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Vol. 281, Issue 1, 384-392, 1997

Effects of Class III Antiarrhythmic Drugs on Transient Outward and Ultra-rapid Delayed Rectifier Currents in Human Atrial Myocytes1

Jianlin Feng, Zhiguo Wang2 , Gui-Rong Li3 and Stanley Nattel

Department of Medicine (J.F., Z.W., G.-R.L., S.N.), Montreal Heart Institute and University of Montreal, and Department of Pharmacology and Therapeutics (S.N.), McGill University, Montreal, Quebec, Canada


    Abstract
Top
Abstract
Introduction
Methods
Results
Discussion
References

A variety of class III antiarrhythmic agents have been shown to block the delayed rectifier current, but their effects on other K+ currents, particularly in human tissues, are less clear. We studied the concentration-dependent actions of the class III compounds d-sotalol, E-4031 and ambasilide on the transient outward current (Ito) and the ultra-rapid delayed rectifier current (IKur) in human atrial myocytes. d-Sotalol and E-4031 failed to alter Ito or IKur at concentrations up to 500 and 50 µM, respectively. In contrast, ambasilide produced a concentration-dependent inhibition of Ito and IKur, with statistically significant effects at 10 µM and maximum effects at 100 µM. The 50% inhibitory concentration of ambasilide averaged 23 ± 2 µM and 34 ± 3 µM for Ito and IKur respectively. Ambasilide did not alter the voltage-dependence of activation or inactivation of Ito, or the voltage-dependence of IKur, and it did not affect Ito recovery from inactivation. On the other hand, ambasilide accelerated Ito inactivation, by introducing a more rapid component that accelerated with increasing drug concentration. Furthermore, block of both Ito and IKur developed over time after the onset of depolarization, with time constants of 5.8 ± 0.8 msec and 2.5 ± 0.4 msec at concentrations of 10 and 50 µM for Ito and 6.1 ± 0.8 msec and 2.1 ± 0.3 msec at 10 and 50 µM for IKur. We conclude that neither d-sotalol nor E-4031 affects Ito or IKur, whereas ambasilide produces efficacious open-channel block of both currents, in human atrial myocytes.


    Introduction
Top
Abstract
Introduction
Methods
Results
Discussion
References

Class III antiarrhythmic agents exert their actions by prolonging the cardiac action potential and thereby increasing the refractory period, without altering phase 0 sodium current or conduction velocity. A variety of class III drugs are in current clinical use or in development, including sotalol (Singh and Nademanee, 1987), dofetilide (Rasmussen et al., 1992), E-4031 (Fujiki et al., 1994) and ambasilide (Takanaka et al., 1992). Although data have been presented that suggest that sotalol is a highly selective antagonist of the delayed rectifier K+ current (Carmeliet, 1985), and particularly of the rapid component IKr (Sanguinetti and Jurkiewicz, 1990), other work has suggested that sotalol potently inhibits the transient outward current (Berger et al., 1989). Dofetilide and E-4031 have been characterized as specific blockers of IKr (Rasmussen et al., 1992; Fujiki et al., 1994; Colatsky et al., 1990), largely on the basis of experiments with cells isolated from experimental animals. Ambasilide has been found to inhibit both components of the delayed rectifier: IKr and the slower component IKs (Zhang et al., 1992). In an experimental canine model of AF, ambasilide was found to be a more potent antiarrhythmic agent than d-sotalol and to prolong refractoriness with much less reverse use-dependence than d-sotalol (Wang et al., 1994b).

Recent work has helped to clarify the ionic currents governing human atrial repolarization. Whereas delayed rectifier K+ currents in human atrium resemble corresponding currents in a variety of animal cells (Wang et al., 1993a; Wang et al., 1994a), some K+ currents in human atrial cells show important differences from other species. For example, human atrial Ito has quite different kinetic properties from Ito in rabbit atrium (Fermini et al., 1992), and a novel type of delayed rectifier with kinetic and pharmacologic properties resembling those of the cloned human K+ channel Kv1.5 appears to be important in human atrial repolarization (Wang et al., 1993b). The latter current has been designated IKur, or the ultra-rapid delayed rectifier, because its activation kinetics are two orders of magnitude faster than those of IKr (Wang et al., 1993b).

Relatively little is known about the effects of antiarrhythmic drugs on ionic currents in human heart cells. We have shown that quinidine produces open-channel block of Ito in human atrial cells, whereas flecainide inhibits Ito in a fashion that suggests the highest affinity for the inactivated state (Wang et al., 1995). Quinidine was found to inhibit IKur significantly at concentrations in the clinically relevant range, which suggests that IKur block may contribute to the drug's antiarrhythmic properties in the human, whereas flecainide had no detectable effect on IKur at concentrations as large as 10 µM (Wang et al., 1995).

Ito and IKur appear to play important roles in human atrial repolarization (Shibata et al., 1989; Escande et al., 1987; Wang et al., 1993b) and may therefore be important targets for antiarrhythmic drug action. The effects of class III drugs on IKur have not, to our knowledge, been studied. There is limited information about class III drug effects on Ito, and the results that have been obtained, largely relating to sotalol, are somewhat contradictory (Carmeliet, 1985; Berger et al., 1989). We therefore designed the present study to evaluate the effects of three class III antiarrhythmic drugs, d-sotalol, E-4031 and ambasilide, on Ito and IKur in human atrial myocytes.

