email: maik.gollasch{at}charite.de


    Introduction
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
Ca2+ sparks are optical images of elementary Ca2+ release from a single Ca2+ release unit (CRU) composed of a group of ryanodine receptors (RyRs) in the sarcoplasmic reticulum (SR) (Wang et al. 2004). In arterial vascular smooth muscle cells (VSMCs), membrane depolarizations produce moderate (100–300 nM) increases in the global [Ca2+]i that produce contraction (Nelson et al. 1990). These contractions depend on Ca2+ ion influx through Cav1.2 Ca2+ channels (Moosmang et al. 2003). Ca2+ spark inhibition paradoxically produces vasoconstriction for two reasons (Nelson et al. 1995; Knot et al. 1998). First, a single spark is capable of producing a very high (10–100 µM) local (~1% of the cell volume) increase in [Ca2+]i (Perez et al. 1999, 2001) while increasing the global [Ca2+]i by only < 2 nM (Nelson et al. 1995; Jaggar et al. 2000). Second, Ca2+ sparks occur in close proximity to the cell membrane, where every Ca2+ spark activates numerous BK channels (Perez et al. 1999; Brenner et al. 2000; Pluger et al. 2000; Sausbier et al. 2005). The resultant ‘spontaneous transient outward currents’ (STOCs) cause hyperpolarization of the cell membrane, thereby shutting off tonic Ca2+ entry through Cav1.2 channels. Therefore, the net result of the spark–STOC coupling is decreased global [Ca2+]i and vasorelaxation (Nelson et al. 1995; Gollasch et al. 1998).

Arterial VSMCs do not exhibit action potentials in vivo to elevate global [Ca2+]i. Instead, steady-state membrane VSMC depolarization increases voltage-dependent open probability of L-type channels, global [Ca2+]i, and presumably SR [Ca2+] (Jaggar et al. 2000). Ca2+ spark frequency at steady-state potentials is modulated by Ca2+ influx through L-type Ca2+ channels (Nelson et al. 1995; Jaggar et al. 1998; Remillard et al. 2002; Cheng & Jaggar, 2006). However, whether or not local Ca2+ influx regulates the probability of these rather ‘spontaneous’ sparks in arterial VSMCs is unresolved. An elevation in local Ca2+ from opening of L-type Ca2+ channels, elevated global [Ca2+]i, or increased luminal SR [Ca2+] could each contribute to the observed steady-state depolarization-induced increase in Ca2+ spark frequency and amplitude.

Recently, Santana et al. obtained images of brief Ca2+ fluxing through single L-type Ca2+ channels in arterial VSMCs (Navedo et al. 2005). Analogous to cardiomyocytes (Wang et al. 2001), these events were named ‘Ca2+ sparklets’. The authors also detected single or small clusters of L-type channels in VSMCs that operate in a high activity mode, creating sites of nearly continual Ca2+ influx (‘persistent Ca2+ sparklet sites’) even at hyperpolarized membrane potentials of 70 mV (Navedo et al. 2005, 2006). Sparklets could directly activate RyR to generate Ca2+ sparks in VSMCs (Navedo et al. 2005). However, a rather loose coupling between Ca2+ entry and spark frequency has been deduced from urinary bladder experiments (Collier et al. 2000; Kotlikoff, 2003). In contrast to arterial VSMCs, bladder cells typically produce contraction by generating action potentials to induce calcium-induced calcium release through RyRs (Imaizumi et al. 1998). However, since arterial smooth muscle produces only small, steady-state membrane depolarizations of a few millivolts to produce sustained calcium influx to elevate global [Ca2+]i, the coupling mechanism between Cav1.2 and RyRs in arterial smooth muscle is not clear.

Ca2+ can activate RyRs on the SR luminal side of the receptor (Ching et al. 2000). Recent evidence indicates that the frequency and amplitude of Ca2+ sparks depends steeply on the SR Ca2+ load in stomach muscle (ZhuGe et al. 1999). Experiments using phospholamban-deficient cerebral artery VSMCs supported this notion (Wellman et al. 2001). Spark-like Ca2+ release has been observed in aortic and cerebral VSMCs after chemical permeabilization of the cell membrane (Rueda & Valdivia, 2006) supporting the idea that spark initiation does not depend on a close L-type Ca2+ channel and RyR proximity. We tested the hypothesis that Cav1.2 channels contribute to global cytosolic calcium, which in turn influences luminal SR calcium and thus Ca2+ sparks in arterial VSMCs. We used VSMC-specific Cav1.2 channel gene inactivation in mice (SMAKO) (Moosmang et al. 2003). We provide evidence that rapid, local and tight coupling between the Cav1.2 channels and RyRs is not required to initiate Ca2+ sparks. We found that cytosolic [Ca2+]i itself contributes minimally to the acute triggering of physiologically relevant proportion of Ca2+ sparks. Instead the most eficacious Ca2+ spark trigger appears to be the luminal SR Ca2+, which is slowly loaded via Ca2+ influx through Cav1.2 channels.


    Methods
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
All animal experimental protocols were approved by the local animal care committees (Regierung von Oberbayern, Munich, Germany and LaGetSi, Berlin, Germany). The generation of mice deficient in the smooth muscle Cav1.2 Ca2+ channel (SMAKO, smooth muscle {alpha}1c-subunit Ca2+ channel knockout) has been described (Moosmang et al. 2003). Briefly, a conditional loxP-flanked allele (L2) of the Cav1.2 gene (i.e. exons 14 and 15) was generated by homologous recombination in R1 embryonic stem cells. In addition, mice carried a knock-in allele (SM-CreER T2 (ki)) (Kuhbandner et al. 2000), which expresses the tamoxifen-dependent Cre recombinase, CreER T2, from the endogenous SM22 {alpha} gene locus, which is selectively expressed in smooth muscle of adult mice. Thus, tamoxifen treatment of mice results in conversion of the loxP-flanked Cav1.2 allele (L2) into a Cav1.2 knockout allele (L1) specifically in SMC. Animals were kept under standard conditions with water and food ad libitum. At an age of 2–3 months, SMAKO mice (Cav1.2 l1/L2, SM-CreER T2 (ki)+/.) and corresponding control (CTR) mice (Cav1.2+/L2, SM-CreER T2 (ki)+/.) were I.P. injected with tamoxifen (2 mg day–1) for five consecutive days. After 3–4 weeks, mice were killed by cervical dislocation and the brain and tibial arteries were removed. Experiments were performed on the same day with arteries from litter-matched control and SMAKO mice.

