The effects of external Zn2+ on Ca2+ and H+ currents in the soma of intact Helix neurones were investigated using standard two-electrode voltage-clamp procedures. Cells were exposed to a 0Na+, tetraethylammonium (TEA+) saline and clamped with Cs+-filled electrodes, which allows separation of voltagedependent H+ and Ca2+ currents using different holding potentials. Outward H+ currents, activated by depolarizations from holding potentials in the range −15 to −10 mV, were rapidly blocked by low concentrations of external Zn2+ with a Kd of approximately 16/zmoll-1. H+ current activation was also markedly slowed and the block was slow to reverse. Ca2+ currents, largely free from contamination by outward current, were activated by small depolarizations from a holding potential of −55 mV. Ca2+ currents were reduced by Zn2+, but the Kd for block was more than 80 times greater than for block of H+ currents. Thus, low concentrations of Zn2+ provide a method of selectively inhibiting H+ current in studies of Ca2+ current. This was demonstrated in cells which slowly acidified following exposure to 0Na+, TEA+ saline, leading to an increased outward H+ current. Washing with low concentrations of Zn2+ blocked the H+ current and uncovered the underlying Ca2+ current. The results also suggest that Zn2+ will be a useful tool in studies of the physiological role of the H+ pathway.

Voltage-dependent hydrogen ion movements have been detected in a number of tissues (Thomas & Meech, 1982; Byerly et al. 1984; Barish & Baud; 1984; Mahaut-Smith, 1987, 1989; Henderson et al. 1987; Thomas, 1988a,b). In molluscan neurones, continuous activation of the H+ pathway can produce substantial changes in pHi (Thomas & Meech, 1982), but the physiological role of these H+ movements has not been investigated. A number of agents block H+ currents, but the most effective are heavy metal cations such as Cd2+, La3+ and Zn2+, which also block Ca2+ currents in these cells.

This study shows that H+ currents in intact Helix neurones are blocked by micromolar concentrations of Zn2+. Ca2+ currents are also blocked by Zn2+, but at higher concentrations. Zn2+ can therefore be used to detect the presence of H+ currents in studies of Ca2+ currents. This blocker may also be useful in studying the role of the H+ pathway in normal cell function. A preliminary report of the results has appeared in abstract form (Mahaut-Smith, 1987).

The preparation and experimental set-up were identical to those described in the preceding paper (Mahaut-Smith, 1989). ZnC12 was obtained from BDH Chemicals.

The previous paper describes conditions which allow the separation of H+ currents in intact Helix neurones. Briefly, cells were held under voltage-clamp using CsCl-filled microelectrodes and exposed to a 0Na+, TEA+ saline. The membrane potential was held at -30 mV for 10 min and finally at −10 or −15 mV. The low holding potentials, and the saline used, induce a cytoplasmic acidification and abolish Ca2+ and remaining K+ currents. As a result, depolarizing pulses from these low holding potentials activate fast outward currents, which are carried by H+, at least for pulses up to +55 mV (Mahaut-Smith, 1989).

In preliminary experiments, a number of agents known to affect voltagedependent outward currents or H+ movements were tested on outward H+ currents in intact neurones. The following compounds had no significant effect when added to the bath; V-ethylmaleimide (2 mmol l−1), diethylpyrocarbonate (1 mmol l−1), amiloride (100 μmol l−1), apamin (Sigma) (0·3 μmol l−1). 1·2 mmol l−1 external Cd2+ blocked a large proportion of these H+ currents, but by far the most effective blocker was Zn2+.

Fig. 1A shows H+ currents activated by a series of depolarizing voltage steps from a holding potential of −15 mV up to 55 mV in 10 mV increments. 0·1 mmol l−1 ZnCl2 added to the bath caused a large reduction in the H+ current, an effect which was slow to reverse and only partially recovered after a 30 min wash in 0Na+, TEA+ saline. Subsequent application of 1 mmol l−1 external ZnCl2 virtually abolished the outward current. Hyperpolarizing voltage pulses elicited currents which behaved in an Ohmic fashion. Therefore, leak currents for depolarizing pulses were obtained by extrapolating from the Ohmic relationship, measured regularly throughout the experiment. Fig. 1B is a plot of the peak currents during a 250 ms pulse, corrected for the leak current, as a function of the membrane potential. The reduction in current caused by Zn2+ appears to be constant within the range of potentials used, which suggests that the block is not voltage-dependent. In the presence of 1 mmol l−1 Zn2+, a small voltage-dependent current was observed during steps to +55 mV or more depolarized, which may be residual K+ current (Mahaut-Smith, 1989). At these concentrations, divalent cations such as Zn2+ and Cd2+ have little effect on the voltage-gated K+ current in Helix neurones that are voltage-clamped with KCl-filled electrodes in normal saline (Meech & Standen, 1975; M. P. Mahaut-Smith, unpublished observations).