    Methods
Top
Abstract
Introduction
Methods
Results
Discussion
References

Isolation of human atrial cells. Specimens of human right atrial appendage were obtained from the hearts of 36 patients (58 ± 3 years old) undergoing aortocoronary bypass surgery. All patients were free of supraventricular tachyarrhythmias, and the atria were grossly normal at the time of surgery. The procedure for obtaining the tissue was approved by the Ethics Committee of the Montreal Heart Institute. Samples were quickly immersed in nominally Ca++-free Tyrode's solution (100% O2, 37°C) of the following composition (mM): NaCl, 126; KCl, 5.4; MgCl2, 1.0; NaH2PO4, 0.33; dextrose, 10; HEPES (Sigma Chemicals, St. Louis, MO), 10; pH adjusted to 7.4 with NaOH. The myocardial specimens were chopped with scissors into cubic chunks and placed in a 25-ml flask containing 10 ml of the Ca2+-free Tyrode's solution. The tissue was gently agitated by continuous bubbling with 100% O2 and stirring with a magnetic bar. After an initial 5 min in this solution, the chunks were reincubated in a similar solution containing 390 U/ml collagenase (CLS II, Worthington Biochemical, Freehold, NJ) and 4 U/ml protease (Type XXIV, Sigma Chemicals). The first supernatant was removed after 45 min, and the chunks were reincubated in a fresh enzyme-containing solution. Microscopic examination was performed every 15 min to determine the number and quality of the isolated cells. When the yield appeared to be maximal, the chunks were suspended in a solution containing (mM): KCl, 20; KH2PO4, 10; glucose, 10; glutamic acid, 70; beta -hydroxybutyric acid, 10; taurine, 10; EGTA, 10; albumin, 1%; pH adjusted to 7.4 with KOH, and gently pipetted.

Data acquisition. Only quiescent rod-shaped cells showing clear cross-striations were used. A small aliquot of the solution containing the isolated cells was placed in a 1-ml chamber mounted on the stage of an inverted microscope. Five minutes was allowed for cell adhesion to the bottom of the chamber, and then the cells were superfused at 3 ml/min with a solution containing (millimolar concentrations): NaCl, 126; KCl, 5.4; MgCl2, 0.8; CaCl2, 1.0; NaH2PO4, 0.33; HEPES, 10; glucose, 5.5; pH adjusted to 7.4 with NaOH. In order to minimize possible contamination from IK, IK1, IK,Ach and choline-activated K+ current (Fermini and Nattel, 1994), the following chemicals were present during current recording: TEA (Sigma Chemicals, 10 mM, to inhibit IK), BaCl2 (Sigma Chemicals, 1 mM, to inhibit IK1) and atropine (Sigma Chemicals, 1 µM, to inhibit IK,Ach and choline-activated K+ current). In preliminary experiments and previously published studies (Wang et al., 1993a; Wang et al., 1993b), we found these interventions to be without effect on Ito and IKur. Sodium current was inhibited with the use of a holding potential of -50 mV and/or equimolar choline replacement of Na+ in the superfusate. CdCl2 (200 µM) was added to the superfusate to inhibit Ca++ current. 4AP was obtained from Sigma Chemicals, prepared as a 1 M stock solution with pH adjusted to 7.4 with the use of 1 N HCl and added at selected concentrations as specified below. Experiments were conducted at room temperature in order to resolve the rapid activation and deactivation kinetics of IKur; previous studies have shown that the amplitude of IKur at room temperature is similar to that at 37°C (Wang et al., 1993b).

The whole-cell patch-clamp technique was employed to record ionic currents in the voltage-clamp mode. Borosilicate glass electrodes (O.D. 1.0 mm) were used, with tip resistances of 2.5 to 5 MOmega when filled with (millimolar concentrations): KCl, 130; MgCl2, 1.0; HEPES, 10; EGTA, 5; Mg2ATP, 5; Na2-creatine phosphate, 5; pH adjusted to 7.4 with KOH, and were connected to a patch-clamp amplifier (Axopatch 1-D, Axon Instruments, Foster City, CA). Command pulses were generated by a 12-bit digital-to-analog converter controlled by pClamp software (Axon Instruments). Recordings were low-pass filtered at 1 kHz. Currents were digitized at a maximum frequency of 100 kHz (model TM 125, Scientific Solutions, Solon, OH) and stored on the hard disk of a personal computer.

Junction potentials were zeroed before formation of the membrane-pipette seal. Mean seal resistance averaged 11.6 ± 3.9 GOmega (n = 30). Several minutes after seal formation, the membrane was ruptured by gentle suction to establish the whole-cell configuration for voltage clamping. Rs was electrically compensated to minimize the duration of the capacitive surge on the current record and the voltage drop across the clamped cell membrane. Rs along the clamp circuit was estimated by dividing the time constant obtained by fitting the decay of the capacitive transient (tau c) by the calculated cell membrane capacitance (the time-integral of the capacitive surge measured in response to 5-mV hyperpolarizing steps from a holding potential of -60 mV divided by the voltage drop).

