Molecular determinants of membrane potential dependence in vertebrate gap junction channels
- †Neurología Experimental-Unidad Asociada al Consejo Superior de Investigaciones Científicas, Departamento de Investigación, Hospital “Ramón y Cajal,” Carretera de Colmenar Viejo km. 9, 28034 Madrid, Spain; and ‡Department of Neuroscience, Albert Einstein College of Medicine, 1300 Morris Park Avenue, Bronx, NY 10461
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Contributed by Michael V. L. Bennett
Abstract
The conductance, g j, of many gap junctions depends on voltage between the coupled cells (transjunctional voltage, V j) with little effect of the absolute membrane potential (V m) in the two cells; others show combined V j and V m dependence. We examined the molecular determinants of V m dependence by using rat connexin 43 expressed in paired Xenopus oocytes. These junctions have, in addition to V j dependence, V m dependence such that equal depolarization of both cells decreases g j. The dependence of g j on V m was abolished by truncation of the C-terminal domain (CT) at residue 242 but not at 257. There are two charged residues between 242 and 257. In full-length Cx43, mutations neutralizing either one of these charges, Arg243Gln and Asp245Gln, decreased and increased V m dependence, respectively, suggesting that these residues are part of the V m sensor. Mutating both residues together abolished V m dependence, although there is no net change in charge. The neutralizing mutations, together or separately, had no effect on V j dependence. Thus, the voltage sensors must differ. However, V j gating was somewhat modulated by V m, and V m gating was reduced when the V j gate was closed. These data suggest that the two forms of voltage dependence are mediated by separate but interacting domains.
Gap junction channels are unique among ionic channels in that they span two cell membranes. They are composed of two hemichannels, one in each membrane, that are tightly docked head to head to form a pore that directly connects the cytoplasm of two cells (1). In vertebrates, gap junctions are formed by connexins (Cx), a gene family of protein subunits (2). Given their architecture, gap junction channels are subject to the influence of two types of voltage, that between the two cell interiors termed transjunctional voltage (V j), and that between the interior and exterior or the membrane potential (V m), which can differ between the cells and thus along the lumen of the channel connecting the cells. Many gap junctions are sensitive to V j with little effect of V m, whereas others show combined V j and V m dependence. The eponymous gap is accessible to small ions and because there is negligible leak through the channel wall, the potential in the gap is likely to be close to that in the bathing medium (3). V m dependence of junctional conductance (g j) was initially described in invertebrate (deuterostome) gap junctions (4–7), which are formed by innexins, a family of proteins unrelated to connexins (8). More recently, g j dependence of V m has also been demonstrated in junctions formed of vertebrate connexins in exogenous expression systems (9–11) as well as in native cells (12, 13). Junctions comprised of different connexin isoforms have divergent properties of V m dependence, varying in their polarity of closing, voltage sensitivity, and kinetics (14).
V j dependence of vertebrate gap junctions has been extensively analyzed by site-directed mutagenesis (15–18), but the molecular basis of V m gating remains unknown. There is increasing evidence that separate gates mediate V m and V j dependence, a hypothesis supported by the striking differences in the gating induced by the two types of potential (14) and by the divergent evolution of their properties among Cx45 junctions in different vertebrate classes (10). Because the junctional conductance of rat Cx43 channels shows sensitivity to V m as well as V j, we chose to study the molecular determinants for V m regulation in these channels. Cx43 is perhaps the most abundant gap junction protein and is widely distributed in vertebrate cells and tissues (19), being a major component of intercellular channels between cardiac myocytes, astrocytes, and uterine smooth muscle cells. In the present study, we have identified two charged amino acids located at the most proximal region of the carboxyl-terminal domain (CT) that are likely to be an integral part of the V m sensor. Mutations of these residues altered V m dependence markedly but had no effect on V j dependence. From these and previously reported data, a model was derived with fast and slow V j gates and a V m gate in each hemichannel.
Materials and Methods
Mutagenesis and Channel Expression in Paired Oocytes.
