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J Physiol Volume 567, Number 3, 757-769, September 15, 2005 DOI: 10.1113/jphysiol.2005.093195
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A single CaVß can reconstitute both trafficking and macroscopic conductance of voltage-dependent calcium channels

Stanislava Dalton1, Shoji X Takahashi1, Jayalakshmi Miriyala1 and Henry M Colecraft1

1 Calcium Signals Laboratory, Department of Biomedical Engineering, Johns Hopkins University School of Medicine, Baltimore, MD 21205, USA


    Abstract
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
Voltage-dependent calcium-channel ß subunits (CaVß) strongly modulate pore-forming {alpha}1 subunits by trafficking channel complexes to the plasma membrane and enhancing channel open probability (Po). Despite their central role, it is unclear whether binding of a single CaVß, or multiple CaVßs, to an {alpha}1 subunit governs the two distinct functions. Conventional experiments utilizing coexpression of {alpha}1 and CaVß subunits have been unable to resolve the ambiguity due to difficulties in establishing their stoichiometry in functional channels. Here, we unambiguously establish a 1: 1 stoichiometry by covalently linking CaVß2b to the carboxyl terminus of {alpha}1C (CaV1.2), creating {alpha}1C·ß2b. Recombinant L-type channels reconstituted in HEK 293 cells with {alpha}1C·ß2b supported whole-cell currents to the same extent as channels reconstituted via coexpression of the individual subunits. Analysis of gating charge showed {alpha}1C·ß2b fully restored channel trafficking to the plasma membrane. Co-transfecting CaVß2a with {alpha}1C·ß2b had little further impact on function. To rule out the possibility that fused CaVß2b was interacting in trans with neighbouring {alpha}1 molecules, {alpha}1C·ß2b was cotransfected with {alpha}1B (CaV2.2), and pharmacological block with nimodipine showed an absence of {alpha}1B trafficking. These results establish that association of a single CaVß with a pore-forming {alpha}1 subunit captures the functional essence of HVA calcium channels, and introduce {alpha}1–CaVß fusion proteins as a powerful new tool to probe structure–function mechanisms.

(Received 21 June 2005; accepted after revision 12 July 2005; first published online 14 July 2005)
Corresponding author H. M. Colecraft: Calcium Signals Laboratory, Department of Biomedical Engineering, Johns Hopkins University School of Medicine, 720 Rutland Avenue, 726 Traylor Building, Baltimore, MD 21205, USA. Email: hcolecra{at}bme.jhu.edu


    Introduction
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
High-voltage-activated (HVA) calcium channels are hetero-multimeric protein complexes comprised minimally of a pore-forming {alpha}1-subunit (CaV1.1–1.4; CaV2.1–2.3), and auxiliary ß (CaVß1–CaVß4), {alpha}2{delta} ({alpha}2{delta}-1–{alpha}2{delta}-3), and sometimes {gamma} subunits (Catterall, 2000). These proteins control Ca2+ fluxes that underlie critical biological functions ranging from muscle contraction to hormone and neurotransmitter release. Auxiliary CaVß subunits play a crucial role in the functional maturation of HVA calcium channels: each of the four CaVßs can interact promiscuously with any of the seven known HVA calcium-channel {alpha}1 subunits to promote membrane trafficking of the associated {alpha}1 (Chien et al. 1995; Brice et al. 1997; Yamaguchi et al. 2000; Colecraft et al. 2002; Takahashi et al. 2004), to increase channel Po (Singer et al. 1991; Costantin et al. 1998; Hullin et al. 2003; Takahashi et al. 2004), and to produce hyperpolarizing shifts in the voltage-dependence of channel activation (Singer et al. 1991; Perez-Reyes et al. 1992; De Waard et al. 1994; Jones et al. 1998).

The powerful impact of CaVßs on HVA calcium-channel operation logically focuses attention on the interaction between {alpha}1 and CaVß subunits as a promising locus to modify calcium-channel behaviour. Indeed, this interaction is the target for physiological down-regulation of calcium currents by the Rem, Rad, Kir/Gem (RGK) family of Ras-like GTPases (Beguin et al. 2001; Finlin et al. 2003), and serves as the basis for high-throughput identification of novel pharmacological inhibitors of HVA calcium-channel activity (Young et al. 1998). A deeper mechanistic understanding of the HVA {alpha}1–CaVß interaction is important for both appreciating its physiological ramifications, as well as potentially hastening the discovery of new calcium-channel therapeutics.

A fundamental ambiguity of HVA calcium-channel structure relates to the functional stoichiometry of {alpha}1 to CaVß (Birnbaumer et al. 1998; Canti et al. 2001; Jones, 2002; Dolphin, 2003). Specifically, it is unclear whether the fully functional channel is comprised of an {alpha}1 subunit associated with single or multiple CaVß subunits. Biochemical studies initially established that {alpha}1 and CaVß subunits copurify in an equimolar ratio (Witcher et al. 1993); the uncertainty arises from studies which indicate that trafficking and gating-modulation are separable functions dependent on distinct CaVß concentrations. In Xenopus oocytes, expression of {alpha}1 without exogenous CaVß leads to recovery of low-amplitude currents that activate at relatively depolarized potentials, compared to channels obtained by coexpressing {alpha}1 and CaVß (Singer et al. 1991; Perez-Reyes et al. 1992; Birnbaumer et al. 1998). However, the presumed {alpha}1-alone currents are abolished by antisense oligonucleotides against a subsequently identified endogenous Xenopus CaVß (CaVßXO) (Tareilus et al. 1997). These results suggested that there is sufficient endogenous CaVßXO in the Xenopus expression system to fully traffick {alpha}1 subunits to the plasma membrane, but not to modulate gating (Tareilus et al. 1997; Birnbaumer et al. 1998). In agreement, careful titration of the amount of CaVß3 coexpressed with CaV2.2 in Xenopus oocytes indicated that the concentration of CaVß3 required to traffick channels to the plasma membrane is nearly an order of magnitude less than that required to modulate channel gating (Canti et al. 2001). Furthermore, acute application of purified CaVß protein was found to modulate the gating of pre-existing calcium channels in the plasma membrane (Yamaguchi et al. 1998; Garcia et al. 2002).