Before Rs compensation, the decay of the capacitive surge had a time constant of 552 ± 36 µsec (cell capacitance of 87.7 ± 4.6 pF, n = 30). After compensation, the time constant was reduced to 166 ± 3 µsec. The initial Rs was calculated to be 6.3 ± 0.3 MOmega , and Rs was reduced to 2.2 ± 0.1 MOmega after compensation. Currents recorded during this study did not exceed 2 nA. The voltage drop across Rs therefore never exceeded 5 mV. Cells with significant leak currents, manifested as a conductance > 0.6 nS upon 10-mV hyperpolarization and depolarization from -60 mV, were rejected. If leak current changed over the course of an experiment, as indicated by a significant change (> 10 pA) in the holding current at -50 mV or by an increase in the membrane conductance at -60 mV, the experiment was terminated.

Data analysis. The amplitude of Ito was measured as the difference between the peak of the transient outward current and the sustained current at the end of the pulse, as previously described (Wang et al., 1993b; Wang et al., 1995). To record IKur in the absence of contamination by Ito, we used a 1-sec prepulse to +40 mV to inactivate Ito 10 msec before a depolarizing test pulse, a procedure that we have previously developed and validated (Wang et al., 1993b). IKur was measured in two ways: 1) as described previously (Wang et al., 1993b; Wang et al., 1995), based on the maximum current upon depolarization in the presence of a depolarizing prepulse to inactivate Ito, and 2) in terms of the tail current upon repolarization from a depolarizing test potential to -20 mV.

Comparisons among groups were performed by ANOVA with Scheffé's contrasts. Single comparisons between base-line and drug data were performed with Student's t test, and a two-tailed probability of 5% was taken to indicate statistical significance. Group data are presented as mean ± S.E.M. Nonlinear curve fitting was performed using Clampfit in pClamp (Axon Instruments) or Sigmaplot software (Jandel Scientific, San Rafael, CA).

    Results
Top
Abstract
Introduction
Methods
Results
Discussion
References

Effects of d-sotalol and E-4031 on Ito and IKur. Concentrations of d-sotalol up to 500 µM, which fully inhibit IKr (Sanguinetti and Jurkiewicz, 1990) and are substantially higher than the maximum therapeutic concentration in the human (Wang et al., 1986), failed to affect Ito recorded on 300-msec depolarizing pulses delivered at 0.1 Hz from -50 mV. Similarly, IKur elicited by 160-msec pulses from -50 mV (after a 1-sec prepulse to +40 mV to inactivate Ito) was not altered by the drug. Overall, concentrations of 5, 10, 50 and 500 µM d-sotalol (in five cells at each concentration), produced -1.2 ± 0.3, 0.9 ± 0.4, 1.5 ± 0.7 and -1.4 ± 0.9% changes in Ito and 0.8 ± 0.3, -2.1 ± 0.7, -1.3 ± 0.4 and 1.5 ± 0.9% changes in IKur, respectively, at +40 mV. When a train of 15 conditioning 90-msec pulses to +50 mV at a frequency of 1, 2 and 3.3 Hz was introduced before the test pulse to evaluate possible use-dependent actions, no effect of 100 µM d-sotalol on Ito or IKur was noted. Ito averaged 850 ± 65, 845 ± 59 and 831 ± 62 pA at +50 mV at 1, 2 and 3.3 Hz, respectively, before and 849 ± 62, 846 ± 61 and 829 ± 58 pA after 100 µM d-sotalol (P = NS for d-sotalol vs. control for each). Similarly, IKur averaged 499 ± 52, 488 ± 49 and 475 ± 46 pA at +50 mV at 1, 2 and 3.3 Hz, respectively, before and 490 ± 49, 490 ± 52 and 480 ± 50 pA after 100 µM d-sotalol (P = NS for d-sotalol vs. control).

E-4031 similarly failed to alter Ito or IKur---at concentrations of 1, 5 and 10 µM E-4031 (in five cells at each concentration), E-4031 produced 0.9 ± 0.2, -1.1 ± 0.4 and 0.8 ± 0.7% changes in Ito and -1.3 ± 0.8, 1.2 ± 0.7 and 0.9 ± 0.2% changes in IKur respectively at +40 mV. When a train of 15 conditioning 90-msec pulses to +50 mV at a frequency of 1, 2, and 3.3 Hz was introduced prior to the test pulse to evaluate possible use-dependent actions, no effect of 50 µM E-4031 on Ito or IKur was noted. Ito averaged 798 ± 60, 788 ± 69, and 770 ± 63 pA at +40 mV at 1, 2 and 3.3 Hz respectively before and 789 ± 58, 781 ± 56, and 768 ± 60 pA after 50 µM E-4031 (P = NS for E-4031 versus control for each). Similarly, IKur averaged 459 ± 49, 450 ± 45 and 442 ± 38 pA at +40 mV at 1, 2 and 3.3 Hz respectively before and 453 ± 47, 448 ± 46 and 449 ± 41 pA after 50 µM E-4031 (P = NS for E-4031 versus control for each).

Effects of ambasilide on Ito. The response of Ito to ambasilide is illustrated in figure 1. Figure 1A shows representative currents recorded in one cell under control conditions. Ambasilide produced a slight decrease in Ito at a concentration of 10 µM (fig. 1B). At a higher concentration (50 µM, fig. 1C), ambasilide decreased Ito substantially and caused apparent acceleration in the initial decay of Ito after peak values were attained. Ito inhibition by ambasilide was almost fully reversed after 20 min of drug washout (fig. 1D).


