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Cellular Biology |
From the Section of Cardiology (P.J.L., H.A.F.), Department of Medicine and Department of Neurobiology, Pharmacology and Physiology (A.S., H.A.F.), University of Chicago, Chicago, Ill.
Correspondence to Peter J. Lee, MD, PhD, University of Chicago, 5841 S Maryland Ave, MC 6080, Chicago, IL 60637. E-mail plee{at}medicine.bsd.uchicago.edu
| Abstract |
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Key Words: voltage-gated Na+ channel lidocaine electrophysiology antiarrhythmic drugs
| Introduction |
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LA drugs block Na+ channels by binding to a site within the pore below the selectivity filter and above the activation gate at the inner pore mouth. 6,7 Specific S6 residues from domains 1, 3, and 4 (D4S6) have been identified as parts of the binding site. 811 Hille2 has proposed two paths to and from the binding site, a fast hydrophobic path for neutral drug and a slower hydrophilic path for charged drug. One hydrophilic path common to all channel isoforms is the inner pore, guarded by the activation gate. Lidocaine is a tertiary amine with a pKa near the physiological level of pH, and it exists in both cationic and neutral forms, allowing it to use both pathways. Onset and recovery-rate constants for UDB by lidocaine increase as the external pH is raised, but internal pH has little effect. 12,13 Thus, external pH can influence kinetics of UDB for tertiary amine drugs by influencing the fraction ionized and the relative use of fast hydrophobic and slow hydrophilic paths.
Quaternary amine QX analogues of LA drugs are membrane-impermeant and are inactive from the outside of neuronal and skeletal muscle isoforms of Na+ channels. 2,7,14 In contrast, external QX is effective in blocking cardiac Na+ channels, 15 and isoform-specific residues determine this external access path. Qu et al 16 identified an isoform-specific residue in the upper part of D4S6 (Thr in heart, Val in brain, and Cys in µ1) that is a determinant for external QX block, and we identified an isoform-specific residue within the P-loop of domain 1 (Cys in heart, Phe in brain, and Tyr in µ1).14 It is important to determine if this external access path also influences the action of lipophilic LA antiarrhythmic drugs in clinical use. In addition, better definition of the factors controlling LA kinetics may assist both in understanding the action of currently used drugs and in development of better drugs.
In our study, we characterize the properties of these paths defined by the P-loop (C373) and D4S6 (T1752) isoform-specific residues in human heart channel, hH1a, by studying recovery from UDB by lidocaine. We show that these isoform-specific residues influence the lidocaine recovery kinetics and define cardiac-specific external paths for lidocaine. The data are fit into a mathematical model17 to separate the recovery-time constants for charged and neutral lidocaine molecules. From this result, we propose a model that suggests the impact of the external path on the drug kinetics.
| Materials and Methods |
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-subunit (a gift from Dr H.A. Hartmann, 18 University of Maryland, Baltimore, Md) is one of three clones of the normal human heart channel and differs in its amino acid numbering by one from the hH1 clone. 19 The mutants h-C373Y, h-T1752V, and h-(C373Y/T1752V) were prepared by oligonucleotide-directed mutagenesis with the QuikChange Multi Site-Directed Mutagenesis Kit (Stratagene). The µ1
-subunit (provided by Dr J.R. Moorman, University of Virginia, Charlottesville, Va) and the P-loop mutant µ1-Y401C were prepared as described previously. 7,14 Stage V and stage VI Xenopus oocytes were isolated and injected with
50 to 100 nanograms of cRNA, in vitro-synthesized by a T7 or SP6 transcription system (Ambion), using hH1a or rat skeletal muscle (µ1)
-subunit clones. An equimolar cRNA of the human ß1 subunit was included in all injections. The oocytes were incubated at 16°C for 24 to 72 hours before the experiments.