Isolation of arterial VSMCs

SMCs from tibial and basilar arteries were isolated as described (Gollasch et al. 1998; Pluger et al. 2000). Briefly, the brain and tibial arteries were removed and quickly transferred to cold (4°C) oxygenated (95% O2–5% CO2) physiological salt solution (PSS) of the following composition (mM): 119 NaCl, 4.7 KCl, 25.0 NaHCO3, 1.2 KH2PO4, 1.8 CaCl2, 1.2 MgSO4, 0.026 EDTA and 11.1 glucose. The arteries were cleaned, cut into pieces and placed in a Ca2+-free Hanks' solution (mM): 55 NaCl, 80 sodium glutamate, 5.6 KCl, 2 MgCl2, 1 mg ml–1 bovine serum albumin (BSA, Sigma), 10 glucose and 10 Hepes (pH 7.4 with NaOH) containing 1.0 mg ml–1 papain (Sigma) and 1 mg ml–1 DTT for 15 (cerebral arteries) to 45 min (tibial arteries) at 36°C. The segments were then placed in Hanks' solution containing 1 mg ml–1 collagenase (Sigma, type F and H; ratio 30% and 70%) and 0.1 mM CaCl2 for 6 min (cerebral arteries) to 10 min (tibial arteries) at 36°C. Following several washes in Ca2+-free Hanks' solution (containing 1 mg ml–1 BSA), single cells were dispersed from artery segments by gentle trituration. Cells were then stored in the same solution at 4°C.

Ca2+ sparks

VSMCs were seeded onto glass coverslips and incubated with the Ca2+ indicator fluo-3-AM (5 µM) and pluronic acid (0.005%; w/v) for 30 min at room temperature in Ca2+-free Hanks' solution (Lohn et al. 2000; Pluger et al. 2000; Lohn et al. 2001a). After loading of the cells with fluo-3, the cells were washed with a Hepes-buffered physiological saline solution (Hepes-PSS) for 30–40 min at room temperature. The Hepes-PSS had the following composition (mM): 135 NaCl, 5.4 KCl, 1.8 CaCl2, 1 MgCl2, 10 Hepes and 10 glucose (pH 7.4 with NaOH). Single SMCs were imaged using a Bio-Rad (Munich, Germany) laser scanning confocal microscope attached to a Nikon Diaphot microscope (Furstenau et al. 2000; Lohn et al. 2001a). Images were obtained by illumination with a krypton–argon laser at 488 nm, and recording all emitted light above 500 nm. Ca2+ sparks were measured in Hepes-PSS. Cells were scanned in the ‘line scan’ mode for 10 s. Ca2+ spark analysis was performed off-line using custom software written in C++ by K. Essin. Ca2+ sparks were defined as local fractional fluorescence increases greater than 1.2. The site of a Ca2+ spark was determined as the centre of the spark at the time of its initiation. Ca2+ spark width was determined at 50% maximal amplitude; decay was measured from peak to half-maximal amplitude. The frequency was estimated as the number of detected sparks divided by the total scan time. The amplitudes were expressed as fractional fluorescence increase (F/F0) or in absolute values relative to the global resting cytosolic [Ca2+] using the following equation: (Cheng et al. 1993; Jaggar et al. 1998; Herrera et al. 2001)


Formula 1

(1)
where R is the fractional fluorescence increase (F/F0), [Ca2+]r is the free resting cytosolic Ca2+ concentration, and K is the apparent affinity of fluo-3 for Ca2+ (400 nM) (Cheng et al. 1993). [Ca2+]r was measured directly using Fura-2 in separate experiments (see below).

In the experiments to determine the first latency to occurrence of a Ca2+ spark after membrane depolarization, fast two-dimensional confocal microscopy was used in VSMCs clamped by the perforated whole-cell patch technique (see below). Cells were loaded with fluo-4-AM (5 µM) and pluronic acid (0.005%; w/v) for 30 min at room temperature in Ca2+-free solution (mM: 10 Hepes, 55 NaCl, 5.6 KCl, 80 sodium glutamate, 2 MgCl2, and 10 D-glucose; pH to 7.4 with NaOH) and washed for 30 min with Ca2+containing solution (for external solution for STOC recording, see below). Cells were clamped at –40 mV and depolarized according to the protocol presented in the online Supplemental Fig. 2, similar to that in Lopez-Lopez et al. (1995). Synchronicity of the command voltage onset and fluorescence measurment was achieved by means of light-emitting diode placed near the recording chamber and switched on and off from a D/A output of CED 1401 interface before and after the acqusition protocol. Images were taken at 25–50 frames s–1 on a PerkinElmer, Nipkow disc-based UltraView LCI confocal scanner linked to a fast digital camera. The confocal system was mounted in an inverted Diaphot microscope with a x40 oil-immersion objective (NA 1.3; Nikon). Fluo-4 was excited by the 488 nm line of an argon ion laser and emitted fluorescence was collected at wavelengths > 515 nm. Image analysis was done using PerkinElmer's ImagingSuite 5.2 software. Average fluorescence intensity outside of the cell was subtracted from the mean fluorescence intensities to correct for background fluorescence. After background correction, fluorescence versus time traces were further analysed in Origin 6.1 (OriginLab Corp., Northampton, MA, USA) and represent the averaged fluorescence from a region of interest (ROI) centred on the spark generating area. This ROI size was determined empirically to be the best compromise between temporal and spatial precision of Ca2+ sparks and the signal to noise ratio. Ca2+ spark amplitude was expressed as relative fluorescence increase F/F0, where F is the peak fluorescence and F0 is the baseline fluorescence in the ROI before Ca2+ spark appearance. The latency of occurrence of Ca2+ sparks was measured as the time elapsed from the onset of the pulse depolarization to the moment when Ca2+ spark amplitude reached 5–10% of its maximum.