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Fig. 1.   Concentration-dependent effects of ambasilide on Ito in a representative cell. Ito was elicited by 300-msec depolarizing pulses from -50 mV to +50 mV at 0.1 Hz. Recordings are shown under control conditions (panel A) and then in the presence of 10 µM (panel B) and 50 µM (panel C) ambasilide, followed by washout (panel D).

Mean (± S.E.M.) Ito current amplitude in eight cells studied under control conditions, in the presence of 10, 50 and 100 µM ambasilide, and after 20 min of drug washout are shown in figure 2A. We were unable to study ambasilide concentrations higher than 100 µM because of limited drug solubility. The drug produced a concentration-related inhibition of Ito, which was fully reversed by washout. Drug effects were significant at P < .01 at all voltages for the two higher concentrations and at P < .05 at all voltages at the 10 µM concentration. Current amplitudes upon washout were not significantly different from those under control conditions at any voltage.


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Fig. 2.   A) Current-voltage relations under control, 10, 50 and 100 µM ambasilide and washout conditions (mean ± S.E.M., n = 8). B) Percent reduction in Ito (relative to control at the same voltage). *P < .05; **P < .01 vs. control (n = 8). C) Concentration-response relation for ambasilide effect on Ito at +50 mV. Symbols represent experimental data (mean ± S.E.M., n = 6 cells exposed to all concentrations); solid line is best-fit equation of the form E = Emax (1 + [K/C]n), where E is the effect at concentration C, Emax is the maximum effect, K is the concentration for half-maximal action, and n is the Hill coefficient. D) Mean data for voltage dependence of Ito inactivation and activation in the absence (circles) and presence (triangles) of 50 µM ambasilide (mean ± S.E., n = 6). Inactivation was assessed with a two-pulse protocol, with a 1-sec prepulse to voltages between -120 and +20 mV followed by a 1-sec test pulse to +60 mV. Activation was assessed by the tail current at -30 mV after 5-msec depolarizations to a variety of test potentials. The curves shown are fits of mean data by Boltzmann distribution equations (see text).

Figure 2B shows the mean percentage change in Ito at each TP for each drug concentration. Although significant changes from control were seen at all voltages (asterisks in figure), the effects of the drug were voltage-independent at all concentrations. Figure 2C shows the concentration dependence of drug inhibition of Ito on depolarization to +40 mV. The curve in figure 2C is the best-fit equation of the form
E=E<SUB>max</SUB>{<IT>1/</IT>[<IT>1+</IT>(<IT>EC<SUB>50</SUB>/</IT>C)<SUP><IT>n</IT></SUP>]}
where E is the effect at any concentration C, Emax is the maximal effect, EC50 is the concentration for half-maximal effect and n is the Hill coefficient. This equation was applied to data from each of the eight experiments in which Ito was recorded before and after ambasilide at each of the four concentrations shown. The mean EC50 was 22.6 ± 1.9 µM, with an average Emax of 62.4 ± 6.5% inhibition and a mean n of 1.6 ± 0.2.

The voltage-dependence of Ito activation and inactivation was evaluated in six myocytes each with the voltage protocols (applied at 0.1 Hz) shown in figure 2D. Inactivation was evaluated with 1-sec CPs from voltages between -120 and +20 mV, followed by a 1-sec test pulse to +60 mV. Activation was analyzed on the basis of tail currents on repolarization to -30 mV after a 5-msec conditioning pulse from -80 mV to potentials between -20 and +80 mV. Mean data for activation and inactivation, along with best-fit Boltzmann distribution curves, under control conditions and in the presence of 100 µM ambasilide are shown in figure 2D. The equation used for curve fitting was
I/I<SUB>max</SUB><IT>=1/</IT>{<IT>1+</IT>exp[(<IT>V<SUB>1/2</SUB>−V</IT>)<IT>/k</IT>]}
where I is Ito amplitude (for inactivation) or tail current (for activation) at a conditioning pulse voltage V, V1/2 is the voltage for half-maximal activation and k is a slope constant (positive for activation, negative for inactivation). Mean values for V1/2 and k under control conditions were -33.5 ± 3.4 mV and -4.5 ± 0.6 mV, respectively, for inactivation and were +20.4 ± 2.2 mV and +11.5 ± 0.9 mV for activation. In the presence of 50 µM ambasilide, corresponding values were -34.1 ± 3.3 mV and -4.5 ± 0.5 mV for inactivation and +20.8 ± 2.1 mV and 11.6 ± 0.9 mV for activation, respectively. Thus ambasilide did not alter the voltage dependence of Ito.

Effects of ambasilide on IKur. The effects of ambasilide on IKur in a representative myocyte are illustrated in figure 3A. IKur was recorded with the use of the protocol shown in the inset, including a 1-sec prepulse to +40 mV to inactivate Ito, followed by a 160-msec test pulse delivered at 0.1 Hz to a variety of potentials between -40 and +50 mV (results at +50 mV are shown in the figure). Current under control conditions (fig. 3A) shows the rapid activation with little or no inactivation typical of IKur. Ambasilide (100 µM) caused a substantial reduction in both step current elicited by depolarization and tail current at -20 mV. The effect of ambasilide was qualitatively similar to, although quantitatively somewhat less than, that of 4AP at a concentration (5 mM) we have previously shown to block IKur fully (Wang et al., 1993b). The drug-sensitive difference currents shown in figure 3B indicate the similar morphology of the current inhibited by ambasilide and 4AP. Figure 3C shows the mean ± S.E.M. current-voltage relationships of step current sensitive to 100 µM ambasilide (black-triangle) and 5 mM 4AP (triangle ), which were quite similar in form.