The mutants (G242stop, R243Q, and D245Q) were constructed by PCR mutagenesis of rat Cx43 cDNA, as previously described for rat Cx43 truncated at position 257 (S257stop; ref. 18), using the following primers: G242stop, sense 5′-TGATATCCGAGCTGTCGATTATGGAGGAGA-3′ that created a new EcoRV site, and antisense 5′-CTTCACGCGATCCTTAACGCCTTTGAAGAA-3′; R243Q, sense 5′-GATCCTTACCACGCCACCACTGGCCC-3′, and antisense 5′-CGATTGTCCCTTCTTCACGCGATCCTTAAC-3′, which in combination created a new BamHI site; D245Q, sense 5′-AGATCTCAGCCTTACCACGCCACCACTGGC-3′, and antisense 5′-TCTTCCCTTCACGCGATCCTTAACGCC T-3′, which introduced a new BglII site. The mutant carrying the double R243Q and D245Q substitution was obtained by using the D245Q mutant as template and the following primers: sense 5′-AGATCTCAGCCTTACCACGCCACCACTGGC-3′ and antisense 5′-TTGTCCCTTCACGCGATCCTTAACGCCT-3′, which destroyed the BglII site created in the D245Q construct. The cRNA synthesis and purification were performed as previously described (18). Oocytes were removed from the ovaries of Xenopus laevis (African Xenopus Facility, South Africa) under anesthesia and prepared as described (13).
Electrophysiology and Data Analysis.
The macroscopic junctional conductance (g j) between the paired oocytes injected with cRNAs (0.1–0.5 μg/μl; 50 nl/oocyte) and an antisense directed against Xenopus Cx38 mRNA (10 ng/oocyte; ref. 20) were measured with the dual voltage clamp technique (21). The influence of V m on g j was explored by applying equal displacements of the membrane potential in both cells of a pair (V 1 and V 2) while g j was monitored by test V j pulses (10 mV, 500 ms, 1 Hz), too small and brief to induce changes in g j. The V j pulses were created by voltage steps in cell 1, and defined as V j = V 1 − V 2 , whereas currents injected in cell 2 to hold its potential constant were equal in magnitude and opposite in sign to the currents flowing through the junctional channels (I j). Voltages and currents in cell 1 and 2 are displayed positive up so that I j in cell 2 is downward for positive V j in Figs. 1 and 2. Because total current in cell 2 was the sum of junctional (I j) and sometimes slowly changing nonjunctional (I nj) currents induced by the simultaneous application of the V m step and the V j pulses, the junctional current in Fig. 3 C was calculated as I j = I 2(V j = 10 mV) − I 2(V j = 0) measured at the center of each V j pulse and at the center of the next interpulse interval. For this figure, I j is plotted positive up. g j was calculated as I j/V j. Influence of V j on g j (Fig. 3 B) was characterized as in Revilla et al. (18). Stimulation and data collection were performed as previously described (10, 18).
Localization of the V m determinants in the CT domain of rat Cx43. WT and the Cx43 channels truncated at positions S257stop and G242stop were expressed in Xenopus laevis oocytes pairs. (A) Sample records of nonjunctional and junctional currents (I 2) induced by the equal displacement of membrane potentials in the two cells (V 1 and V 2; steps of 40 s from −100 to 0 mV in increments of 20 mV, returning to −100 mV for 40 s between each step). The junctional currents (I j) measured in oocyte 2 after application of small V j pulses in oocyte 1 (+10 mV, 500 ms, 1 Hz). For WT (left) and S257stop (center) junctions, I j decreased on depolarization, more rapidly and to progressively lower steady state values as more positive potentials were achieved. I j recovered to its initial values on returning to −100 mV. The mutation G242stop largely abolished the dependence of junctional conductance (g j) on V m (right). (B) V m dependence of the time constant of decrease in g j. The time course of relaxations to G jss was well fit by single exponentials (Inset) with long time constants that were shorter at more positive voltages. The smooth curve is derived from calculations assuming a single Boltzmann model. (C) Graphs of G jss/V m relations where G jss is normalized to the value at −100 mV. The smooth curves are derived from fits to the square of a Boltzmann relation based on a model of two independent gates in series, one in each hemichannel (except for WT-G242stop, for which a single Boltzmann and gate were assumed). The parameters are given in Table 1. The G jss of WT (○) and truncated S257stop (▴) junctions decreased by ≈50% when V m increased from −100 to 0 mV. G jss of truncated G242stop junctions (■) was quite insensitive to V m. The G jss/V m curve of hybrid WT-G242stop junctions (●) was in between those of the homotypic junctions of the component combinations, suggesting that only the V m gate of WT hemichannels contributed to their V m dependence. Each point in B represents mean values (±SEM) of six pairs.