Electrophysiology and Data Analyses
Experiments used two-electrode whole-cell voltage-clamp of Xenopus oocytes using a Dagan CA-1 system (Dagan Corporation) with pCLAMP6 or pCLAMP8 software (Axon Instruments, Inc) at 50 to 60 kHz and filtered at 2 kHz. The experimental chamber of
200 µL was filled with a buffer containing (in mmol/L) NaCl 90, CaCl2 1, MgCl2 1, KCl 2.5, and HEPES (OR2) 5 at 23°C to 25°C with a flow rate of 0.6 mL/min during all experiments. Buffer pH was adjusted with NaOH. Lidocaine solution was made in water as 100 mmol/L stock solutions in small aliquots and stored at -20°C until dilution into OR2 at the time of experiments. The electrodes were filled with 3 mol/L KCl, with resistances between 0.3 and 0.8 M
. Leak currents were not subtracted, but oocytes displaying leak currents >0.05 of the peak current estimated from current-voltage relationship experiments were not used. The capacitance transients were adjusted with series resistance compensation. Data from the current-voltage relationship (-90 to +50 mV) were normalized and fit to the Boltzmann equation,
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where current I is a function of t, to obtain the following: Gmax, maximum conductance; Vrev, reversal potential; V1/2, half-maximal voltage; and s, slope factor. Likewise, steady-state availability (-130 to -30 mV) experiments were fit to the Boltzmann equation to obtain Gmax, V1/2, and s. The test pulses were to -20 mV for 10 ms. Tonic-block experiments, which included a test pulse from the holding potential to -20 mV every 20 or 40 seconds to follow developing tonic block, lasted for 15 minutes in 500 µmol/L lidocaine. UDB was induced by repetitive pulses to -20 mV for 10 ms from the holding potential at 20 cycles/second after the tonic block. The UDB-recovery experiments consisted of UDB train followed by varying interval of recovery time at the holding potential. Only oocytes expressing
5 µA of peak currents were used, in order to minimize errors originating from limitations of the two-electrode whole-cell voltage clamp. Recovery from slow inactivation was assessed with a 5-second prepulse to -20 mV, followed by varying length of recovery time at the holding potentials. The data were fit into a double- or triple-exponential equation to obtain the time constants for slow inactivation or intermediate inactivation, IM. 20,21 Data are reported as mean±SEM. Two sets of data are compared using unpaired Students t test, and P<0.05 is used to define statistical significance.
| Results |
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Recently, several reports suggested a close relationship between intermediate inactivation (IM) and lidocaine block of the Na+ channel. 20,21 Recovery-time constants for IM were not significantly different among our wild-type and mutant cardiac channels (Table 1). Furthermore, the recovery-time constants for IM did not shorten when pH was raised (57.5±11.6, 58.2±4.8, 68.8±8.1, and 71.4±10.8 ms for h-WT, h-C373Y, h-T1752V, and h-(C373Y/T1752V), respectively; n=5 to 6), unlike those for recovery from lidocaine block. Therefore, the differences in recovery from lidocaine UDB described next likely did not result from differences in IM among the clones.
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P-Loop Isoform-Specific Mutation Attenuates Lidocaine Recovery From UDB
The isoform-specific residue Cys373 in the outer vestibule of hH1a, which permits external QX access,14 is thought to be in the hydrophilic path for ion permeation because it interacts well with guanidium toxins and with external Cd2+. 24,25 If the QX path defined by C373 in the heart channel provides an egress path for lidocaine not present in µ1, mutation to the µ1-specific residue h-C373Y would be expected to slow the recovery from UDB compared with wild-type hH1a. Lidocaine has a pKa of 7.86 in bulk solution (see next section) and exists in both charged and neutral forms in physiological pH. If this path is hydrophilic, the difference in kinetics will be more pronounced at lower pH where the charged form of lidocaine predominates and will become less significant as pH is raised.
Recovery from UDB by lidocaine can be fit by two exponential terms,
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where c(t) is current after t milliseconds of recovery after the train of pulses to induce UDB;
1 and
2 are time constants for fast and slow components, respectively; b
is the current at t=
(equals the tonic-block level); and a1 and a2 are amplitudes for fast and slow components, respectively. The fast time constant relates to recovery from inactivation by drug-free channels, and the slower time constant is thought to reflect unbinding of the drug.26 The faster time constants ranged from 2 to 3 ms without consistent patterns and were not altered significantly by lidocaine (not shown). The slower time constants reflecting the drug unblock are listed in Table 2. As predicted, the recovery from UDB was slowed by the mutation h-C373Y (Table 2 and Figure 1A). At higher pH, the recovery-time constants for both wild-type (h-WT) and h-C373Y decreased and the differences disappeared, suggesting that the effect of C373Y was mostly on the charged drug. The reverse mutation in µ1, µ1-Y401C, accelerated the recovery of UDB. Therefore, the external QX path defined by the isoform-specific P-loop residue significantly influenced recovery kinetics for lidocaine. Furthermore, the effect was mostly on charged lidocaine, suggesting that this external path is hydrophilic.