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Fig. 3.   A) IKur recorded from one cell with the protocol shown in the inset of panel B, under control conditions and then after exposure to 100 µM ambasilide and 5 mM 4AP. B) Currents sensitive to 5 mM 4AP (a) and to 100 µM ambasilide (b), based on digital subtraction of currents in the presence of drug from those in the absence of drug in panel A. C) Current-voltage relation of 4AP- and ambasilide-sensitive current obtained as illustrated in panels A and B. D) Current-voltage relations for step current under control, 10 (black-square), 50 (black-triangle) and 100 (triangle ) µM ambasilide and washout conditions (mean ± S.E.M., n = 8). E) Percent reduction in IKur (relative to control at the same voltage). *P < .05; **P < .01 vs. control (n = 8). F) Concentration-response relation for ambasilide inhibition of IKur at +50 mV. Open symbols represent experimental data (mean ± S.E.M., n = 6 cells exposed to all concentrations); solid lines are best-fit concentration-response equations. Filled symbols show data corrected for nonspecific component by calculating ambasilide's effects as (b/a) × 100%, where b is current inhibited by the drug at a given concentration and a is current inhibited by 5 mM 4AP, obtained as shown in figure 3B.

Figure 3D shows an analysis of the concentration-dependence of ambasilide effects on IKur at different test potentials, based on step currents recorded with the protocol illustrated in figure 3A. Ambasilide produced a concentration-dependent inhibition of IKur that was reversible upon drug washout. The percent change in current produced by the drug is shown as a function of test potential in figure 3E. Although ambasilide produced significant changes relative to control at all concentrations and every voltage (indicated by the asterisks), there was no significant voltage-dependence of drug action. Figure 3F shows the best-fit concentration-response relation for inhibition of IKur step current at +50 mV (open diamonds) with the use of a relation of the form E = Emax {1/[1 + (EC50/C)n]}, as presented above. When fitted to data in each experiment, this relation provided mean values of 75 ± 7% for Emax and 34.2 ± 2.9 µM for EC50 in six cells.

One problem in analyzing IKur step current data is that in measuring relative to the zero current level, it is assumed that no other currents are present. Although a variety of currents, including IK, Ito, IK1, IK,ACh, INa and ICa, are inhibited by the contents of the superfusate and/or the voltage protocol, other conductances, such as that of the time-independent nonselective cation channel (Crumb et al., 1995), can carry current upon depolarization. To obtain a more precise indication of the amplitude of IKur step current, and of the effect of ambasilide on it, we analyzed the effect of 100 µM ambasilide on 4AP-sensitive current obtained as illustrated in figure 3A to C. Because a depolarizing prepulse was used, Ito was suppressed and the only 4AP-sensitive component was IKur. Figure 3B shows 4AP-sensitive current (a), obtained by digital subtraction of current in the presence of 4AP from control, and ambasilide-sensitive current (b), obtained by subtraction of current in the presence of ambasilide from control. For each cell, ambasilide's effect on IKur can be calculated specifically by relating ambasilide-sensitive current (b in fig. 3B) to 4AP-sensitive current (a in fig. 3B) and expressing the ambasilide effect (in terms of percent change in IKur) as (b/a) × 100. When this is done, the results shown by the filled diamonds in figure 3F are obtained. When the corrected concentration-response data were fitted by the Emax equation given above, the EC50 averaged 34.7 ± 3.1 µM, and Emax for IKur inhibition averaged 103% ± 9%.

In order to obtain an independent estimate of the magnitude of the specific ambasilide effect on IKur, we analyzed time-dependent tail currents as shown in figure 4. IKur tail currents were recorded with 180-msec conditioning depolarizations to potentials between -40 and +50 mV, followed by repolarization to -20 mV for 120 msec. Because IK is negligible as a result of the short pulse duration, the presence of TEA in the superfusate, and study at room temperature, and because Ito is fully inactivated by the end of the conditioning pulse, IKur is the only component that gives rise to the tail current. Figure 4A shows typical currents recorded with this protocol and indicates a concentration-dependent inhibitory effect of the drug on tail currents. Figure 4B shows the relation between tail current and CP potential in five cells under control conditions, in the presence of various ambasilide concentrations and after drug washout. The drug produced a concentration-dependent inhibition of tail current at all voltages, an effect that was completely reversible upon washout. Drug effects were significant at all voltages and concentrations and were similar at all voltages (fig. 4C). Figure 4D shows the concentration-dependence for inhibition of IKur tail current elicited by a depolarization to +50 mV, as determined in five cells. The best-fit Emax equation is shown by the solid line, which agrees very closely with the concentration-response relation obtained from corrected step currents (filled diamonds in fig. 3F), whose best-fit concentration-response curve is reproduced as the dashed line in figure 4D. Overall, the tail current analysis provides mean values of 104 ± 10% for Emax and 34 ± 3 µM for EC50.