K+ current recordings

K+ currents were measured by the conventional whole-cell or perforated whole-cell patch technique (Gollasch et al. 1996; Lohn et al. 2001a). In perforated patch recordings, whole cell access was achieved by amphotericin B within 10 min of seal formation at room temperature (20–24°C). Amphotericin B (Sigma) was dissolved in dimethyl sulfoxide (DMSO) and diluted into the pipette solution to 200 µg ml–1. Patch pipettes (resistance, 3–5 M{Omega}) were filled with a solution containing (mM): 110 potassium aspartate, 30 KCl, 10 NaCl, 1 MgCl2, 10 Hepes and 0.05 EGTA (pH 7.2). The external solution contained (mM): 134 NaCl, 6 KCl, 1 MgCl2, 2 CaCl2, 10 glucose and 10 Hepes (pH 7.4).

To clamp the global [Ca2+]i at different levels, STOCs were recorded in the conventional whole-cell mode using the following pipette solutions (mM): 80 potassium aspartate, 50 KCl, 10 NaCl, 1 MgCl2, 3 MgATP, 10 Hepes, 10 EGTA and different [CaCl2]i (pH 7.2). [CaCl2]i were 0.01, 4 and 8 mM and equalled 0.18, 120 and 1000 nM free cytosolic [Ca2+]. The free cytosolic [Ca2+] was calculated by the ‘Cabuf’ program written by Prof G. Droogmans (available at ftp.cc.kuleuven.ac.be/pub/droogmans/cabuf.zip) and based on the stability constants given by Fabiato & Fabiato (1979). To set the free [Ca2+]i at ~100 nM and the free [EGTA]i at different levels, STOCs were recorded in the conventional whole-cell mode using the following pipette solutions (mM): (a) 80 potassium aspartate, 45 KCl, 10 NaCl, 1 MgCl2, 3 MgATP, 10 Hepes, 17 EGTA and 7 CaCl2 (pH 7.2 with KOH) – (~10 mM free [EGTA]i, ~100 nM free [Ca2+]i); or (b) 80 potassium aspartate, 45 KCl, 10 NaCl, 1 MgCl2, 3 MgATP, 30 glucose, 10 Hepes, 1.7 EGTA and 0.7 CaCl2 (pH 7.2 with KOH) – (~1 mM free [EGTA]i, ~100 nM free [Ca2+]i); or (c) 80 potassium aspartate, 45 KCl, 10 NaCl, 1 MgCl2, 3 MgATP, 30 glucose, 10 Hepes, 0.17 EGTA and 0.07 CaCl2 (pH 7.2 with KOH) – (~0.1 mM free [EGTA]i, ~100 nM free [Ca2+]i). When indicated, 20 µM Fluo4-AM was added into the pipette solutions to monitor caffeine-induced Ca2+ release. Whole cell currents were recorded 5–7 min after disruption of the membrane.

Whole cell currents were recorded using an EPC 7 amplifier (List, Darmstadt, Germany), digitized at 5 kHz, using a CED 1401 series interface (Cambridge Electronic Design Ltd, Cambridge, UK), and CED patch and voltage clamp software version 6.08 or an EPC9 amplifier under contol of Pulse software (HEKA Electronik, Lambrecht, Germany). STOC latency to occurrence upon membrane depolarization was measured using the pulse protocol shown in the online Supplemental Fig. 2, similar to that in Lopez-Lopez et al. (1995). The latency of occurrence (or waiting time) of STOCs was measured as the time elapsed from the onset of the pulse depolarization to the peak of STOC minus 15 ms (average time to peak). STOC analysis was performed off-line using custom software written in C++ by K. Essin or Origin 6.1.

Recording of global intracellular [Ca2+]

Intracellular [Ca2+]i was monitored at ~35°C as described (Gollasch et al. 1991). Briefly, isolated tibial myocytes were loaded with 3 µM Fura-2-AM for 30 min in buffer solution (mM: 137 NaCl, 5.4 KCl, 1.8 CaCl2, 1 MgCl2, 10 Hepes and 5.6 glucose). In some experiments, cells were incubated with EGTA-AM at different concentrations (10 min) after the Fura-2-AM loading. [Ca2+]i was continuously recorded as fluorescence intensity (at 510 nm) at alternating 350 (F350) and 380 nm (F380) excitation wavelengths and their respective ratio (F350/F380) by using TILL vision devices (http://www.till-photonics.de). [Ca2+] was calculated using the following equation:


Formula 2

(2)
with Rmin and Rmax measured from ionomycin treated cells, and Kdbeta determined (Moosmang et al. 2003). The pooled mean values for Rmax, Rmin and Kdbeta were 8.97, 1.68 and 307 nM, respectively. Stimulation was performed by local application of caffeine (10 mM) via a syringe device. The resting global cytosolic [Ca2+]r was used for estimation of Ca2+ spark amplitudes.

Materials

Fluo-3-AM, Fluo-4-AM, EGTA-AM and Fura-2-AM were purchased from Molecular Probes (Eugene, OR, USA). Stock solutions (0.25 mM) of fluo-3-AM were made using DMSO as the solvent. Ryanodine was obtained from Calbiochem (Bad Soden, Germany). All salts and other drugs were obtained from Sigma-Aldrich (Deisenhofen, Germany) or Merck (Darmstadt, Germany). High external potassium solutions were made by iso-osmotic substitution of NaCl with KCl in the PSS.

All values are given as means ± S.E.M. Data were compared with Student's t test (P < 0.05). The term ‘n represents the cell number tested.