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D4S6 Isoform-Specific Residue Attenuates Recovery From UDB
Qu et al16 showed that when an isoform-specific residue in D4S6 was switched from valine in brain to threonine in heart channel, recovery from QX block slowed. The impact of "closing" this D4S6 path by T1752V mutation in the heart channel, judged by the attenuation of recovery kinetics, was somewhat less than that of the P-loop path and it diminished at pH 8.30. The S6 mutant showed a relatively constant degree of attenuation between pH 7.20 and pH 8.00, suggesting that the S6 mutation may have affected a path used by both charged and neutral forms of lidocaine (Table 2). We propose two possible models for our findings. First, there is one external path, which is influenced more significantly by the P-loop residue than by the S6 residue. Alternatively, the P-loop and S6 residues define two independent paths. The latter fits with our recent observation that cysteine-modifying MTSEA treatment of µ1-Y401C decreased external QX block, but MTSEA treatment of µ1-(Y401C/C1572T) did not effectively lessen external QX block additionally (A.S. and H.A.F., unpublished data, 2000). These two observations suggest that C1572T mutation in µ1, analogous to T1752 in hH1a, opened up a nonpore QX path, which did not overlap with that of the Y401C mutation. Taken together, this raises the interesting possibility that the D4S6 path defined by T1752, like that defined by C1572 in µ1, may represent a separate nonpore "protein path" that influences unblock of both charged and neutral forms of lidocaine. However, there are no direct data in support of two separate external paths for lidocaine at the present time.
In Qu et al,16 substitution of D4S6 threonine residue for valine in the rat heart clone attenuated external QX block, but not to the level of the brain channel, likely reflecting the contribution of the P-loop path in the external QX block. "Shutting down" both P-loop and S6 external QX paths with a double mutant, h-(C373Y/T1752V), resulted in a more significant effect on the recovery kinetics (Table 2) that disappeared as the external pH was raised. Interestingly, the effects of the P-loop and D4S6 paths seemed to be additive. Thus, there seems to be little overlap in the impact on drug egress between the P-loop and S6 residues, perhaps suggesting two independent paths.
Tonic and UDB
Tonic block levels were similar for h-WT and h-C373Y and for µ1-WT and µ-Y401C at a given pH (Table 3 and Figure 2). UDB at 20 Hz (10-ms pulses) resulted in further decrease of current with the steady-state block reaching near 90%. Each clone showed enhanced tonic block and less UDB at pH 8.30 compared with pH 7.20, resulting in a similar level of final steady-state block (tonic plus UDB) (Figure 2). The h-T1752V and h-(C373Y/T1752V) also showed similar degree of tonic and UDB (Table 3). V1/2 values of steady-state inactivation with and without lidocaine were not significantly altered in these mutants compared with h-WT (Table 1). The results suggest that the mutations did not cause significant alterations in intrinsic affinities for the drug. We modeled the onset kinetics of UDB by fitting the normalized data with a single exponential term,
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where b(n) indicates block at the nth pulse; b
, the steady-state level of remaining fraction of current after UDB (reflecting UDB only); and
, the first-order time constant of decay. In Table 3, time constants and amount of UDB, (1-b
) in Equation 3, are listed. First-order onset time constants of UDB were increased in h-C373Y, h-T1752Y, and h-(C373Y/T1752V) compared with h-WT. The change with h-C373Y (versus h-WT) was not statistically significant, perhaps because of the difficulty of measuring these short time constants with a pulse train of 20 Hz, or 50 ms per episode. As in recovery, onset kinetics of UDB also accelerated as the pH was raised, and the effects of the mutations disappeared at pH 8.30.
Modeling of the Drug Egress Paths
Extracellular pH influences ionization of bound lidocaine molecules into charged and neutral forms based on the pKa. 12,13 In a simplified model of drug and channel kinetics (Figure 3A), recovery (or unbinding of drug) of the individual drug-bound channel can be described in a first-order exponential decay function with a rate constant of 1/
. The apparent rate constant for the scheme in Figure 3A is as follows: kapparent=1/
apparent=(fraction of BL+)/
charged+(fraction of BL0)/
neutral. After rearranging, it becomes
apparent=(1+R)/(R/
neutral+1/
charged), where R denotes the fraction of BL0/BL + and equals, by Henderson-Hasselbalch relationship, 10(pH-pKa). 17 When the data in Table 2 for hH1a clones were fit into the equation,
charged and
neutral were calculated to be 394 and 64.9 ms, respectively, in good agreement with those obtained by Broughton et al 17 using isolated myocytes at two pH points (pH 6.9 and 7.4), despite different experimental conditions and methods;
charged and
neutral were 476 and 43 ms, respectively. Interestingly, a similar treatment for h-C373Y yielded
charged and
neutral of 704 and 68.6 ms, respectively (Figure 3B and Table 4). We conclude, in a more quantitative manner than comparing time constants, that the isoform-specific mutation C373Y altered the egress path for charged molecules without significantly affecting that of neutral molecules;
charged increased 78% and
neutral increased 6%. A converse relationship resulted when µ1-WT and µY401C were compared (Figure 3C). The S6 path likely influences both charged and neutral lidocaine, given modest effects on both
charged and
neutral;
charged increased by 34% and
neutral increased by 10%. The data for h-(C373Y/T1752V) showed the greatest increase in
charged with a slight increase in
neutral similar to that in h-T1752V (Table 4). These results are suggestive of a model with two separate external paths in which the isoform-specific residue Cys373 in hH1a defines the external hydrophilic egress paths, and Thr1752 in hH1a defines a less potent, external nonpore protein path.