These data are consistent with two mutually exclusive interpretations of the functional stoichiometry of the {alpha}1–CaVß interaction (Birnbaumer et al. 1998; Jones, 2002; Dolphin, 2003). In the ‘single-CaVß-binding’ model, CaVß binds to {alpha}1 at the endoplasmic reticulum (ER) to promote translocation to the plasma membrane. At low CaVß concentrations, reversible unbinding of CaVß from {alpha}1 favours a significant steady-state fraction of low-activity CaVß-less channels in the plasma membrane. At high CaVß concentrations, the equilibrium is shifted towards high-activity (CaVß-bound) channels (Fig. 1A). Thus, a single CaVß is responsible for both trafficking and enhancing the channel Po. Alternatively, in the ‘multiple-CaVß-binding’ model, trafficking and gating-modulation are mediated by distinct CaVß subunits (Fig. 1B). As before, a CaVß binds to an {alpha}1 to promote channel trafficking. After insertion into the plasma membrane, the high-affinity interaction between {alpha}1 and CaVß persists. By contrast to the single-CaVß model, these {alpha}1 + CaVß channels exhibit low gating activity, and binding of a second CaVß to a distinct lower affinity site is required for high gating activity. Distinguishing between these two models is fundamental to mechanistic understanding of CaVß function, and has important implications for rational manipulation of the {alpha}1–CaVß interaction to regulate calcium-channel activity.



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Figure 1.  Alternative models proposed for the functional stoichiometry of high-voltage-activated calcium-channel {alpha}1–ß subunit interaction
A, the single-CaVß-binding model. A single CaVß subunit binds to the {alpha}1 subunit at the endoplasmic reticulum (ER) membrane resulting in trafficking of the {alpha}1–ß complex to the plasma membrane. At the plasma membrane, a reversible 1: 1 interaction between {alpha}1 and CaVß subunits switches the channel between low- and high-Po modes. B, the multiple-CaVß-binding model. A CaVß binding to an {alpha}1 subunit at the ER membrane is also responsible for trafficking the {alpha}1-ß channel complex to the plasma membrane. However, this CaVß does not dissociate from the channel complex, which gates in a low-Po mode. Binding of an additional CaVß subunit (or subunits) switches the channel complex to a high-activity gating mode.

 
A key obstacle to discriminating between the two models is that in traditional coexpression studies it is practically impossible to distinguish the precise stoichiometry of {alpha}1 and CaVß subunits present in functional channels. Here, we take the novel approach of covalently linking an {alpha}1C subunit (CaV1.2) to a CaVß2b subunit, thus ensuring a 1: 1 stoichiometry in transfected HEK 293 cells. We find that a single CaVß is necessary and sufficient to completely reconstitute both channel trafficking and macroscopic conductance. We conclude that the single-CaVß model captures the functional essence of HVA calcium channels.


    Methods
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
Molecular biology

A truncation mutant of {alpha}1C ({alpha}1C[1905]), and {alpha}1C–CaVß fusion proteins ({alpha}1C[1905]·ß2b, {alpha}1C·ß2b, {alpha}1C·ß2b[P235R]) were constructed using rabbit {alpha}1C/pGW1 (Wei et al. 1991) and human CaVß2b/pAd CIG (Takahashi et al. 2003) expression vectors as backbones. To generate {alpha}1C[1905]/pGW1, we inserted a stop codon after residue E1905 of {alpha}1C by polymerase chain reaction (PCR) amplifying {alpha}1C/pGW1 using the following upstream and downstream primers, respectively: (primer 1) CACCATCTGGATGAATTTAAAAGAATC and (primer 2) TCTAGACTACTCCTCCGGGGGCGCCAGTTG. The resulting PCR fragment was ligated into {alpha}1C/pGW1 using BstEII/XbaI sites, generating {alpha}1C[1905]/pGW1.

The {alpha}1C[1905]·ß2b construct was generated by overlap extension PCR as follows. {alpha}1C[1905]/pGW1 was used as a template in a PCR reaction with primer 1 and the following downstream primer: (primer 3) CTCCTCCGGGGGCGCCAGTTGTCG. A second PCR using human CaVß2b/pAd CIG as template was carried out using the following upstream and downstream primers, respectively: (primer 4) CTGGCGCGCCCGGAGGAGGGTGGTGGTGGTATGCTTGACAGACGCCTT and (primer 5) GCGTACAAGGGTACCGCAATACCG. The two PCR fragments were used as templates in an overlap-extension PCR reaction using primers 1 and 5. A BstEII/Xba1 cassette from the overlap extension PCR product was transferred to {alpha}1C[1905]/pGW1, generating {alpha}1C[1905]·ß2b/pGW1 in which CaVß2b is attached to {alpha}1C[1905] via a 4-glycine linker.