    Results
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
Elementary SR release in SMAKO cells

Figure 1A shows confocal line-scan images of representative tibial artery VSMC isolated from control and SMAKO mice. Ca2+ sparks were observed only in close proximity to the cell surface in both control and SMAKO cells. Ca2+ sparks in control cells had an estimated mean amplitude of 418 ± 26 nM, a mean rise time of 22.4 ± 1.3 ms, a decay half-life of 51.6 ± 4.4 ms, and a width at half-maximal amplitude of 3.3 ± 0.1 µm. The frequency of Ca2+ sparks was 1.1 ± 0.1 Hz (n = 162; Fig. 1B). In contrast, Ca2+ spark frequency and amplitude were reduced by ~50% and ~80% in SMAKO cells, compared to control cells. The Ca2+ spark frequency and estimated spark amplitude were 0.6 ± 0.1 Hz and 55 ± 7 nM in SMAKO cells (n = 79 cells) (Fig. 1B). However, the rise time, decay and width of Ca2+ sparks were not different in SMAKO cells. The mean rise time, decay and width were 20.8 ± 1.8 ms, 48.7 ± 5.9 ms and 3.2 ± 0.2 µm, respectively (n = 40 cells). Similar effects were observed in cerebral artery VSMCs (online Supplemental Fig. 1). Since SMAKO cells lack functional L-type Cav1.2 Ca2+ channels (Moosmang et al. 2003), the data indicate that Cav1.2 channels play an important role in the generation of VSMC Ca2+ sparks.


Figure 1
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Figure 1.  Ca2+ sparks in control and SMAKO tibial VSMC
A, upper panel, confocal line-scan image of fluo-3-loaded wild-type (WT) cell with the time course of Ca2+ sparks indicated below. The fluorescence time course of the Ca2+ sparks was determined over the line indicated by the two arrows. Each line-scan image is a plot of fluorescence along a scanned line (ordinate) versus time (abscissa). The line-scan image duration was 5 s, and each line was 4 ms. Lower panel, confocal line-scan image of a fluo-3-loaded SMAKO cell. Amplitudes of Ca2+ sparks are expressed as absolute values ({Delta}[Ca2+]i) relative to the global resting cytosolic [Ca2+]r at F0 using eqn (1). B, comparison of spatial–temporal characteristics of Ca2+ sparks in WT and SMAKO cells.

 
Simultaneous optical whole cell and electrical measurements indicate that virtually all Ca2+ sparks cause STOCs in arterial myocytes (Perez et al. 1999). We recorded STOCs to monitor elementary SR Ca2+ release events in VSMC from both wild-type and SMAKO mice. At steady-state membrane potentials of –40 mV, STOCs had a frequency of 2.6 ± 0.4 Hz, a mean amplitude of 28 ± 6 pA, a rise time of 14.8 ± 0.9 ms, and a decay time of 26.1 ± 2.5 ms in control cells (n = 12 cells) (Fig. 2). This membrane potential is similar to that of VSMC in intact pressurized arteries (Nelson et al. 1990). In contrast, the frequency and amplitude of STOCs at –40 mV were reduced by ~50% in SMAKO cells, compared to control cells (Fig. 2). However, we detected no difference in the rise and decay times in SMAKO cells (Fig. 2B). In SMAKO cells, STOCs had a frequency of 0.9 ± 0.4 Hz, a mean amplitude of 13 ± 2 pA, a rise time of 12.8 ± 1.3 and a decay time of 19.6 ± 2.4 (n = 12 cells) (Fig. 2B). At –20 mV and 0 mV, which represent voltages at which arterial Cav1.2 channels exhibit maximal steady-state currents and partial voltage-dependent inactivation, genetic inactivation of Cav1.2 channels resulted in reduced frequencies and amplitudes of STOCs (Fig. 2B). However, the rise and decay times of STOCs were not affected by inactivation of the Cav1.2 channel gene. Similar effects were observed in cerebral VSMCs (Supplemental Fig. 1). These results suggest that Cav1.2 channels are involved in the activation of RyR to generate Ca2+ sparks. The reduced STOC amplitude in SMAKO cells is consistent with reduced Ca2+ spark amplitude, which results in lower subsarcolemmal activator [Ca2+] (< 10–100 µM) to activate BK channels.


Figure 2
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Figure 2.  STOCs caused by Ca2+ sparks
A, STOCs in representative cells isolated from tibial arteries from control (upper panels, WT) and SMAKO mice (lower panels). The holding potential was stepwise increased in 20 mV increments from –40 mV to 0 mV. B, comparison of STOCs characteristics. The holding potential was –40 mV, –20 mV or 0 mV, *P < 0.05; n.s., not significant.

 
Effects of dihydropyridines on Ca2+-sparks

Dihydropyridines modulate the open probability of L-type Ca2+ channels (Catterall & Striessnig, 1992; Hofmann et al. 1999) and therefore should affect spark frequency in wild-type VSMCs. The effects of the dihydropyridines on Ca2+ sparks were studied between 1 and 15 min, between 15 and 30 min, and between 30 and 90 min after application of the drugs (Fig. 3A and C). Nimodipine (1 µM) did not affect Ca2+ sparks (n = 145), compared to control cells (n = 115) in the absence of the drug, when sparks were determined 1–15 min after application of nimodipine. However, nimodipine reduced the Ca2+ sparks frequency 15 and 90 min after application (Fig. 3C). As expected, the Cav1.2 channel activator BayK 8644 (1 µM) increased the frequency of Ca2+ sparks 60–90 min after application. BayK 8644 and nimodipine did not affect the decay and width of Ca2+ sparks (not shown).