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Fig. 4.   Effects of ambasilide on IKur tail currents. A) Recordings of IKur obtained in one cell with the voltage protocol shown in inset, under control, ambasilide (10, 50 and 100 µM) and washout conditions. B) Current-voltage relations (mean ± S.E.M. for five cells exposed to each condition) for IKur tail currents recorded as shown in the inset. C) Percent change in IKur tail current produced by various concentrations of ambasilide. **P < .01 vs. control at same voltage. D) Concentration-response relation for ambasilide inhibition of tail currents. Symbols are mean data at +50 mV; solid line is best-fit concentration-response curve. Dashed line is concentration-response curve for drug effects on step current, corrected for 4AP-sensitive component as shown by filled symbols and corresponding curve fit in figure 3F.

Possible effects of ambasilide on IKur activation were evaluated by fitting tail current data in each experiment with the Boltzmann distribution equation provided above. Under control conditions, values for V1/2 and k averaged -4.0 ± 0.4 mV and 7.5 ± 0.8 mV, respectively, whereas in the presence of 100 µM ambasilide, the corresponding values were -3.9 ± 0.4 mV and 7.2 ± 0.7 mV, respectively. Thus ambasilide did not alter the voltage dependence of IKur activation.

State-dependence of ambasilide actions. The above results show that ambasilide inhibits Ito and IKur in a concentration-dependent and voltage-independent fashion. To evaluate further the possibility of state-dependent blocking actions, we assessed the time-dependence of block. If ambasilide interacted preferentially with open or inactivated Ito channels with recovery from the rested state slower than spontaneous recovery from inactivation, then slowed recovery after a depolarizing pulse would result. Figure 5A presents an analysis of the time-dependent recovery of Ito as determined with the two-pulse protocol shown in the inset. Mean values for Ito of the test pulse (P2) normalized to current during a basic pulse (P1, at 0.1 Hz) are shown as a function of the P1 to P2 interval in six cells. The best-fit exponential curves to each set of data are shown; they are very similar. Exponential curve fitting to recovery data in each cell provided recovery time constants of 31.8 ± 2.9 and 33.2 ± 3.0 msec under control and 100 µM ambasilide conditions, respectively, which indicated no change in Ito recovery kinetics.


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Fig. 5.   A) Time course of recovery from inactivation of Ito in absence (open circles) and presence (closed circles) of 100 µM ambasilide obtained with protocol in inset. Results are mean ± S.E.M. of five cells studied under both conditions. Best-fit exponential recovery curves are provided. B) Time to peak of Ito as a function of test potential under control conditions and in the presence of 100 µM ambasilide (mean ± S.E.M., n = 6, reduction by drug significant at P < .01 for all voltages).

The results shown in figure 5A do not exclude state-dependent actions of ambasilide; they simply indicate that if such actions exist, then unblocking upon repolarization cannot be substantially slower than spontaneous recovery from inactivation. Visual inspection of Ito recordings in figure 3 suggests that Ito attains a peak and inactivates more rapidly in the presence of higher concentrations of ambasilide than in the absence of the drug. Figure 5B shows an analysis of the time from the onset of depolarization to peak Ito before and after exposure to 100 µM ambasilide in six cells. Ambasilide significantly decreased the time to peak current at all voltages, a result consistent with an open-channel blocking action (Wang et al., 1995).

To evaluate further the possibility that ambasilide causes open-channel block of Ito, we evaluated the inactivation of Ito in the absence and presence of ambasilide. Figure 6A shows a representative recording of Ito upon depolarization to 50 mV for 300 msec under control conditions. Current inactivation was well fitted by a monoexponential relation as shown. In the presence of 50 µM ambasilide, a monoexponential relation no longer fitted Ito well, as illustrated by the best-fit monoexponential relation in figure 6B. A biexponential relation, on the other hand, fitted the data well (fig. 6C). Similar findings were obtained in all experiments in the presence of 50 and 100 µM ambasilide. Mean rate constants for six cells studied under control conditions and at each drug concentration are shown in figure 6D. In the presence of 10 µM ambasilide, the time constant of inactivation was not altered. At higher concentrations, there is a slower component with a time constant similar to that under control conditions and a faster component whose time constant decreases with increasing drug concentration. These results are consistent with high-affinity open-channel block causing rapid current decay in a concentration-dependent fashion.


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Fig. 6.   Effects of ambasilide on the time course of Ito inactivation. Representative recordings from one cell upon depolarization to +50 mV under control conditions (panel A) and in the presence of 50 µM ambasilide (panels B and C). Best-fit monoexponential relations to raw data are shown in panels A and B, whereas panel C shows a biexponential fit to results in the presence of ambasilide. D) Time constants of Ito inactivation under control and drug conditions. C = control; AM10, AM50 and AM100 = 10, 50 and 100 µM ambasilide, respectively. **P < .01 vs. control.

The possibility of open-channel block was further pursued with the analysis shown in figure 7. The pulse protocols shown were used to record Ito (fig. 7A) and IKur (fig. 7B) under control conditions and in the presence of 10 and 50 µM ambasilide. Drug-induced block was then plotted as a function of time after the onset of the pulse. For IKur, the results shown were obtained in a cell lacking Ito, which we have shown to have the same IKur properties as cells possessing Ito (Wang et al., 1993b), in order to avoid potential complicating effects of the prepulse. Block was found to develop in a time-dependent fashion, with an exponential onset as shown by the curve fits in the figure. The rate of block development increased with increasing concentration; time constants at 10 and 50 µM averaged 5.8 ± 0.8 and 2.5 ± 0.4 msec for Ito and 6.1 ± 0.8 and 2.1 ± 0.3 msec for IKur, respectively. In the case of Ito, there was also a slower time-dependent unblocking phase during sustained depolarization, similar to previous observations with 4AP (Wang et al., 1995).