The {alpha}1C·ß2b construct was generated using a strategy similar to that described above for {alpha}1C[1905]·ß2b. The {alpha}1C/pGW1 construct was used as template in a PCR reaction with the following upstream and downstream primers, respectively: (primer 6) GCAGTGGCGGGCCTGAGTCCCCTC, and (primer 7) CAGGCTGCTGACGCCGGCCCTGCG. Human CaVß2b/pAd CIG was used as template in a second PCR using the following upstream primer: (primer 8) GCCGGCGTCAGCAGCCTGGGTGGTGGTGGTATGCTTGACAGACGCCTTATAG in conjunction with primer 5. The two PCR products were used in an overlap extension reaction with primers 6 and 5. An RsrII/XbaI cassette from the overlap extension PCR product was transferred into {alpha}1C/pGW1, generating {alpha}1C·ß2b/pGW1, in which CaVß2b is attached to the carboxyl terminus of {alpha}1C via a 4-glycine linker.

The point mutant fusion protein, {alpha}1C·ß2b[P235R], was generated by overlap extension PCR using {alpha}1C·ß2b as template. The first PCR reaction was performed using primer 8 and the following downstream primer: (primer 9) CTTCAGAGAACGGCCCACTAGGAC (mutated base underlined). The second PCR reaction was performed using the following upstream and downstream primers, respectively: (primer 10) GTCCTAGTGGGCCGTTCTCTGAAG and (primer 11) AGGTCGACTCTAGAGCGGCCGCCA. The two PCR products were used in an overlap extension reaction, and a SfuI/XbaI cassette from the resulting product transferred into {alpha}1C·ß2b/pGW1 to generate {alpha}1C·ß2b[P235R]/pGW1. Pfu polymerase (Strategene, La Jolla, CA, USA) was used to increase fidelity in all PCR reactions. All PCR products were verified by sequencing.

Cell culture and transient channel expression

Low passage number human embryonic kidney (HEK 293) cell cultures (< 20 passages) were maintained as previously described (Brody et al. 1997). Cells were transiently transfected 24 h after passage using the calcium-phosphate precipitation method with 8 µg each of CMV expression plasmids encoding the indicated calcium-channel subunits [rabbit {alpha}1C (Wei et al. 1991); {alpha}1C[1905]; human CaVß2b (Takahashi et al. 2003); {alpha}1C·ß2b; and rat {alpha}2{delta} (Tomlinson et al. 1993)] and 3 µg of T antigen.

Electrophysiology

Electrophysiological experiments were performed as previously described (Takahashi et al. 2004). Whole-cell recordings were performed at room temperature, 2–3 days after transfection, using an EPC8 patch-clamp amplifier (HEKA Electronics, Lambrecht/Pfalz, Germany) controlled by PULSE software. Patch pipettes were fashioned from 1.5-mm thin-wall glass with filament (WPI, Waltham, MA). Patch pipettes typically had a series resistance of 2–4 M{Omega}, compensated 50–70%, when filled with an intracellular solution containing (mM): 135 caesium methanesulphonate (Cs-MeSO3), 5 CsCl, 5 EGTA, 1 MgCl2, 4 MgATP (freshly added on the day of patch-clamp experiments), and 10 Hepes (pH 7.3, adjusted with CsOH). Cells were continuously perfused with an external solution containing (mM): 140 tetraethylammonium (TEA) MeSO3, 10 Hepes, 5 BaCl2 (pH 7.4, adjusted with TEA-OH). The standard electrophysiological protocol consisted of a family of 20-ms test pulse depolarizations (from –40 to +120 mV) used to evoke currents from a –90-mV holding potential, followed by a repolarization to –50 mV to measure tail currents. Current signals were sampled at 25 kHz and filtered at 10 kHz, with leak and capacitive transients subtracted using a P/8 protocol. Traces were acquired at a repetition interval of 15 s.

Data and statistical analysis

Data were analysed off-line using PULSEFIT (HEKA Electronics). Peak current amplitudes during the test pulse were normalized by cell capacitance to provide the current density (Jpeak). Integration of ON gating currents recorded at the reversal potential to provide gating charge (QON) was performed in Origin (OriginLab Corp., Northampton, MA, USA). J–V relationships were fitted to the following equation:


{tjp_1106_m1}

where J is the whole-cell current density (pA pF–1), G is the specific conductance (pA pF–1 mV–1), Vrev is the reversal potential (mV), V1/2 is the voltage of half-maximal activation (mV), and k is a slope factor (mV). Statistical analyses were performed in Microsoft Excel using built-in functions. Pooled data are represented as means ± S.E.M.; P-values were calculated using Student's two-tailed t test, with P < 0.05 considered statistically significant.


    Results
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
Robust modulation of truncated CaV1.2 ({alpha}1C[1905]) by coexpressed CaVß2b in HEK 293 cells