Figure 3
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Figure 3.  Effects of L-type Ca2+ channel modulators on Ca2+ spark frequency in control (WT, A) and SMAKO (B) cells isolated from tibial arteries
Ca2+ sparks were recorded in the absence (Control) and presence of 1 µM BayK 8644 (BayK), 1 µM nimodipine (Nim), 30 mM KCl (KCl), and 30 mM KCl plus 1 µM nimodipine (KCl Nim); n ≥ 40 cells for each group. Cells were preincubated with the compounds for 30–90 min. C, summary of Ca2+ spark frequency. WT cells from tibial arteries were preincubated with 1 µM nimodipine for 1–15 min, 15–30 min and 30–90 min before the recording. n ≥ 40 for each group, *P < 0.05.

 
A characteristic of the dihydropyridine block is its voltage dependence (Catterall & Striessnig, 1992; Hofmann et al. 1999). Consistent with this characteristic, nimodipine (1 µM, 30–90 min) reduced the frequency of Ca2+ sparks in control cells depolarized by 30 mM KCl (Fig. 3A). In contrast, BayK 8644 (1 µM, 30–90 min), nimodipine (1 µM, 30–90 min) and 30 mM KCl had no effect on the Ca2+ spark frequency in SMAKO cells (Fig. 3B). Furthermore, nimodipine (1 µM) did not affect the Ca2+ spark frequency in SMAKO cells incubated in 30 mM KCl-containing bath solution (Fig. 3B). These data are consistent with the above results that functional L-type Cav1.2 channels modulate Ca2+ sparks.

We next measured STOCs in the absence and presence of dihydropyridines and Cd2+. The effects were analysed between 1 and 15 min after drug application. Figure 4 shows that BayK 8644 (1 µM), nimodipine (1 µM) or nimodipine (1 µM) plus the inorganic L-type Cav1.2 channel blocker Cd2+ (100 µM) did not affect STOCs in both control cells and SMAKO tibial artery VSMCs. Similar results were observed in cerebral VSMCs (not shown). However, STOCs were inhibited in control cells by ~50% after 30–90 min application of 1 µM nimodipine (not shown).


Figure 4
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Figure 4.  Effects of L-type Ca2+ channel modulators on STOC frequencies in wild type (A) and SMAKO (B) SMCs
Cells were preincubated for 1–15 min with the indicated compounds. STOCs were recorded at a holding potential of –20 mV. STOCs were recorded in the absence (Control) and presence of 1 µM BayK 8644 (BayK), 1 µM nimodipine (Nim), and 1 µM nimodipine plus 300 µM Cd2+ (Nim Cd). n ≥ 7 cells for each group.

 
The above results clearly indicate that the effects of nimodipine were time dependent but resembled the results obtained with the SMAKO VSMCs (Fig. 3C). A simple interpretation of the time dependency might be that the reduced Ca2+ spark frequency at the 30–90 min time point was possibly caused by a reduced global [Ca2+]i and subsequent SR Ca2+ load, since the dihydropyridines blocked the major Ca2+ influx pathway. This interpretation is in line with the finding that STOCs were not affected by nimodipine at early time points. From these results, we hypothesized further that rather than sensing the local elevation of [Ca2+]i in the microdomain near the pore of the Cav1.2 channel, smooth muscle RyRs were not sensitive to the opening of individual Cav1.2 channels, but rather required a global rise in [Ca2+]i. To test this hypothesis, we first sought to determine whether or not Ca2+ influx is required for initiation of Ca2+ sparks. Figure 5 shows that removal of external Ca2+ reduced the frequency of Ca2+ sparks by ~50% after 15 min in Ca2+-free solution, similar to the effects of Cd2+ and nimodipine (Bonev et al. 1997). In contrast, after 1–2 min in Ca2+-free solution the spark frequency was not changed (not shown). As a further test, we lowered the global cytosolic [Ca2+]i using 2-aminoethoxydiphenyl borate (2-APB), which inhibits Ca2+ release into the cytosol via IP3 receptors (Peppiatt et al. 2003; White & McGeown, 2003; Zima & Blatter, 2004), and blocks store-operated Ca2+ influx (Iwasaki et al. 2001; Peppiatt et al. 2003) through non-selective, Ca2+ permeable, cation TRPC channels (van Rossum et al. 2000; Clapham et al. 2001; Iwasaki et al. 2001) and SERCA (Bilmen et al. 2002). Figure 5 shows that 2-APB inhibited Ca2+ sparks and STOCs, with almost 100% inhibition at 50–100 µM. The effects of 2-APB were observed in the presence and absence of external Ca2+. These observations show that initiation of Ca2+ spark release can be regulated by changes of the global [Ca2+]i and the filling state of SR Ca2+ stores independent of the source of Ca2+ (influx or release).


Figure 5
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Figure 5.  Effects of external Ca2+ and 2-aminoethoxydiphenyl borate (2-APB) on Ca2+ spark and STOC frequency of control (WT) cells isolated from tibial arteries
A, Ca2+ sparks were recorded in the presence of 1.8 mM external Ca2+ (Control) and in nominally Ca2+-free solution (0 [Ca2+]o), 0 mM external Ca2+ plus 10 µM 2-APB, 0 mM external Ca2+ plus 50 µM 2-APB, and 50 µM 2-APB; n ≥ 30 cells per group. B, STOCs were recorded the absence (Control) and presence of 100 µM 2-APB at a holding potential of –20 mV (n = 5, each). *P < 0.05.