Effects of mutations R243Q and D245Q on V m gating. (A) Diagram of the topology of connexins (left). There are four transmembrane domains (M1–M4), two extracellular (E1, E2), cytoplasmic N- and C-terminal (NT, CT), and a cytoplasmic loop (CL). Amino acid sequence of the CT at its border with M4 (right) showing sites of the truncation mutants. The region between residues 242 and 257 contains one positively charged residue, Arg-243, and one negatively charged residue, Asp-245. (B) Sample records of nonjunctional and junctional currents as in Fig. 1 for mutants carrying single and double neutralizations (R243Q+D245Q, left; D245Q, center; and R243Q, right). The double mutation virtually abolished V m sensitivity. The single mutations, D245Q and R243Q, increased and reduced dependence of g j on V m, respectively. (C) Graphs of G jss/V m relations. The curves are fits of the squared Boltzmann relations with parameters of Table 1. The g j of junctions carrying the double R243Q+D245Q neutralization (▴) was not V m sensitive. The single mutations, R243Q (■, broken line) and D245Q (●, dotted line), altered in opposite directions the steepness of V m gating relative to WT (○, continuous line). The mutations also produced corresponding changes in V 0, the voltage for half change in the V m sensitive component, relative to WT (Inset). Each point in C represents mean values (±SEM) of six pairs.
Interactions between V j and V m gating. (A) Effect of V m on V j dependence. Records of junctional currents (I j) elicited by the same V j steps (±100 mV by 20 mV increments and 30 s duration) applied at two holding potentials (V m = 0 and −80 mV). The V m difference changed junctional conductance from g j(0 mV) = 2.72 μS to g j (−80 mV) = 4.80 μS, but the junctional currents declined for increasing positive and negative V j steps with similar characteristics (positive I j are shown upward). (B) Plots of G jss/V j relations normalized to g j at 0 (○) and −80 mV (●) were essentially superimposable, indicating that V j gating was little affected by V m. (C) Effect of V j on V m dependence. Sample records of junctional currents (I j) after subtraction of nonjunctional currents evoked by the same V m protocol as in Fig. 1 for V j = 0 (left) and V j = +80 mV (right) in pairs expressing WT and truncated S257stop junctions. Conductances at the two holding potential were g j(Vj = 0) = 8.31 and g j(Vj = 80) = 1.57 μS for WT junctions and g j(Vj = 0) = 10.81 to g j(Vj = 80) = 1.27 μS for S257stop junctions. With V j = 0 mV, equal depolarization of both cells equally decreased g j of WT and of S257stop junctions. However, when g j was reduced at V j = +80 mV, V m sensitivity of WT junctions was markedly reduced, whereas sensitivity of S257stop junctions in which the fast V j gate was removed (18) was little affected. For comparison, current gains are increased for the V j = +80 mV records. (D) G jss/V m relations of WT (○) and truncated S257stop (●) junctions for V j = +80 where G j is normalized to the value at V m*. The curves are fits of the squared Boltzmann relations with parameters of Table 1. Each point represents mean values (±SEM) of four pairs. (E) Gating model for the combined V j and V m dependence of Cx43 junctions. See Discussion.