The traditional experimental approach towards investigating the functional effects of CaVß on HVA calcium channels has been to compare the properties of recombinant channels reconstituted by expressing HVA calcium-channel {alpha}1 subunits, either with or without CaVß in heterologous expression systems. Figure 2 shows the characteristic powerful impact of CaVß on the functional expression of recombinant calcium channels, as reported by the conventional coexpression approach. Transfection of HEK 293 cells with cDNA for a truncated CaV1.2 ({alpha}1C[1905]) subunit and {alpha}2{delta} resulted in the recovery of small-amplitude recombinant L-type calcium-channel currents in ~70% of selected cells (Fig. 2A and B). Co-expression of CaVß2b with {alpha}1C[1905]/{alpha}2{delta} dramatically increased the amplitude of recorded calcium-channel currents across the entire range of membrane voltages as indicated by exemplar traces (Fig. 2C and D), and population peak current density vs. voltage (JpeakV; Fig. 2E) and tail-current vs. voltage (ItailV; Fig. 2F) curves. Overall, peak current density obtained with {alpha}1C[1905] + CaVß2b channels were over 10-fold larger than those obtained with CaVß-less {alpha}1C[1905] (current density at 0 mV, Jpeak,0mV = 4.05 ± 0.39 pA pF–1, n = 7, for {alpha}1C[1905]/{alpha}2{delta}; Jpeak,0mV = 47.9 ± 11.8 pA pF–1, n = 6, for {alpha}1C[1905]/CaVß2b/{alpha}2{delta}; P < 0.05).



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Figure 2.  Robust modulation of recombinant L-type channels by coexpressed CaVß2b subunit
A, schematic diagram of the {alpha}1C[1905] subunit. B, exemplar whole-cell currents obtained from a HEK 293 cell transfected with {alpha}1C[1905] + {alpha}2{delta}. C, schematic diagram of {alpha}1C[1905] + CaVß2b. D, exemplar whole-cell currents obtained from a cell cotransfected with {alpha}1C[1905] + CaVß2b + {alpha}2{delta}. Co-expression with CaVß results in a marked increase in whole-cell current amplitude compared to {alpha}1C[1905] + {alpha}2{delta} channels. E, plots of peak current density vs. test pulse voltage (JpeakV) for cells transfected with {alpha}1C[1905] + {alpha}2{delta} ({square}) or {alpha}1C[1905] + CaVß2b + {alpha}2{delta} ({blacksquare}). F, plots of tail current amplitude vs. voltage (ItailV) from channels expressed without ({circ}) or with (•) cotransfected CaVß2b. G, top, exemplar gating currents obtained from recombinant {alpha}1C[1905] channels expressed without (left) or with (right) cotransfected CaVß2b. G, bottom, time integral of the gating current obtained at the reversal potential (QON) obtained for channels reconstituted without or with CaVß2b.

 
It has been previously established that CaVßs elevate whole-cell currents by increasing both the number of channels expressed in the plasma membrane (N) (Chien et al. 1995; Brice et al. 1997; Gao et al. 1999), and the channel Po (Costantin et al. 1998; Hullin et al. 2003). In our electrophysiological protocol, N can be estimated by calculating the integral of the ON gating current (Qmax = N x q, where q is single-channel gating charge) isolated at the reversal potential (usually +50 mV) (Jones et al. 1998; Colecraft et al. 2002; Takahashi et al. 2004). For cells transfected with {alpha}1C[1905]/{alpha}2{delta}, gating currents were essentially unresolved (Fig. 2A and G; QON = 0.05 ± 0.04 fC pF–1, n = 7), clearly indicating a dearth of channels with movable voltage sensors at the plasma membrane. By contrast, coexpressing {alpha}1C[1905] with CaVß2b resulted in relatively large and clearly resolved gating currents (Fig. 2D and G; QON = 5.7 ± 2.3 fC pF–1, n = 7), thus demonstrating that CaVß2b promotes targeting of {alpha}1C[1905] to the plasma membrane. Overall, these results establish the baseline functional properties of recombinant L-type channels obtained via cotransfecting HEK 293 cells with {alpha}1C[1905] and CaVß2b.

Covalently linking {alpha}1C[1905] and CaVß2b recapitulates robust functional expression of recombinant L-type channels

Unfortunately, traditional coexpression experiments as described in Fig. 2 cannot be used to determine the functional stoichiometry of {alpha}1 and CaVß species, since their relative expression levels cannot be tightly controlled. To control the stoichiometry between the subunits, coding sequence for CaVß2b was fused to the carboxyl terminus of {alpha}1C[1905] by subcloning. The resulting plasmid construct, when transfected and expressed in HEK 293 cells would result in a fusion protein ({alpha}1C[1905]·ß2b) in which a 1: 1 ratio of {alpha}1C[1905] to CaVß is assured (Fig. 3A). Whole-cell records from these fusion experiments showed that {alpha}1C[1905]·ß2b clearly supports robust currents, as demonstrated by exemplar traces (Fig. 3B) and population JpeakV (Fig. 3C) and ItailV (Fig. 3D) curves. Importantly, these experiments prove that CaVß2b was still functional in the fused-channel configuration.



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Figure 3.  Robust modulation of recombinant L-type-channel functional expression by a CaVß2b covalently fused to the carboxyl terminus of {alpha}1C[1905]
A, schematic diagram of the {alpha}1C[1905]·ß2b construct. B, exemplar whole-cell currents obtained at different test potentials for a cell transfected with {alpha}1C[1905]·ß2b + {alpha}2{delta}. C, population JpeakV plot obtained for {alpha}1C[1905]·ß2b + {alpha}2{delta} channels ({blacksquare}). Data for {alpha}1C[1905] + {alpha}2{delta} channels have been reproduced (grey trace) to facilitate visual comparison of differences in peak current density amplitude. D, population ItailV plot for {alpha}1C[1905]·ß2b + {alpha}2{delta} channels (•). The corresponding data for {alpha}1C[1905] + {alpha}2{delta} channels are reproduced (grey trace). E, QON values.