 
RyR stores are exposed to lower global cytosolic [Ca2+]i in SMAKO cells

Resting [Ca2+]i was lower in SMAKO cells compared to control cells (~30 nM versus ~130 nM in SMAKO versus control cells) (Fig. 6B), suggesting that steady-state [Ca2+]i is tightly controlled by Ca2+ influx through Cav1.2 channels. SR Ca2+ load can be analysed by the use of caffeine, which activates each of the RyRs. Caffeine (10 mM) evoked smaller Ca2+ transients in SMAKO cells, as compared to control cells (Fig. 6A and C), indicating that ryanodine-sensitive stores are depleted in SMAKO cells. We used a multipulse application protocol to further characterize the disrupted Ca2+ uptake into ryanodine-sensitive stores in SMAKO mice. Eight minutes after a conditioning caffeine pulse, subsequent applications of caffeine (10 mM) induced [Ca2+]i transients only in control cells, but not in SMAKO VSMCs. Caffeine did not induce [Ca2+]i elevations at earlier time points in both cell types. The poor recovery of the Ca2+ transient in SMAKO VSMCs again suggested that refilling of ryanodine-sensitive Ca2+ stores mainly depends on Ca2+ influx through Cav1.2 channels. The results support the interpretation that RyR stores are exposed to lower global cytosolic [Ca2+]i in SMAKO VSMCs resulting in a reduced driving force for SR Ca2+ loading and a reduced SR Ca2+ content. Furthermore, the data indicate that Cav1.2 channels significantly contribute to Ca2+ store refilling after Ca2+ store depletion in VSMC.


Figure 6
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Figure 6.  Effects of caffeine on [Ca2+]i in control (WT) and SMAKO cells isolated from tibial arteries
A, time course of caffeine's effect on [Ca2+]i. Horizontal lines indicate the presence of caffeine (10 mM) in the bath solution. B, comparison of resting [Ca2+]i in WT and SMAKO cells (n = 70, each). C, comparison of 10 mM caffeine-induced Ca2+ release in WT and SMAKO cells (n = 74 cells for each group). [Ca2+]i increases induced by the first application of caffeine (0 min) and after a time interval of 8 min are compared. The Ca2+ responses are normalized to the effects (100% response) of 10 mM caffeine in WT cells at 0 min. AUC, areas under the curve.

 
The source leading to increased [Ca2+]i and SR load is irrelevant for the induction of Ca2+ sparks

We next investigated whether or not RyRs are able to sense local Ca2+ entry by performing experiments in which we clamped the global [Ca2+]i at 0.18 nM, 120 nM and 1000 nM while maintaining high mobile intracellular Ca2+ buffer (10 mM EGTA). Figure 7A shows that STOCs were strongly controlled by the global cytosolic [Ca2+]i with significantly higher frequencies of STOCs at increasing global [Ca2+]i. Moreover, STOC frequencies were similar in SMAKO and control cells at identical [Ca2+]i suggesting that the source leading to increased [Ca2+]i is irrelevant for the induction of Ca2+ sparks.


Figure 7
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Figure 7.  Effects of clamped [Ca2+]i and EGTA-AM on Ca2+ spark, STOC frequency and caffeine-induced Ca2+ release in tibial VSMCs
A, STOCs were recorded in the whole-cell mode at –40 mV for 2 min. [Ca2+]i was clamped to 0.18, 120 or 1000 nM in control (WT) and SMAKO cells (n ≥ 8, each). B, effects of different concentrations of EGTA-AM on Ca2+ spark frequency in WT cells (n ≥ 30, each). C, effects of different concentrations of EGTA-AM on caffeine-induced Ca2+ release in WT cells (n ≥ 10, each). The Ca2+ responses were normalized to the effect of 10 mM caffeine (100% response) in control cells. AUC, area under the curve.

 
The intimate association between the trigger Cav1.2 L-type channel and target RyR is not a prerequisite to generate Ca2+ sparks. The effective distance between a single L-type Cav1.2 channel and RyR within the T-tubular membrane in cardiomyocytes has been estimated to be < 100 nm based on the finding that excess concentrations of intracellular mobile slow, high affinity Ca2+ buffers such as EGTA (10 mM) do not disrupt the release of Ca2+ sparks by L-type Ca2+ channel opening (Collier et al. 2000). To examine the spatial separation of Cav1.2 channels and RyRs in VSMCs, we sought to determine whether or not Ca2+ sparks disappear in the presence of high concentrations of the membrane-permeant EGTA-AM. As shown in Fig. 7B, Ca2+ sparks were completely inhibited by 3 mM EGTA-AM (EC50 1 mM), whereas Ca2+ sparks were not affected in rat cardiomyocytes under similar conditions (EGTA, up to 17 mM) (Collier et al. 2000). Caffeine-induced Ca2+ release was also inhibited by EGTA-AM in a similar concentration range (Fig. 7C), which indicates that the effects of EGTA-AM may result from reduced global [Ca2+]i and/or reduced SR Ca2+ content. To differentiate between these possibilities, we performed whole-cell recordings of STOCs and clamped the free cytosolic [Ca2+] at ~100 nM and the free [EGTA]i at 0.1, 1 and 10 mM (see methods for solution compositions). Figure 8A shows that despite similar free [Ca2+]i the frequency and amplitude of STOCs decreased with increasing concentrations of free [EGTA]i. Free [EGTA]i at 10 mM almost completely abolished STOCs at –40 mV. Figure 8B shows that these changes were associated with a reduced SR Ca2+ content, as indicated from reduced caffeine-induced Ca2+ release. Thus, in contrast to cardiomyocytes, [EGTA]i at 10 mM inhibits the generation of VSMC Ca2+ sparks by depletion of ryanodine-sensitive SR Ca2+ stores.


Figure 8
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Figure 8.  Effects of different [EGTA]i on STOC frequency and caffeine-induced Ca2+ release in tibial VSMCs
The free intracellular Ca2+ concentration [Ca] was clamped at 100 nM. A, STOC frequency and amplitude recorded in the whole-cell mode at –40, –20 and 0 mV for 2 min. Free [EGTA]i was set to 0.1, 1 or 10 mM (n cells ≥ 10, each concentration); free [Ca] was 100 nM. B, left, caffeine-induced Ca2+ release in cells loaded with free [Ca2+]i at 100 nM and free EGTA at 0.1 mM (upper panel) and with free [Ca2+]i at 100 nM and free EGTA at 10 mM (lower panel). The holding potential was –40 mV. Right, summary of the results. The Ca2+ responses were normalized to the effect of 10 mM caffeine (100% response). AUC, areas under the curve. (n ≥ 6 cells, each.)