Fig. 1.

Effect of Zn2+ on H+ currents. (A) Current (upper) and voltage (lower) records for 250 ms depolarizing voltage steps up to 55 mV in 10 mV increments. Holding potential −15mV. Order of experiment; control (0 Na+, TEA+); 10min in 0·l mmol l−1 Zn2+; 30 min wash and 5min in l mmol l−1 Zn2+. (B) Leak-corrected current-voltage relationship. Ordinate, peak outward current measured during the 250ms pulse. Abscissa, membrane voltage. Points are connected by straight lines. (C) Voltage-activation curve. Ordinate, time to half the peak current. Abscissa, membrane voltage. t1/2 could not be measured in l mmol l−1 Zn2+ or at lower potentials in 0-1 mmol l−1 Zn2+ because of the lack of significant outward current. Curves are drawn by eye. ▼, control (0Na+, TEA+ saline); 0,10 min in 0·1 mmol l−1 Zn2+; ▽, 30min wash; •, 5min in l mmol l−1 Zn2+.

Fig. 1.

Effect of Zn2+ on H+ currents. (A) Current (upper) and voltage (lower) records for 250 ms depolarizing voltage steps up to 55 mV in 10 mV increments. Holding potential −15mV. Order of experiment; control (0 Na+, TEA+); 10min in 0·l mmol l−1 Zn2+; 30 min wash and 5min in l mmol l−1 Zn2+. (B) Leak-corrected current-voltage relationship. Ordinate, peak outward current measured during the 250ms pulse. Abscissa, membrane voltage. Points are connected by straight lines. (C) Voltage-activation curve. Ordinate, time to half the peak current. Abscissa, membrane voltage. t1/2 could not be measured in l mmol l−1 Zn2+ or at lower potentials in 0-1 mmol l−1 Zn2+ because of the lack of significant outward current. Curves are drawn by eye. ▼, control (0Na+, TEA+ saline); 0,10 min in 0·1 mmol l−1 Zn2+; ▽, 30min wash; •, 5min in l mmol l−1 Zn2+.

The rate of activation of the time-dependent current was estimated from the time to half the peak current (see Fig. 1C). Zn2+ considerably slowed the activation of the outward current. Note that t1/2 could not be measured in 1 mmol l−1 Zn2+ and at the lower potentials used in 0·1 mmol l−1 Zn2+ because no significant current was activated.

Kinetics of Zn2+ block of H+ currents

Fig. 2 shows the effect of 0·1 mmol l−1 Zn2+ on the outward current in response to depolarizations to +45mV in two cells. Cell A was exposed to 0·1mmol l−1 Zn2+ for 10 min, and a depolarizing step was applied every minute, whereas cell B was exposed to 0·1 mmol l−1 Zn2+ for only 1 min, with pulses every 15 s. (The lack of effect after 15 s may have been partly a problem of dead space and mixing of solutions.) Zinc acts rapidly and the initial block does not appear to be usedependent, an effect which is observed in the block of channels by local anaesthetics (Wit & Cranefield, 1974). In cell A, a steady-state response was reached after about 9 min. The full effect of 0·1 mmol l−1 Zn2+ is therefore shown by the current trace after 10 min in Fig. 2.

Fig. 2.

Time course of block of H+ currents by 0·1 mmol l−1 Zn2+. Cell A, long exposure to Zn2+ (10min). Pulses to 45 mV; holding sequential —15mV; pulse length 250 ms. Records of membrane current are shown in the control (0Na+, TEA+) saline, and after 1 and 10 min in 0·1 mmol l−1 Zn2+. Cell B, short exposure (1 min) with pulses every 15s. Pulses to 35 mV; holding potential −15 mV; pulse length 250 ms.

Fig. 2.