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Fig. 7.   The time course of development of inhibition of Ito (panel A) and IKur (panel B) by 10 and 50 µM ambasilide upon depolarization to +50 mV from a holding potential of -50 mV. Reductions in current over time are expressed as changes from control values (IC) to values in the presence of ambasilide (ID). The curves are least-squares fits to the equations f = a + b × [1 - exp(-t/tau 1)] × exp(-t/tau 2) in panel A and f = a - b × exp(-t/tau ) in panel B. The average time constants are as follows: for Ito, tau 1 6.4 ± 0.5 msec and 2.8 ± 0.3 msec, tau 2 525 ± 60 msec and 588 ± 62 msec at 10 and 50 µM ambasilide, respectively; for IKur, 6.5 ± 0.8 msec and 2.7 ± 0.3 msec at 10 and 50 µM ambasilide.

The time-dependent onset of block is consistent with an open-channel blocking mechanism. The rate constant for block onset should equal kD + l, where k is the rate constant for drug binding to open channels, D is drug concentration and l is the unbinding rate constant. With the use of the experimentally determined mean values indicated above, k and l for ambasilide block of Ito and IKur can be estimated, and doing so yields values of 0.0057 µM-1 msec-1 and 0.166 msec-1, respectively, for Ito and 0.0078 µM-1 msec-1 and 0.156 msec-1 for IKur. The rate constants for drug binding and unbinding can be used to estimate the dissociation constant for the drug-channel interaction, and doing so yields values of 20 µM for IKur and 29 µM for Ito. These values are of the same order of magnitude as the directly (and independently) determined EC50 values of 34 and 23 µM for IKur and Ito.

    Discussion
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Abstract
Introduction
Methods
Results
Discussion
References

We have shown that the class III antiarrhythmic agents E-4031 and d-sotalol do not alter Ito or IKur in human atrial myocytes. On the other hand, the experimental class III drug ambasilide inhibited both currents. These results point to the possibility of developing class III antiarrhythmic agents with a different profile of channel blocking actions from previous class III drugs, whose use has been limited by proarrhythmic properties (Hondeghem and Snyders, 1990).

Comparison with previous studies of ionic mechanisms of the drugs studied. Several studies have indicated that E-4031 is a highly selective blocker of IKr in animal cells (Sanguinetti and Jurkiewicz, 1990; Colatsky et al., 1990). The present study extends the specificity of E-4031 action by excluding a blocking effect on IKur and Ito in human atrium. The specificity of sotalol's blocking action has been less clear. Carmeliet (1985) showed a high degree of selectivity for IK but significant effects on other currents at higher concentrations. Sanguinetti and Jurkiewicz (1990) showed a high degree of sotalol selectivity for the IKr component, but other studies have suggested relatively strong effects on Ito (Berger et al., 1989). The present study indicates that E-4031 and d-sotalol, even at very high concentrations, have no effect on human atrial Ito or IKur.

Zhang et al. (1992) showed that ambasilide affects IK in guinea pig ventricular myocytes in a fashion that differs from that of E-4031 and indicates significant block of IKs. The present observations indicate that ambasilide also causes significant inhibition of human atrial Ito and IKur at concentrations comparable to those that affect IK in guinea pig (Zhang et al., 1992).

Potential significance of our findings. Several newer class III agents appear to block the rapid component of IK with relatively high selectivity (Colatsky et al., 1990). These agents tend to have strong reverse use-dependent effects on repolarization (Wang et al., 1994b; Hondeghem and Snyders, 1990; Jurkiewicz and Sanguinetti, 1993; Colatsky and Argentieri, 1994), which are associated with important risks of proarrhythmic reactions because of excessive delays in repolarization at slow HR (Hondeghem and Snyders, 1990; Nattel and Zeng, 1984). Balser et al. (1991) and Zhang et al. (1992) have suggested that class III agents without selectivity for IKr may have a more favorable profile of rate-dependent actions. In vivo studies suggest that amiodarone and ambasilide do, indeed, have less reverse use-dependent actions on repolarization than highly selective IKr-blocking compounds (Wang et al., 1994b; Sager et al., 1993). The present work points to another potentially interesting action of class III drugs: blockade of currents particularly important in repolarizing human atrial cells. Both Ito and IKur have been shown to play important roles in human atrial repolarization (Shibata et al., 1989; Escande et al., 1987; Wang et al., 1993b). Furthermore, IKur appears to be absent in human ventricle (Li et al., 1996). Therefore, blockade of IKur and/or Ito may be an advantageous property for class III compounds.