 
How did currents obtained with {alpha}1C[1905]·ß2b channels compare with those obtained by the customary approach of coexpressing {alpha}1C[1905] and CaVß2b as independent subunits? In fact, whole-cell current amplitudes were essentially identical to those obtained with {alpha}1C[1905]/CaVß2b/{alpha}2{delta} (Jpeak,0mV = 33.9 ± 4.8 pA pF–1, n = 13, for {alpha}1C[1905]·ß2b/{alpha}2{delta} channels; P = 0.27, compared to {alpha}1C[1905]/CaVß2b/{alpha}2{delta} channels). Moreover, the fused CaVß2b promoted channel trafficking to the same extent as free CaVß2b, as determined by gating current analyses (Fig. 3E; QON = 4.9 ± 0.7 fC pF–1, n = 13, for {alpha}1C[1905]·ß2b/{alpha}2{delta}; P = 0.75, compared to {alpha}1C[1905]/CaVß2b/{alpha}2{delta} channels). Overall, the similarity in whole-cell current amplitude and QON suggests that CaVß2b has virtually identical effects on microscopic channel properties (N and Po) irrespective of whether it is directly fused to {alpha}1C[1905], or operating independently.

Modulation of full-length CaV1.2 by free and covalently linked CaVß2b

We conducted the initial series of experiments with the truncated CaV1.2 subunit, {alpha}1C[1905], to maximize the chances of obtaining a positive result. We theorized that the shortened carboxyl terminus of {alpha}1C[1905] would facilitate the interaction of the fused CaVß2b with the primary CaVß interaction site in the cytoplasmic linker between domains I and II of the {alpha}1C subunit (I–II linker) (Pragnell et al. 1994). Having established the efficacy of the fused CaVß2b in the truncated channel configuration (Fig. 3), we sought to determine whether the experimental paradigm yielded equally robust results in the context of full-length {alpha}1C.

Similar to observations with the truncated {alpha}1C[1905] subunit, coexpression of full-length {alpha}1C and CaVß2b/{alpha}2{delta} (Fig. 4DF) resulted in significantly larger whole-cell currents than obtained with {alpha}1C/{alpha}2{delta} (Fig. 4AC). Fits of the J–V relations to a modified Boltzmann relation revealed that CaVß2b resulted in a four-fold increase in the macroscopic channel conductance (Table 1). Moreover, channels reconstituted with free CaVß2b displayed another classic hallmark of CaVß modulation compared to {alpha}1C/{alpha}2{delta}: namely a hyperpolarizing shift in the voltage-dependence of channel activation (as gauged by V1/2-values; Table 1).



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Figure 4.  Functional modulation by a carboxyl-terminus-fused CaVß2b on full-length {alpha}1C is ablated by a CaVß2b P235R mutation
A, schematic diagram of full-length {alpha}1C. B, exemplar currents obtained from cell transfected with {alpha}1C + {alpha}2{delta}. C, population JpeakV plot for {alpha}1C + {alpha}2{delta} channels. DF, data for {alpha}1C + CaVß2b + {alpha}2{delta} channels. Same format as for A–C. Data for {alpha}1C + {alpha}2{delta} channels in C are reproduced in F, I and L (grey trace) to facilitate direct visual comparisons. GI, data for {alpha}1C·ß2b + {alpha}2{delta}; format same as above. JL, data for {alpha}1C·ß2b[P235R] + {alpha}2{delta}; same format as above for A–C.

 

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Table 1. Gating parameters obtained from fits of JV relationships for distinct recombinant L-type Ca2+-channel constructs
 
Reassuringly, whole-cell currents produced by {alpha}1C·ß2b/{alpha}2{delta}-reconstituted channels (Fig. 4GI) were also four-fold larger than obtained with CaVß-less {alpha}1C/{alpha}2{delta} channels, and essentially identical to {alpha}1C/CaVß2b/{alpha}2{delta} currents (Table 1). Moreover, channel trafficking was promoted to the same extent by CaVß2b irrespective of whether it was free or fused, as indicated by similar QON values that were significantly greater than observed with {alpha}1C/{alpha}2{delta}-reconstituted channels (Table 1). The quantitative J–V analyses did reveal an important difference between channels reconstituted with free vs. fused CaVß2b. The {alpha}1C·ß2b/{alpha}2{delta} channels did not recapitulate the hyperpolarizing shift in the voltage-dependence of channel activation (Table 1, P < 0.01 when comparing V1/2-values for {alpha}1C + CaVß2b + {alpha}2{delta}, {alpha}1C + {alpha}2{delta}, and {alpha}1C·ß2b + {alpha}2{delta} channels by one-way ANOVA). This distinction could reflect an intrinsic property of the fused {alpha}1C·ß2b protein itself, or could signal the requirement of a second CaVß to reconstitute the shift-in-activation gating function. Results provided in the next section appear more consistent with the former interpretation. Overall, the finding that robust currents could be successfully reconstituted with both {alpha}1C[1905]·ß2b and {alpha}1C·ß2b reveals that the design criteria for creating functional HVA calcium channels by fusing CaVßs to the carboxyl terminus of {alpha}1 subunits are quite relaxed; the fused CaVß appears equally effective when placed at different positions along the carboxyl terminus. By contrast, fusing CaVß2b directly to the amino-terminus of {alpha}1C did not yield robust currents (not shown), suggesting that geometric constraints may preclude the formation of functional channels under this condition. Alternatively, amino-terminus-fused CaVß constructs may require more extensive optimization to produce functional channels (e.g. varying linker lengths) than appears necessary with attachment to the carboxyl terminus.