Time course of block of H+ currents by 0·1 mmol l−1 Zn2+. Cell A, long exposure to Zn2+ (10min). Pulses to 45 mV; holding sequential —15mV; pulse length 250 ms. Records of membrane current are shown in the control (0Na+, TEA+) saline, and after 1 and 10 min in 0·1 mmol l−1 Zn2+. Cell B, short exposure (1 min) with pulses every 15s. Pulses to 35 mV; holding potential −15 mV; pulse length 250 ms.

Effect of Zn2+ on Ca2+ currents

Ca2+ currents, relatively free from outward current, were recorded from cells in 0Na+, TEA+ saline by depolarizing voltage pulses from a holding potential of −55 mV to potentials in the range −10 to +5 mV. One concern in these experiments is that pHi will steadily fall owing to lack of pH regulation in the Na+-free salines. The acidosis will directly block Ca2+ currents (Byerly et al. 1984; Byerly & Moody, 1986) and contaminate the inward current owing to an increase in outward H+ current (Byerly & Moody, 1986; Mahaut-Smith, 1989). This effect was observed, but was variable; therefore, only cells in which there was a negligible decay in inward current following exposure to 0Na+, TEA+ saline were used to study Zn2+ block of Ca2+ current. Plant & Standen (1981) may have avoided this problem in their study of Ca2+ currents in 0 Na+, TEA+ medium because 10 mmol I-1 4-aminopyridine also was present. 4-aminopyridine blocks H+ currents directly (Byerly et al. 1984), but can also inhibit H+ currents indirectly (Meech & Thomas, 1987) because it is a weak base which alkalinizes the cytoplasm and increases its buffering power (Szatkowski & Thomas, 1987).

Fig. 3A shows the effect of external Zn2+ on the Ca2+ current recorded at 5 mV and in Fig. 3B the peak Ca2+ currents, corrected for leak current (see above for method), are plotted as a function of the membrane potential in the different levels of Zn2+. Zn2+ blocked Ca2+ currents in Helix, but higher concentrations were required compared to the block of H+ currents. 0·1 mmol l−1 Zn2+ caused only a small reduction in Ca2+ current; 1 mmol l−1 reduced the peak inward current and the rate and extent of its decline. This is similar to the effect of low concentrations of Cd2+ on calcium currents in Helix and Aplysia (Plant & Standen, 1981; Chad et al. 1984). Recovery of Ca2+ currents following exposure to Zn2+ was incomplete; for example 1 mmol l−1 ZnCl2 reduced the peak Ca2+ current to an average of 40% of the control; the current then recovered to approximately 60% after a 10 min wash.

Fig. 3.

Effect of Zn2+ on Ca2+ currents. (A) Voltage (lower) and current (upper) records from a cell in the control (0Na+, TEA+) saline, 5 min after exposure to 0·l mmol l−1 Zn2+, 5min after exposure to l mmol l−1 Zn2+ and after a 10min wash with control saline. Holding potential −55 mV. Pulse to +5 mV. Pulse length 100ms. No change of leakage conductance throughout. (B) Current-voltage relationships. Ordinate, peak Ca2+ current, corrected for leak; abscissa, membrane potential during pulse. ▾, control; ▄, 0·l mmol l−1 Zn2+; O, l mmol l−1 Zn2+.

Fig. 3.

Effect of Zn2+ on Ca2+ currents. (A) Voltage (lower) and current (upper) records from a cell in the control (0Na+, TEA+) saline, 5 min after exposure to 0·l mmol l−1 Zn2+, 5min after exposure to l mmol l−1 Zn2+ and after a 10min wash with control saline. Holding potential −55 mV. Pulse to +5 mV. Pulse length 100ms. No change of leakage conductance throughout. (B) Current-voltage relationships. Ordinate, peak Ca2+ current, corrected for leak; abscissa, membrane potential during pulse. ▾, control; ▄, 0·l mmol l−1 Zn2+; O, l mmol l−1 Zn2+.

Modelling the Zn2+ block

To compare fully the Zn2+ block of H+ and Ca2+ currents, a wide range of concentrations was tested. Increasing concentrations of the blocker were added to the bath, with a short period (30–45 s) of washing between doses. Fig. 4 is a plot of the peak Ca2+ and H+ current as a function of the Zn2+ concentration (Zn2+ dose on a logarithmic scale). Imax is the peak current measured in the absence of any blocker at the start of the experiment.

Fig. 4.