Steady state g j values (g jss) measured at the end of V j pulses were normalized relative to the g j value for brief V j prepulses (10 mV), and the G jss/V j relation was modeled according to the two-state Boltzmann model (21). In the V m protocols, g jss was normalized to its value at a holding potential of −100 mV to give G jss, which was plotted as a function of V m. To analyze the V m data, we assumed two independent V j gates in series, one per hemichannel (5, 10, 14). We also assumed that each gate could be either open or completely closed and that for each gate the steady state probability that it was open, poss, was given by a Boltzmann relation of the form:
P oss = {(P omax − P omin)/(1 + exp[A(V m − V 0)])} + P omin
where P omax and P omin are the maximum and minimum values of P o, V 0 is the voltage at which P oss = (P omax − P omin)/2 + P omin P, A [A = nq/kT] is a constant that expresses the voltage sensitivity in terms of gating charge, the equivalent number (n) of electron charges (q) moving through the entire membrane voltage, and kT has its usual significance. Junctions with a single functional V m gate on one side, i.e., junctions formed of wild-type (WT) Cx43 on one side and a truncation mutant lacking V m dependence on the other side are described below. For these junctions, P o times N, the number of channels, times γ, the single channel conductance, gives g j, and after normalization:
G jss = {(G jmax − G jmin)/(1 + exp[A(V m − V 0)])} + G jmin
where Gjss is the normalized steady state value as a function of V m, G jmax is the maximum steady state conductance, and G jmin is the residual conductance or V m insensitive component. The same form of the equation applies to the situation where the channel closes to a substate, γs, rather than to a non-zero P o. Parameters of voltage dependence were determined by treating G jmax, G jmin, A, and V 0 as free parameters and applying an iterative procedure of fitting (10). The time course of g j transitions was fitted with exponentials with R > 0.999 by using CLAMPFIT (pCLAMP, Axon, CA) and the τ/V m relation calculated from the equations derived from first-order kinetics (22).
The model differs somewhat for channels that have two functional V m gates and zero conductance if one or both of the V m gates is closed, i.e., the closed gates do not have a finite residual conductance (we will justify this assumption in the presentation of Fig. 3). In this case, the open probability will be given by the square of Boltzmann relation for the single gate:
P o = {(P omax − P omin)/(1 + exp[A(V m − V 0)]) + P omin}2
where P o is the steady state open probability of the channel, and P omax and P omin are the limiting values of the open probabilities for the two series gates. If P omax approaches 1, P omin will be given by (G jmin/G jmax)1/2.
Results
Localization of Molecular Determinants for Vm Gating in the Cx43 Molecule.
Rat connexin 43 junctions exhibit combined membrane potential (V m) and transjunctional voltage (V j) dependence of junctional conductance, g j (9, 18). The V m dependence of g j was explored independently of V j dependence by applying equal displacements of the membrane potential in two cells of a coupled pair. With V j = 0, increasing depolarizing steps applied to both cells induced progressive reduction in g j. On returning to the holding potential of −100 mV, g j recovered its initial value (Fig. 1 A WT). The steady state G j/V m curve was well described by the square of a Boltzmann relation (Fig. 1 C, Table 1), a calculation based on the assumption that there are two identical but independent V m gates in series, one per hemichannel. Over the range of membrane potentials explored, G jss changed ≈80% of the difference between the extrapolated values of G jmax and G jmin. Decay and recovery of g j in response to application of V m were monotonic and approximately exponential, with time constants of several seconds (Fig. 1B). We did not attempt to fit the time course data with a squared Boltzmann relation.