 
Triggering of Ca2+ sparks is not controlled by rapid, direct cross-talk between Cav1.2 channels and RyRs. We next studied cross-signalling between L-type channels and RyRs using an approach based on Poisson statistical analysis of frequency of activation and first latency of elementary events (Lopez-Lopez et al. 1995; Klein et al. 1997; Cleemann et al. 1998; Collier et al. 1999). To satisfy the assumption underlying the Poisson distribution that open events are rare, we monitored elementary Ca2+ release events in cells treated with an L-type channel blocker upon depolarization steps (Supplemental Fig. 2). Elementary Ca2+ release events were first recorded by direct confocal imaging of Ca2+ sparks in wild-type cells treated with 300 nM nimodipine. Figure 9A represents histograms of the latencies from the beginning of the depolarization to the time of occurrence of the first identified sparks – first-latency histograms. The amplitude of Ca2+ sparks was independent of voltage (Fig. 9B), which is similar to cardiac and skeletal muscle (Lopez-Lopez et al. 1995; Klein et al. 1997; Cleemann et al. 1998; Collier et al. 1999). However, unlike cardiac and skeletal muscle, the first-latency histograms only slightly depended on the depolarization level and peaked at a relatively positive potential, i.e. ~ +20 mV (Fig. 9D) (Lopez-Lopez et al. 1995; Klein et al. 1997; Cleemann et al. 1998; Collier et al. 1999). Furthermore, average latencies between –30 mV and +50 mV occurred at ≥ 100 ms (Fig. 9C), which is not characteristic for L-type channels (Marks & Jones, 1992; Slesinger & Lansman, 1996) and Ca2+ sparks in cardiomyocytes (Lopez-Lopez et al. 1995; Klein et al. 1997; Cleemann et al. 1998; Collier et al. 1999). Thus, the results did not reflect the expected voltage dependency and kinetics of single L-type channels (Lopez-Lopez et al. 1995; Cleemann et al. 1998; Collier et al. 1999). The results were confirmed by electrical STOCs recordings and analysis of first-latency and all-latency histograms (see Results in online Supplemental material, and Supplemental Figs 4–7). The observation that the first-latency and all-latency histograms have different waveforms implies that the release waveform is not determined by the time course of first event activation, with relatively fewer re-openings, as is the case in skeletal and cardiac muscle (Lopez-Lopez et al. 1995; Klein et al. 1997; Cleemann et al. 1998; Collier et al. 1999; Shen et al. 2004).


Figure 9
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Figure 9.  Analysis of first-latency events (Ca2+ sparks)
A, histograms of first-latency events from the start of the depolarization to the first identified Ca2+ spark. Plots show histograms of latencies to the onset of Ca2+ sparks elicited by 500 ms depolarizing pulses to the indicated membrane potentials (–30 mV, –20 mV, –10 mV, 0 mV, +10 mV, +20 mV, +30 mV, +40 mV, +50 mV, +60 mV, +70 mV, +80 mV, +90 mV and +100 mV) for wild-type tibial VSMCs (300 nM nimodipine; n = 15 cells of 5 mice). B, amplitude of first-latency Ca2+ sparks was plotted as a function of the depolarizing voltage. C, average latency of first-latency Ca2+ sparks was plotted as a function of the depolarizing voltage. D, first-latency histogram peak NSparks/s was plotted as a function of depolarizing voltage. The continuous lines represent polynomial second order fits to the data. Curve fitting revealed maximal values of peak NSparks/s at 18.8 mV.

 

    Discussion
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 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
In cardiac and skeletal muscle, the intimate association between the trigger Cav1.x L-type channel and target RyR is a prerequisite to generate Ca2+ sparks from single CRU (Cheng et al. 1993; Cannell et al. 1995; Lopez-Lopez et al. 1995; Tsugorka et al. 1995; Klein et al. 1997; Wang et al. 2001). We studied the mechanism and contribution of Cav1.2 channels in Ca2+ spark generation in VSMC by inactivating the VSMC pore-forming {alpha}1 subunit of the Cav1.2 channel. Although the importance of the Cav1.2 Ca2+ channel for proper function of arterial VSMCs is beyond reasonable doubt, this study clearly demonstrates that the intimate association between the trigger Cav1.2 L-type channel and target RyR is a not a prerequisite for the generation of Ca2+ sparks in VSMCs.

Rapid, local and tight coupling between the Cav1.2 channels and RyR is not required

Our data show that Cav1.2 channels do not directly control RyRs in the CRU via elevation of Ca2+ locally restricted at the cytosolic site of the Cav1.2 channels in VSMCs. We reach this conclusion for several reasons. First, the effects of nimodipine resembled the results obtained with the SMAKO VSMCs but developed extremely slowly over many minutes. This observation is in contrast to the rapid inhibitory effects of this drug on L-type channels, which can be observed within seconds (Ruth et al. 1985; McCarthy & Cohen, 1989; Lohn et al. 2002). The failure of nimodipine to induce rapid (within seconds) inhibition of Ca2+ sparks indicates that many of the RyRs in the CRU are not directly controlled by high local [Ca2+]i caused by the opening of adjacent Cav1.2 channels. Second, the robustness and latency analysis showed that the Ca2+ release events did not reflect the voltage dependency and kinetic properties of single L-type channels. In these experiments, we first analysed the histograms of these events using VSMC cells treated with an L-type channel blocker to satisfy Poisson distribution of Cav1.2 channel openings (Lopez-Lopez et al. 1995; Collier et al. 1999). Unlike in cardiac muscle, the histograms of these events did not show steep bell-shaped curves characteristic for Ca2+ sparks triggered by an elevation in local cytosolic Ca2+ from single L-type Ca2+ channels (Lopez-Lopez et al. 1995; Cleemann et al. 1998; Collier et al. 1999). In addition, we also found that important features of the nimodipine-treated VSMC histograms, namely those cells with low Cav1.2 channel activity, did not differ from histograms of control cells (with high Cav1.2 channel activity) and from SMAKO cells (without Cav1.2 channels). Third, Ca2+ sparks were completely suppressed by excessive concentrations of a slow, high affinity cytosolic Ca2+ buffer (millimolar concentrations of EGTA), which suppresses global cytosolic [Ca2+] and causes a slow depletion of ryanodine-sensitive SR Ca2+ content in VSMCs, but which should not affect Ca2+ communication between Cav1.2 channels and RyR occurring on the nanometer scale (Stern, 1992; Collier et al. 2000). Finally, the substantially reduced frequency and amplitude of Ca2+ sparks in SMAKO VSMCs were completely reversed by elevating cytosolic Ca2+ levels demonstrating that the source leading to increased global [Ca2+]i is irrelevant for the induction of Ca2+ sparks. Taken together, these results strongly suggest that the intimate association between the trigger Cav1.2 L-type channel and target RyRs is not crucial for RyRs to generate Ca2+ sparks in VSMCs. Therefore, we suggest that the intermolecular mechanisms leading to elementary SR Ca2+ release differ substantially between arterial, cardiac and skeletal muscle (Lopez-Lopez et al. 1995; Klein et al. 1997; Grabner et al. 1999; Collier et al. 2000; Papadopoulos et al. 2004).