Dose-response curves for block of peak Ca2+ and H+ currents by external Zn2+. ▾, H+ current; ▄, Ca2+ current; ordinate, remaining current as a percentage of the current at the start of the experiment with no blocker present. H+ currents were measured from a 60ms pulse to 30 mV or 45 mV (holding potential −15mV). Ca2+ currents were recorded by using 45 mV or 60 mV depolarizing voltage steps from a holding potential of −55 mV. Abscissa, Zn2+ concentration on a logarithmic scale. Mean values are shown with standard error bars from four cells for both current types. The continuous line represents the result to be expected if one Zn2+ were to bind to one receptor site, where Kd = l·6× 10−5 mol l−1.

Fig. 4.

Dose-response curves for block of peak Ca2+ and H+ currents by external Zn2+. ▾, H+ current; ▄, Ca2+ current; ordinate, remaining current as a percentage of the current at the start of the experiment with no blocker present. H+ currents were measured from a 60ms pulse to 30 mV or 45 mV (holding potential −15mV). Ca2+ currents were recorded by using 45 mV or 60 mV depolarizing voltage steps from a holding potential of −55 mV. Abscissa, Zn2+ concentration on a logarithmic scale. Mean values are shown with standard error bars from four cells for both current types. The continuous line represents the result to be expected if one Zn2+ were to bind to one receptor site, where Kd = l·6× 10−5 mol l−1.

Models of blocking action are formed around the concept of the inhibitor binding to a receptor, and in turn having its specific effect. The binding reaction follows the general kinetic equation:
where n is the number of drug molecules (B) binding to each receptor site, R. kn1 and kn−1 are the reaction rates for the forward and backward reactions, respectively. At equilibrium, the fractional occupation of receptors {[nBR]/ ([nBR] + [R])} is given by:
where Imax is the response in the absence of any blocker, I is the response with a blocker concentration [B] and Kd is the dissociation constant for the drug on the receptor site. When [B] = Kd, half the receptor sites are occupied and the response, I, is 50 %. A plot of log[B] against log[(Imax/I) −l] has a slope of 1/n and intercepts the x axis at logKd. The experimental points for block of H+ current were fitted best when n was close to 1, and Kd= l·6×10−5mol l−1. The curve in Fig. 4 shows that the data closely fit the theoretical curve for a monomolecular reaction, which suggests that each zinc ion is binding to one receptor site on the H+ pathway. The approximate Kd for block of Ca2+ current was l·3×10−3mol l−1. Ca2+ currents were not totally depressed by high concentrations of Zn2+ (up to 10 mmol I-1). One reason may be that, at high concentrations, Zn2+ actually passes through Ca2+ channels (Kawa, 1979) and so no attempt was made to fit a theoretical curve to these results.

The use of Zn2+ to detect H+ current contamination of Ca2+ current

As discussed above, recordings of Ca2+ currents in a few cells in 0 Na+, TEA+ salines slowly shifted as though an outward current were developing. This effect is shown in Fig. 5A. The lower trace was recorded 4 min after exposure to the 0 Na+, TEA+ saline and the upper trace 7 min later. The difference appears to be a reduction in Ca2+ current (the leakage conductance was not affected). pHi often falls in neurones exposed to Na+-free salines (Mahaut-Smith, 1989); therefore, the apparent effect on the inward current could be due to direct inhibition of Ca2+ currents by H+ and/or an increase in outward H+ currents. The lower sensitivity of Ca2+ currents to external Zn2+ and the slow recovery of H+ currents from Zn2+ block, allows the latter possibility to be assessed. Fig. 5B shows the currents at −5mV before and shortly after (3 min wash) application of 0·1 mmol l−1 ZnCl2. Clearly, although there may have been some reduction in Ca2+ current by acidosis, the predominant effect was caused by an increased H+ current, which was blocked and was slow to recover from 0·1 mmol l−1 Zn2+.

Fig. 5.

Use of Zn2+ to block H+ contamination of Ca2+ current. Membrane currents activated by voltage pulses from −55 mV to −5 mV. (A) Records are shown 4 min after exposure to 0Na+, TEA+ saline (0; and 7 min later. (B) Records are shown prior to addition of Zn2+ and after a 3 min wash following 6 min of exposure to 0·1 mmol l−1 Zn2+.

Fig. 5.