To discount the possibility that observed channel modulation might be due to nonspecific effects of attaching CaVß2b to the {alpha}1C carboxyl terminus, we tested the effect of a proline to arginine (P235R) mutation in the fused CaVß2b subunit, {alpha}1C·ß2b[P235R] (Fig. 4JL). The analogous mutation in other CaVß subunits has been shown to disrupt binding to the {alpha}1 interaction domain (AID), and ablates the capacity of CaVß to modulate {alpha}1 subunits in cotransfection experiments (De Waard et al. 1994; Takahashi et al. 2004), possibly due to derangement of the three-dimensional structure of the CaVß {alpha}1-binding pocket (ABP) (Chen et al. 2004; Opatowsky et al. 2004; Van Petegem et al. 2004). Reassuringly, {alpha}1C·ß2b[P235R] yielded whole-cell currents that were indistinguishable from those obtained with CaVß-less {alpha}1C/{alpha}2{delta} (Fig. 4JL and Table 1), clearly ruling out any unanticipated confounding effects generated by the fused CaVß2b subunit.

Additional CaVßs do not appreciably enhance {alpha}1C·ß2b channel currents

The results thus far indicated that a single CaVß2b fused to {alpha}1C was necessary and sufficient to fully recapitulate CaVß effects on channel trafficking and macroscopic conductance (Figs 3 and 4). Could the presence of additional CaVß subunits further enhance the channel modulation? We directly examined this question by coexpressing {alpha}1C·ß2b/{alpha}2{delta} with CaVß2a and recording whole-cell currents (Fig. 5AC). Previous studies have established that CaVß2a targets autonomously to the plasma membrane and robustly modulates recombinant L-type Ca2+ channel currents. Therefore, CaVß2a was used in these coexpression experiments because we reasoned that its high effective local concentration at the membrane would provide the most favourable circumstance to observe a functional effect due to a second CaVß subunit. Exemplar whole-cell current traces for {alpha}1C·ß2b/CaVß2a/{alpha}2{delta} were similar to those obtained for {alpha}1C·ß2b/{alpha}2{delta}. Population data confirmed that there was no significant difference in macroscopic conductance between {alpha}1C·ß2b currents in the presence or absence of CaVß2a (Fig. 5C and Table 1). By contrast, coexpressing {alpha}1C·ß2b[P235R] with CaVß2a (Fig. 5DF) resulted in significantly enhanced whole-cell current amplitudes compared to {alpha}1C·ß2b[P235R] (Fig. 5F and Table 1). Importantly, the presence of free CaVß2a did not result in a significant change in the voltage-dependence of activation in {alpha}1C·ß2b/{alpha}2{delta} channels (Table 1; V1/2 = –6.1 ± 2.1 for {alpha}1C/{alpha}2{delta}; V1/2 = –6.4 ± 1.5 mV for {alpha}1C·ß2b/{alpha}2{delta}; V1/2 = –9.9 ± 1.8 mV for {alpha}1C·ß2b/CaVß2a/{alpha}2{delta} channels, P = 0.28 by one-way ANOVA). This suggests that the relatively right-shifted voltage-dependence of activation of {alpha}1C·ß2b/{alpha}2{delta} channels reflects an intrinsic property of the fusion protein, and does not signal the requirement for a second CaVß to reconstitute this functional property. Together, these results raised confidence that the fused wild-type CaVß2b subunits were sufficient to fully modulate channel properties, and did not require the collaboration of additional CaVß subunits.



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Figure 5.  Co-expressing CaVß2a does not further augment {alpha}1C·ß2b currents, but recovers robust currents with {alpha}1C·ß2b[P235R] channels
A, schematic diagram of {alpha}1C·ß2b + CaVß2a. B, exemplar whole-cell currents from a cell transfected with {alpha}1C·ß2b + CaVß2a + {alpha}2{delta}. C, population JpeakV relationship for {alpha}1C·ß2b + CaVß2a + {alpha}2{delta} channels (•). Data for {alpha}1C·ß2b + {alpha}2{delta} are reproduced to permit direct visual comparison (grey trace). D, schematic diagram of {alpha}1C·ß2b [P235R] + CaVß2a. E, exemplar whole-cell currents from {alpha}1C·ß2b[P235R] + CaVß2a + {alpha}2{delta} channels. F, JpeakV relationship for {alpha}1C2b + CaVß2a + {alpha}2{delta} channels (•). Data for {alpha}1C2b[P235R] + {alpha}2{delta} are reproduced (grey trace).

 
Ruling out the presence of confounding trans interactions between distinct {alpha}1C·ß2b fusion-protein molecules

Our interpretation of the data obtained with {alpha}1C·ß2b as indicating that a single CaVß is necessary and sufficient to fully modulate channel trafficking and macroscopic conductance hinges critically on the assumption that the fused CaVßs act solely on the {alpha}1C subunits to which they are attached. This assumption might not be true if the fused CaVß could act in trans on a neighbouring {alpha}1C molecule. To evaluate the extent to which such intermolecular interactions took place, we coexpressed {alpha}1C·ß2b with {alpha}1B (Fig. 6). Our strategy was based on the idea that in the absence of free CaVß the only avenue for appreciable {alpha}1B transport to the membrane would be via an intermolecular interaction with the fused CaVß2b subunit. Pharmacological block with nimodipine could then be used to distinguish relative amounts of {alpha}1C (L-type) and {alpha}1B (N-type) channels at the plasma membrane.