Cav1.2 channels contribute to global cytosolic [Ca2+], which in turn influences luminal SR calcium and thus Ca2+ sparks. Our study shows that the substantially reduced frequency and amplitude of Ca2+ sparks in SMAKO VSMCs is associated with lower global [Ca2+]i levels and reduced SR Ca2+ load. The data indicate that the cytosolic [Ca2+] is mainly determined by Ca2+ influx through Cav1.2 channels. We provided direct evidence and observed that these effects are completely reversed by elevating cytosolic Ca2+ levels (Fig. 7A). Our results indicate that cytosolic [Ca2+]i itself contributes minimally to the acute triggering of the physiologically relevant proportion of Ca2+ sparks. This conclusion is based on the following findings. First, RyRs in situ are relatively insensitive to global cytosolic Ca2+ levels (Jaggar et al. 2000). Second, the probability and latency histograms between SMAKO, nimodipine-treated and control cells were not different, despite the fact that the voltage steps used in these experiments induced relatively rapid increases in global [Ca2+]i from ~100 nM to ~300 nM (within 500 ms to 1 s) in wild-type VSMCs, but not in VSMCs without functional L-type channels (Kamishima & McCarron, 1996; Kamishima et al. 2000; Lohn et al. 2001b). Similar data were obtained in wild-type tibial VSMCs, but not in SMAKO cells (K. Essin & M. Gollasch, unpublished observations). In agreement with these suggestions, rapid (for instance, caffeine or thapsigargin) or slow (phospholamban deficiency) modulation of SR Ca2+ load has profound direct effects on both amplitudes and frequency of Ca2+ sparks and STOCs, which follows the time course of depletion or uploading SR [Ca2+] (Nelson et al. 1995; Bychkov et al. 1997; Lohn et al. 2001a; Wellman et al. 2001). Furthermore, increasing levels of cytosolic [EGTA] dramatically reduced both the frequency and amplitude of STOCs in VSMCs, despite [Ca2+]i being clamped at similar levels, i.e. 100 nM (Fig. 8A). These effects were associated with SR Ca2+ depletion (Fig. 8B) and resembled the effects observed in SMAKO cells. The data indicate that, in VSMCs, the luminal SR Ca2+ represents a very important physiological Ca2+ signal for activating elementary Ca2+ release. The luminal SR Ca2+ is controlled by relatively slow Ca2+ uptake from the global cytosolic [Ca2+]. The advantage of the rigorous SR Ca2+ defined regulation of Ca2+ sparks is uncoupling spark formation from rapid changes in global cytosolic [Ca2+] to enable a robust and stabile function of the Ca2+ spark/STOC pathway to lower global [Ca2+] and vascular tone.

Steady-state Ca2+-influx in SMAKO cells

In SMAKO cells, the global cytosolic [Ca2+] is only 16% of wild-type cells. In contrast, SR Ca2+ stores (Fig. 6) and Ca2+ spark frequency are reduced by only ~50% in SMAKO cells, which is similar to the effects of nimodipine in wild-type cells. Importantly, the acute removal of Ca2+ from the extracellular solution produced effects similar to nimodipine, namely a reduction in the Ca2+ spark frequency by ~50%. The remaining Ca2+ sparks were completely blocked by 2-APB (Fig. 6). The blocking effects of the IP3 receptor antagonist 2-APB on Ca2+ sparks have been previously reported in portal vein VSMCs. Crosstalk between IP3 receptors and RyRs has been proposed (Gordienko & Bolton, 2002). Taking into consideration the ability of 2-APB to non-selectively inhibit cation channels, for example TRP related channels (Albert & Large, 2006; Owsianik et al. 2006), an alternative explanation could be that ion influx though non-selective cation channels may serve as additional important regulators of Ca2+ sparks in arterial VSMCs. Possibly, these channels can function as caveolemmal Ca2+ channels that may produce a subpopulation of Ca2+ sparks in caveolar microdomains (Lohn et al. 2000). Future studies would clarify the possible role of TRP channels in the regulation of Ca2+ sparks in VSMCs.

In conclusion, Cav1.2 channels are important regulatory proteins in the indirect control of Ca2+ sparks in arterial VSMCs. We found that Cav1.2 channel genetic inactivation substantially lowers resting global [Ca2+]i, which in turn reduces slowly luminal SR calcium and thus Ca2+ sparks. We found that rapid, local and tight coupling between the Cav1.2 channels and RyRs is not required to initiate Ca2+ sparks. The slow, indirect coupling between Cav1.2 channels and RyRs is in excellent agreement with the physiological function of Ca2+ sparks to serve as robust and stable negative feedback regulators for the global [Ca2+]i and arterial tone.


    Footnotes
 
This paper has online supplemental material.


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