Use of Zn2+ to block H+ contamination of Ca2+ current. Membrane currents activated by voltage pulses from −55 mV to −5 mV. (A) Records are shown 4 min after exposure to 0Na+, TEA+ saline (0; and 7 min later. (B) Records are shown prior to addition of Zn2+ and after a 3 min wash following 6 min of exposure to 0·1 mmol l−1 Zn2+.

These experiments show that low concentrations of external Zn2+ blocked H+ currents in intact snail neurones. Zn2+ also reduced Ca2+ currents, but higher concentrations were required for an equivalent block. Because divalent cations have little effect on IK(V) current in Helix, Zn2+ provides the most selective method of inhibiting H+ current, and is also a useful tool for investigating the physiological role of the H+ pathway in molluscan neurones. Zn2+ markedly slowed H+ current activation, which makes the block of the H+ pathway even more effective during short depolarizations such as action potentials. Theoretically, the rapid activation of H+ currents can cause a proton efflux within individual action potentials, which will be enhanced during bursts of activity (Byerly et al. 1984; Mahaut-Smith, 1989). If this pathway contributes significantly to pH regulation and/or to action potential repolarization, H+ current block will acidify the cytoplasm and/or lengthen the duration of the action potential.

This study also demonstrates (see also Byerly & Moody, 1986; Mahaut-Smith, 1989) that H+ currents can significantly contaminate inward Ca2+ current measurements. The effect is more important when pHi regulation is impaired, since acidification of the cytoplasm will increase the H+ current. Zn2+ can be used to distinguish between H+ and Ca2+ currents because they have very different Kd values and recovery times. The experiment of Fig. 5 showed that washing with a low concentration of Zn2+ blocked H+ current and revealed underlying Ca2+ current.

Recently, Thomas (1988a) has measured pH changes at the extracellular surface of snail neurones apparently caused by efflux of H+ through the H+ pathway. Extracellularly applied Zn2+ was, not surprisingly, the most effective blocker of the surface acidification induced by membrane depolarization. 1 mmol l−1 Zn2+ completely blocked the surface acidification and the block was slow to reverse (Thomas, 1988b), which is very similar to the effect of this concentration of Zn2+ on the isolated H+ currents in the present study.

Mechanism of action of Zn2+

The mathematical fit for Zn2+ block of H+ current supports the model that each zinc ion binds to one receptor site. Several agents block other ionic currents according to this monomolecular reaction, where the ‘receptor’ is hypothesized to be part of the channel gating mechanism or the channel itself (see Hille, 1984; for review). I have avoided the term ‘channel’ because, at present, there is no direct evidence that voltage-dependent H+ movement occurs through classic ion channels. The most direct evidence for discrete H+ channels would come from single-channel patch-clamp experiments (Hamill et al. 1981). Byerly et al. (1984) describe the H+ current in Lymnaea as a channel, presumably because H+ current activation has many properties common to voltage-gated ionic channels. The binding model presented in this paper can only be considered as further indirect evidence that the voltage-dependent H+ current/pathway is conducted through ion channels. The rapid effect of Zn2+ on the H+ current suggests that the receptor for Zn2+ is situated on the extracellular membrane surface. In addition, the lack of voltage-dependence of the block supports a surface action for Zn2+ and not one in the voltage field.

Zn2+ has also been shown to block the delayed rectifier K+ conductance of frog skeletal muscle (Stanfield, 1975). The major effect of Zn2+ was to slow the activation of the K+ current by reacting with the gating particle; at 0·1 mmol l−1 Zn2+, the rate constants were slowed by approximately 10-fold (Stanfield, 1975). This concentration of Zn2+ has a similar effect on H+ current activation, but is more effective at reducing the steady-state H+ conductance than the K+ current.

The large difference in sensitivity to Zn2+ suggests that voltage-dependent Ca2+ and H+ movements across the nerve membrane are conducted through different channels or pathways. The same pathway could carry both ions if the block is voltage-dependent and less effective in the range in which Ca2+ currents were activated. However, this seems unlikely as there was little difference in the block of the Ca2+ current activated by larger depolarizations (up to 35 mV), tested in cells with small outward currents (see, for example, Fig. 3B).

In conclusion, Zn2+ is the most selective inhibitor of H+ currents known and provides a method of testing for the presence and function of the H+ pathway.

I am grateful to Dr R. W. Meech for his guidance during these studies. Thanks also to Dr R. W. Meech and Dr M. G. Evans for comments on the manuscript and Michael Rickard for expert technical assistance. The work was supported by the Medical Research Council.

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