Mechanisms of channel blocking action. We found that ambasilide produced time-dependent block of Ito and IKur, a result that suggests an open-channel blocking mechanism. These properties are similar to blocking mechanisms we noted previously for quinidine on Ito and IKur (Wang et al., 1995). Koidl et al. (1996) recently reported effects of ambasilide on rapidly and slowly inactivating components of Ito in human atrial cells. They observed inhibiting effects of the drug on each component, which they interpreted as representing blocking actions on Ito and IKur, respectively. They noted that ambasilide accelerated Ito inactivation, decreasing the time constants of both phases. The acceleration of Ito inactivation that they noted is compatible with an open-channel blocking action, as demonstrated in the present study. Although Koidl et al. (1996) suggested that the effect of ambasilide on the slowly inactivating component of Ito may be due to an effect on IKur, they did not study the latter directly. Our findings indicate that the effects of ambasilide they hypothesized on IKur do, in fact, occur and that the acceleration of inactivation they noted may be due to open-channel blockade. Unlike Koidl et al. (1996), we did not observe a slowly inactivating component of Ito in human atrial myocytes. The difference is probably due to differences in bath temperature. We studied currents at room temperature in order to observe accurately the rapid activation of IKur (Wang et al., 1993b), whereas Koidl et al. (1996) worked at 37°C, at which temperature IKur inactivation might accelerate enough to be measurable during a 300-msec depolarizing pulse.

Potential limitations. Studies in native myocytes always present difficulties in terms of isolating the currents of interest. Ito is relatively distinct in terms of its rapid inactivation. IKur is more difficult to isolate, and we have used two previously described approaches (Wang et al., 1993b): a depolarizing pulse to inactivate Ito and sensitivity to 4AP to identify the highly 4AP-sensitive IKur component. In addition, we analyzed effects on IKur tail currents and obtained results that were qualitatively consistent with the different methods used. The use of cloned channels in expression systems allows for clearer study of single currents but is limited by uncertainties regarding the relationship between cloned channels and their native counterparts, as well as by potential distortions due to differences between model expression systems and native tissues in the properties of membranes and in important intracellular regulatory processes.

Ito inhibition by ambasilide was incomplete even at maximally effective drug concentrations. This finding may have been due in part to limited solubility of the drug, which prevented us from using higher concentrations. On the other hand, like previous drugs that we have studied (Wang et al., 1995), ambasilide required channel opening in order to produce block. Activation of Ito was faster than the rate of block development, and recovery from block was rapid. Therefore, at the time of peak Ito, ambasilide block was significantly less than when steady state was reached later in the pulse, so changes in peak current underestimate steady-state drug effects on the current at any given concentration.

The EC50 values for ambasilide block of Ito and IKur were in the range of 20 to 30 µM, and statistically significant effects on both were observed at a concentration of 10 µM. We were unable to find published reports of the drug's therapeutic concentrations in the human, but in previous studies in a dog model of atrial fibrillation (Wang et al., 1994b), we found that the drug's therapeutic concentration was approximately 15 µM. Thus effective ambasilide concentrations would be expected to inhibit Ito and IKur significantly. Ambasilide also inhibits IK, with 50% inhibition of IKr at about 5 µM and about 20% reduction in IKs at 10 µM (Zhang et al., 1992). The drug's effect at therapeutic concentrations is therefore likely to result from actions on a variety of K+ currents, including both components of IK as well as IKur and Ito. It remains to be determined whether block of IKur and/or Ito gives clinical advantages to IK-blocking class III drugs, such as ambasilide, over class III drugs (such as E-4031 and d-sotalol) that block IK without inhibiting IKur or Ito. Furthermore, it remains to be established whether class III drugs can be developed that act exclusively on IKur and/or Ito without affecting IK.

    Acknowledgments

The authors thank Johanne Doucet for technical assistance and Luce Bégin for typing the manuscript.

    Footnotes

Accepted for publication December 30, 1996.

Received for publication June 17, 1996.

1   This study was supported by the Medical Research Council of Canada, the Québec Heart Foundation, and the Fonds de Recherche de l'Institut de Cardiologie de Montréal.

2   Supported by a Medical Research Council of Canada Postdoctoral Fellowship.

3   Supported by a Fonds de la Recherche en Santé du Québec Research Scholarship.

Send reprint requests to: Dr. Stanley Nattel, Montreal Heart Institute, 5000 Belanger St. East, Montreal, Quebec, Canada H1T 1C8.

    Abbreviations

AF, atrial fibrillation; ANOVA, analysis of variance; 4AP, 4-aminopyridine; CP, conditioning pulse; E-4031, investigational class III drug; EGTA, ethylene glycol-bis (beta -aminoethylether)-N,N,N', N'-tetraacetic acid; I, Ito amplitude; IC, current under control conditions; ICa, calcium current; ID, current under drug conditions; IK, delayed rectifier K+ current; IK,ACh, ACh-induced K+ current; IK1, inward rectifier current; IKr, rapid component of delayed rectifier K+ current; IKs, slow component of delayed rectifier K+ current; IKur, ultra-rapid delayed rectifier K+ current; IMax, maximum current; INa, sodium current; Ito, transient outward current; Kv1.5, potassium channel clone of Shaker family; nS, nanosiemens; NS, nonsignificant; O.D., outside diameter; P1, first pulse of a paired-pulse protocol; P2, second pulse; Rs, series resistance; t, time; tau 1, rapid-phase time constant; tau 2, slow-phase time constant; tau c, capacitive time constant; TP, test potential.

    References
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Abstract
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Methods
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References


0022-3565/97/2811-0384$03.00/0
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Copyright © 1997 by The American Society for Pharmacology and Experimental Therapeutics



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