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Figure 6.  Pharmacological evidence ruling out confounding intermolecular interactions between neighbouring {alpha}1C2b molecules
A, exemplar {alpha}1C2b + {alpha}2{delta} currents in the absence (black trace) and presence (grey trace) of 5 µM nimodipine. B, time course of nimodipine effect on exemplar current. Arrows denote time of nimodipine addition. C, bar graph showing degree of nimodipine inhibition in population of {alpha}1C2b + {alpha}2{delta} currents. DF, data for {alpha}1B + CaVß2b + {alpha}2{delta} channels; same format as panels A–C. GI, data for {alpha}1B + {alpha}1C2b + {alpha}2{delta} channels; same format as panels A–C. JL, data for {alpha}1B + CaVß2b + {alpha}1C2b + {alpha}2{delta} channels; same format as panels A–C.

 
As expected for recombinant L-type currents, channels reconstituted with {alpha}1C·ß2b/{alpha}2{delta} were strongly inhibited by the dihydropyridine antagonist, nimodipine (Fig. 6AC). For these channels, 5 µM nimodipine inhibited 90% of the whole-cell current shortly after exposure (Fig. 6AC). By contrast, 5 µM nimodipine had minimal effect on channels recorded from cells transfected with {alpha}1B + CaVß2b (Fig. 6DF). In cells transfected with {alpha}1C·ß2b/{alpha}1B/{alpha}2{delta}, application of 5 µM nimodipine inhibited whole-cell currents by 90% (Fig. 6GI), identical to what was observed with {alpha}1C·ß2b. As a control to ensure that nimodipine-insensitive currents can be observed when a mixed population of {alpha}1B and {alpha}1C·ß2b channels are present at the membrane, we transfected cells with {alpha}1B/CaVß2b and {alpha}1C·ß2b/{alpha}2{delta}. In this regime, 5 µM nimodipine had an intermediate effect, inhibiting whole-cell currents by ~ 50% on average (Fig. 6JL). Together, these result provided compelling evidence against any significant contribution of intermolecular interactions involving fused CaVß2b subunits.


    Discussion
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 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
We investigated the functional stoichiometry of HVA calcium-channel {alpha}1 and ß subunits to address a long-standing debate over whether a fully functional HVA calcium channel is comprised of an {alpha}1 subunit associated with a single, or multiple CaVß subunits. Our results indicate that a 1: 1 ratio of {alpha}1 and CaVß captures the functional essence of mature HVA channels. We discuss the significance of our findings in the context of previous results relevant to the issue of the stoichiometry of the calcium-channel {alpha}1–ß subunit interaction.

Previous studies on the functional stoichiometry of calcium-channel {alpha}1 and ß subunits

Biochemical studies of HVA calcium channels initially established that {alpha}1 and ß subunits copurified in an equimolar ratio, suggesting a 1: 1 stoichiometry of these proteins in native calcium-channel complexes (Witcher et al. 1993). Structure–function studies and recent high-resolution crystal structures show that CaVßs bind to a conserved stretch of amino acids, termed {alpha}1 interaction domain (AID) located in the cytoplasmic region linking the first and second transmembrane domains of HVA {alpha}1 subunits (De Waard et al. 1994; Pragnell et al. 1994; Chen et al. 2004; Opatowsky et al. 2004; Van Petegem et al. 2004). For their part, the core region of CaVßs contains two protein interaction motifs—a src homology 3 (SH3) domain, and a guanylate kinase-like (GK) domain (Chen et al. 2004; Opatowsky et al. 2004; Van Petegem et al. 2004), both of which are necessary for CaVß function (Opatowsky et al. 2003; McGee et al. 2004; Takahashi et al. 2004). The GK domain exhibits a high-affinity interaction with the AID peptide.

However, the assumption of a 1: 1 {alpha}1 to CaVß stoichiometry was challenged by electrophysiological studies of recombinant channels expressed in Xenopus oocytes. Calcium-channel {alpha}1-subunit RNA injected alone into Xenopus oocytes results in low-amplitude whole-cell currents that activate at relatively depolarized potentials compared to those coexpressed with CaVß (Singer et al. 1991; Perez-Reyes et al. 1992; Birnbaumer et al. 1998). Such low-level currents were attributed to CaVß-less {alpha}1-alone’ channels. However, Xenopus oocytes were subsequently found to possess an endogenous ß subunit XO). Antisense inhibition of this protein ablated so-called {alpha}1-alone currents (Tareilus et al. 1997), indicating that the CaVßXO participated in the trafficking of the non-native {alpha}1 subunits. The question, then, was: why did channels obtained by injecting Xenopus oocytes with {alpha}1 alone exhibit clear-cut deficiencies in their gating properties despite the presence of CaVßXO? Two mutually exclusive scenarios were proposed that could account for these data, as presented in Fig. 1 (Tareilus et al. 1997; Birnbaumer et al. 1998; Jones, 2002).