Boltzmann parameters for V m-dependence of WT and mutant RC×43 junctions
It has been previously reported that the g j transitions induced by V j in RCx43 junctions have fast and slow components, the fast component being larger at larger V j (≈80% at V j = −100 mV). Truncation of the CT domain by the mutation S257stop alters the transitions; there is a single component of decay in g j with a time constant somewhat shorter than that of the slow component of WT junctions (18). V m dependence of G jss of S257stop–S257stop junctions was virtually identical to that of the WT channels (Fig. 1 A S257stop and 1C; Table 1), indicating that residues 257–382 of the CT domain do not participate in V m regulation. However, shortening of the CT to the minimum length that still retains channel-forming ability (23) by the mutation G242stop almost completely abolished g j dependence on V m (Fig. 1 A G242stop) whereas V j gating did not change significantly. The conductance of hybrid junctions comprised of G242stop hemichannels on one side and WT hemichannels in the other cell was V m sensitive, but the sensitivity of G jss was intermediate between those of the respective homotypic junctions (Fig. 1 C). The G jss/V m relation for G242stop-WT junctions was well fit by a single Boltzmann function with parameters close to those used in the squared Boltzmann relation to describe the behavior of homotypic WT junctions (Table 1). This result suggests that the V m dependence of the hybrid junctions was due to the single V m gate contributed by the WT hemichannels, a conclusion previously reported for other hybrid junctions (10, 14). Taken together, these results strongly suggest that the CT region between 242–257 contains residues required for V m dependence of RCx43 junctions.
Identification of Residues that Participate in Vm Sensing.
The loss of V m sensitivity caused by the truncation of the CT domain at position 242 but not at position 257 may be due to loss of charged residues that contain or contribute to the V m sensor. Remarkably, there are only two charged residues in the primary sequence of RCx43 in this region, positively charged Arg-243 and negatively charged Asp-245 (Fig. 2 A). To investigate the role of these charges, we engineered full-length Cx43 in which one or both of these amino acids were replaced by glutamine, a polar uncharged residue. The double neutralization, R243Q and D245Q, virtually abolished V m dependence (Fig. 2 B R243Q+D245Q and 2C), whereas the D245Q mutation increased sensitivity and the R243Q mutation decreased it, but not to the extent of the double mutation (Figs. 2 B R243Q and D245Q and 2C). These data indicate that Arg-243 and Asp-245 are required for Cx43 channels to sense V m. The single neutralization of the positively charged residue, R243Q, reduced V m dependence and decreased the equivalent gating charge (Table 1). Conversely, neutralization of the negatively charged residue (D245Q) increased V m dependence and increased the equivalent gating charge by a similar amount. The R243Q mutation moved V 0 in the positive direction whereas the D245Q mutation shifted V 0 to a more negative value, as appropriate for the changes in gating charge (Fig. 2 C Inset). The single and double neutralizations had little if any effect on V j dependence of g j (illustrated in supplementary text and supplementary Fig. 4, which are published as supplemental data on the PNAS web site, www.pnas.org).
Interactions Between Vm Gating and Vj Gating.
Because truncation at residue 257 affects V j sensitivity (18), and truncation at nearby residue 242 blocks V m sensitivity with no further change in V j sensitivity, we investigated whether V j and V m gating interact. At V m values of −80 and 0 mV at which G jss differed almost 2-fold, V j gating was virtually the same (Fig. 3 A and B). The kinetics was not distinguishably different, and the steady state G jss/V j relations, normalized to the different values of g j at V j = 0, also were little affected. These data indicate that V j gating operates independently of V m gating. Previously, mouse Cx45 junctions were shown to have very similar V j gating at different V m values that changed g j on depolarization by a factor of 2.5 (10).
We also studied V m gating in the presence of a fixed, non-zero V j. Cx43 junctions are particularly suitable for this kind of analysis because the residual conductance or V j-insensitive component is large enough to allow estimation of V m effects at large V j's. For the example of Fig. 3, we defined V m* = (V 1 + V 2)/2 and examined V m* dependence for V j = +80 mV from V m* = −100 mV to 0 mV. A V j of +80 mV at V m* = −100 mV, i.e., V 1 = −60 mV and V 2 = −140 mV, decreased conductance to a value very close to the V j-insensitive component (Fig. 3 B). Equal depolarization of both cells induced an additional reduction in g j, but the sensitivity to V m was reduced somewhat more than would result from block of a single V m gate (Figs. 3 C WT and 3D). Thus, the presence of a large V j appears to interfere with operation of both V m gates. To explore this interaction further, we carried out the same experiment evaluating the effect of a maintained V j on V m dependence in S257stop–S257stop junctions, which lack fast V j gating (18). Furthermore, G jmin was markedly smaller for these mutant junctions than for wild type, 0.16 vs. 0.36 respectively for V j < 0 and 0.13 vs. 0.24 for V j > 0. The G jss/V m relation was little affected by this mutation (Figs. 1 A S257stop and 1C; Fig. 3 C S257stop left). Moreover, when g j was decreased by a V j of +80 mV, the fractional change in g j was the same as in the absence of V j gradient (Figs. 3 C S257stop right and 3D). Thus, truncation at 257, which abolished the fast V j gating, restored V m gating in the presence of V j.
Discussion
Structure–Function Analysis of Vm Dependence of Cx43 Channels.
We identified two charged residues, Arg-242 and Asp-245, that are likely to be an integral part of the V m sensor and that are located in the (cytoplasmic) CT domain close to its junction with M4, the fourth transmembrane domain. Mutations of these residues that altered V m gating did not have any influence on V j gating, and the S257stop truncation that greatly modified V j gating did not affect V m sensitivity. Taken together along with the difference in residual conductance, G jmin, the results indicate that V m and V j regulation of Cx43 junctional conductance is mediated by separate but interacting domains.
Truncation by the mutation G242stop greatly reduced V m sensitivity whereas truncation by S257stop had little effect on this property. Only two of the residues between positions 242 and 257 are charged, Arg-243 and Asp-245. When the acidic residue was replaced by Gln, a neutral amino acid, the G jss/V m relation was increased in steepness and V 0 was shifted in the negative direction, suggesting that D245 is part of the V m sensor. When the basic residue was replaced by Gln (R243Q), the G jss/V m relation was decreased in steepness and V 0 was shifted in the positive direction, suggesting that R243 is also part of the V m sensor and that it moves in the same direction as D245 during V m gating. However, the effects of the two mutations did not summate, and the double mutation, which is electrically neutral, virtually abolished V m dependence. Apparently the double mutation caused structural changes that prevented V m gating. Although the anatomical symmetry of gap junctions suggests that there are two V m gates in series, a single Boltzmann relation fit the G jss/V m relation about as well as the squared Boltzmann relation (with different parameters). However, the heterotypic junctions WT-G242stop would be expected to have only one V m sensitive gate, and the single Boltzmann with the same parameters as for the squared Boltzmann applied to WT junctions gave an excellent fit. This observation is strong evidence for series V m gates and applicability of the squared Boltzmann to WT junctions.
A Novel Gating Model for Connexin Channels with Combined Vj and Vm Dependence.
A model for the actions of V j and V m on Cx43 channels can be derived from data obtained in this paper and a previous analysis of the V j dependence (18). We hypothesize that each hemichannel contains a set of three gates, one fast gate and one slow gate under V j control and one slow gate regulated by V m (Fig. 3 D). The three gates appear to involve different regions of the connexin molecule, because they can be modified independently by different mutations and their residual conductances are different. The distal part of CT domain is involved in the fast V j gating process, because deletion of the 257–382 region modified the time course of g j transitions from a two-component decay to a single-component with a slow time constant. Block of the fast component by the 257 truncation and the asymmetry of the G jss/V j relation in heterotypic WT-S257stop junctions suggest that there are two V j gating mechanisms within the hemichannel, each operating with the same negative polarity of closing, defined as relative negativity in cytoplasmic side (18). The distal end of the CT may move to partially occlude the channel during fast V j gating as has been proposed for pH gating (24). Interestingly, attachment of aequorin (25) or of enhanced green fluorescent protein (EGFP; ref. 26) to the CT of a full-length Cx43 blocks fast V j gating. The mutations Arg-243 and Asp-245 affecting V m gating also are located in the CT but more proximal to the region required for fast V j gating. In the absence of V j gradients, Cx43 conductance is exclusively dependent on V m, which induces closure by membrane potential depolarization. When the CT domain was truncated at position 242, fast V j and V m gating were blocked, but the slow V j gating seen in the S257stop mutant was little affected. In Cx43 junctions, the sensor for the slow mechanism of V j gating may correspond to those initially proposed for Cx32 and Cx26 junctions, where the charged amino acids located in the NT domain and at the beginning of the first extracellular loop determine the polarity of closing of the channels (15, 17).