Several studies have affirmed the independence of the CaVß trafficking and gating roles without resolving the fundamental issue of whether the two functions are mediated by a single, or multiple CaVß subunits. Dolphin and colleagues (Canti et al. 2001) explicitly demonstrated concentration-dependent effects for CaVß on recombinant N-type channels by carefully titrating the amount of CaVß3 expression in Xenopus oocytes (Canti et al. 2001). Relatively low CaVß3 levels (Kd = 17 nM) were sufficient to increase whole-cell conductance, whereas substantially higher concentrations (Kd = 120 nM) were required to elicit gating effects. Gerster et al. used a mutation of a conserved tyrosine in the AID (Y467S in {alpha}1C), previously identified to disrupt the high-affinity {alpha}1–CaVß interaction (Pragnell et al. 1994), to examine the separate trafficking and gating effects. They found that CaVßs no longer trafficked {alpha}1C(Y467S) to the membrane upon cotransfection in tsA201 cells; but single-channel experiments indicated that CaVßs still increased Po in {alpha}1C(Y467S) channels (Gerster et al. 1999). More recently, truncated splice variants of CaVßs that lack a GK domain have been found to increase single-channel Po, while being unable to reconstitute the CaVß trafficking function (Hullin et al. 2003; Cohen et al. 2004). These data suggest the existence of secondary {alpha}1–CaVß interaction sites beyond the high-affinity interaction between the {alpha}-binding pocket (ABP) of the GK domain and the AID. Indeed, lower affinity interactions between some CaVß subunits and the carboxyl termini of {alpha}1A and {alpha}1E have been identified in biochemical experiments (Qin et al. 1997; Birnbaumer et al. 1998; Walker et al. 1998, 1999; Walker & De Waard, 1998). However, none of these experiments could discriminate whether CaVßs modulate channel trafficking and gating according to a single- or multiple-CaVß-binding model (Jones, 2002).

Acutely applied CaVß subunits have also been shown to affect the gating activity of channels pre-existing in the plasma membrane. In one study, purified CaVß3 protein was introduced into Xenopus oocytes previously injected with {alpha}1C cRNA. It was found that CaVß3 produced effects on the gating of channels pre-existing at the membrane (leftward shift in the voltage-dependence of channel activation, increased current amplitude presumably due to elevated single-channel Po) long before increasing trafficking of {alpha}1C subunits from intracellular sites to the membrane (Yamaguchi et al. 1998). Similarly, acute introduction (via patch pipette dialysis) of purified CaVß1a into spherical vesicles derived from skeletal muscle plasma membrane resulted in up-regulation of whole-cell current amplitude without any changes in gating current size (Garcia et al. 2002). These results indicate that under these experimental conditions, acute application of CaVßs can modify the gating properties of channels pre-existing at the membrane. Unfortunately, these results could also be well explained by either the single- or multiple-CaVß-binding models (Jones, 2002).

In light of these previous results, our finding that fusing a {alpha}1 subunit with a single CaVß captures the functional essence of channels permits an unambiguous interpretation of the structure–function relationship of the calcium-channel {alpha}1–CaVß interaction. Although we do not directly measure channel Po in this study, we infer from the similarities in channel trafficking (as gauged by QON) and macroscopic conductance that channels reconstituted with {alpha}1C/CaVß2b/{alpha}2{delta} and {alpha}1C·ß2b have similar Po-values. Future single-channel studies will provide more direct insights into microscopic gating properties of {alpha}1C·ß2b vs. {alpha}1C/CaVß2b-reconstituted L-type calcium channels. From the current data, we cannot unambiguously rule out the notion that a second CaVß could possibly modulate some gating properties of the channel. Overall, the refined interpretations afforded by our results suggest new physiological dimensions to the {alpha}1–CaVß interaction that we discuss next.

Reversible unbinding of calcium-channel {alpha}1–CaVß subunits?

Our results are consistent with a single-CaVß-binding model, and in conjunction with previously published studies, an important implication of this model is that at low CaVß concentrations reversible unbinding of CaVß ensures an appreciable fraction of CaVß-less {alpha}1 channels in the plasma membrane. The notion that CaVßs can reversibly unbind from {alpha}1 subunits suggests that CaVß modulation of channel gating could be a more dynamic process than previously appreciated. Because CaVß-less channels have a lower Po than CaVß-bound channels, reversible unbinding could serve to physiologically switch calcium channels between low- and high-activity modes of signalling. Recently, it was reported that in invertebrate Lymnaea stagnalis neurones, CaVßs (LCaVß) are associated with LCaV2 channels in mature neurones (Spafford et al. 2004). However, LCaVß was physically uncoupled from LCaV2 channels located in the leading edge of neuronal growth cones (Spafford et al. 2004). Moreover, such uncoupled LCaV2 channels were shown to be important for growth cone projections. Reversible unbinding of CaVß from {alpha}1 subunits could feature prominently in the appearance of such CaVß-less channels at the membrane, and could thus serve to significantly enrich the physiologic dimensions of calcium-channel signalling in cells.

Utility of {alpha}1–CaVß fusion-proteins as tools to probe calcium-channel structure–function relationships

Beyond the use of {alpha}1C·ß2b to resolve the functional stoichiometry of HVA calcium channels as demonstrated here, {alpha}1–ß fusion proteins have tremendous potential to elucidate other currently challenging questions relating to the structure–function of HVA calcium channels. A key example relates to the fact that in many excitable cells multiple HVA calcium-channel {alpha}1 and CaVß subunits coexist, and appear to interact in a rather promiscuous manner (Witcher et al. 1995; Scott et al. 1996; Ludwig et al. 1997). What is the physiological significance of the molecularly diverse combinations of calcium-channel {alpha}1–ß subunits in cells? Do distinct {alpha}1–ß combinations transduce unique biological responses? Such questions are difficult to address given the multiplicity of calcium-channel {alpha}1 and CaVß subtypes in cells, and the promiscuity of their interactions. The {alpha}1–ß fusion-protein approach could provide a novel avenue to investigate the physiological significance of unambiguously identified {alpha}1–ß combinations.


    References
 Top
 Abstract
 Introduction
 Methods
 Results
 Discussion
 References
 
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