In this model, G j should be governed by the combined action of three gating mechanisms according to their kinetic properties and their polarity of closing. Moreover, the effects on conductance will be also determined by the nature of interactions between the gating mechanisms, which will depend critically on their structural basis and where they are located with respect to each other and to the channel lumen. Interactions could be allosteric or could result from changes in the local electric field by the gating mechanisms. The fast and slow V j gates may interact electrically. At large V j, the fast V j component dominates the conductance change of WT junctions, and G jmin was larger than in S257stop junctions. This result suggests that the fast gate has a larger residual conductance and prevents closure of the slow gate. That the time constants for the 257 truncation mutant are somewhat shorter than for the slow component in the WT may result from a larger voltage across the sensor in the absence of the fast gating mechanism. Operating in a different time regime, a large value of V j that closes most V j gates modifies V m gating, and it appears that the V m gate does not operate when the V j gate is closed (Fig. 3 C and D). (See supplemental material for further discussion of V j–V m interactions.)
Single channel analysis of the gating mechanisms should reveal the classes of gating events, including their probabilities, residual conductances, and intervening states. V j induces fast transitions between fully or partially open states and residual states of low conductance (27). In addition, slow transitions to a fully closed state have been recorded at larger V j in WT junctions (28). These two kinds of transition presumably underlie the two types of V j sensitivity considered here. In Cx43-EGFP junctions, which lack fast V j gating, fast transitions to a residual open state are not present, and channels close fully by slow transitions (26). The events in V m gating have not yet been observed at the single channel level, but the ability of V m to further reduce the V j-insensitive component of macroscopic conductance is an indication that V m gating mediates transitions between open and fully closed states of channels. Full closure of the channels is also suggested by the fact that the V j gating properties of Cx43 (Fig. 3 A and B) do not change significantly at different membrane potentials although the V m induces large variations in macroscopic junctional conductance. If V m gates closed to a subconductance state, one would be expected that the voltage across the V j gates would change affecting kinetics and steady state values.
The model presented here may be applicable in whole or in part to other V m- and V j-sensitive gap junctions of vertebrates (11, 14). The dependence on V m in some vertebrate junctions is sufficiently great that intercellular coupling could be directly regulated by the membrane potential, a parameter that is always present and that varies, particularly in excitable cells. Dynamic changes of coupling coefficient in phase with membrane potential oscillations occur in pancreatic β-cells (29), which may indicate that the conductance of those junctions is V m dependent. V j gating would regulate coupling when membrane potentials differed, as in asynchronously active excitable cells.
Acknowledgments
We thank E. C. Beyer for providing rat Cx43 cDNA. We gratefully acknowledge Rosa Barquero for technical assistance. This work was supported by a grant of the European Community (QLG1-CT-1999-00516 to L.C.B.). M.V.L.B. is supported by National Institutes of Health Grant NS-07512 and is the Sylvia and Robert S. Olnick Professor of Neuroscience.
Footnotes
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↵ § To whom reprint request should be addressed. E-mail: luis.c.barrio{at}hrc.es.
- Abbreviations:
- Cx,
- connexin;
- gj,
- junctional conductance;
- Vm,
- membrane potential;
- Vj,
- transjunctional voltage;
- CT,
- carboxyl-terminal domain;
- WT,
- wild type
- Copyright © 2000, The National Academy of Sciences