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pKa values of lidocaine in a bulk solution depend on the buffer used and temperature. 1 Apparent pKa might be different near the binding site that includes aromatic residues. 27 We found similar relationships between the time constants for charged and neutral lidocaine persisted even when pKa values were assumed to be 8.00 or 8.20 (data not shown).
| Discussion |
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) at pH 7.20 for the heart channels], even with limitations in the protocols. The effects of access paths on lidocaine appear to be related to the charged form of the drug, which most closely resembles the permanently charged QX analogues. This is consistent with the expectation that the P-loop mutation C373Y alters a hydrophilic path. This interpretation fits well the theoretical framework proposed by Broughton et al. 17 The role of the hydrophilic path was clear for the P-loop-induced path, but less clear for the D4S6 path. The two paths seemed to be affected differently by pH change, and they are additive, leading us to suggest that the paths are separate, with the D4S6 path being through the protein itself. However, it remains equally possible that there is only one external access path, which is more influenced by the P-loop residue than the D4S6 residue. The much faster hydrophobic path also made it more difficult to measure the outside access path(s) with alkalinization.
How important is the external path? If we assume that the mutations used in these experiments had no direct effects on the inside access path and that the C373Y and T1752V paths are additive as suggested from our results, either from sharing little overlap or being separate, we can estimate their relative effects on recovery rates. For example, in h-WT the overall recovery process through the external hydrophilic path is described as follows:
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where kcharged, kP-loop, kS6, and kcytoplasmic represent rate constants for overall, P-loop, S6, and cytoplasmic paths, respectively; and
P-loop,
S6, and
cytoplasmic represent time constants for P-loop, S6, and cytoplasmic paths, respectively. The fitted time constants are taken from Table 4 and the results are shown in Figure 4. At this time, we draw one common external path for both the P-loop and S6 residues due to lack of direct evidence for their spatial independence.
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We start with h-(C373Y/T1752V), in which the S6 and P-loop paths are negligible. Thus,
cytoplasmic=
charged=1030 ms. In h-T1752V, the P-loop path (Cys373) path is "opened," resulting in speeding up of recovery from UDB for charged molecules. Impact of opening up the P-loop path can be estimated. kcharged=1/
charged=(1/526)= kP-loop+ kcytoplasmic=(1/
P-loop)+(1/
cytoplasmic)=(1/
P-loop)+(1/1030). Thus,
P-loop=1070. In a similar manner, from h-C373Y,
S6=2220. In h-WT, both of the external paths are open. Then, kexternal=[(1/
P-loop)+(1/
S6)]=(1/
charged)-(1/
cytoplasmic)=(1/394)-(1/1030)= 1.56x10-3 ms-1, or
external of 638 ms. Interestingly, adding the rate constants for the P-loop and S6 paths from h-C373Y and h-T1752, we obtain kexternal=1.38x10 -3 ms-1, or
external of 724 ms, a fairly good agreement with our estimate obtained directly from h-WT. We conclude that the two external paths together play a more significant role in determining drug kinetics than the cytoplasmic path (
external= 638 ms versus
cytoplasmic=1030 ms).
The µ1 Na+ channel isoform has different gating kinetics, so it is difficult to compare its UDP recovery rates directly with those of the cardiac isoform. Nonetheless, the direction of change in recovery for the P-loop mutation Y401C is as expected. Given the different gating kinetics and holding potentials in our protocols, it is difficult to expect that the recovery-time constants for µ1-WT would be the same as those for h-(C373Y/T1752V). However, we cannot rule out the possibility that the cardiac isoform has another as yet unidentified residue contributing to its outside access path(s).
Hille28 estimated the narrowest part of the Na+ channel pore to be
3Å by 5Å. It is difficult to imagine how molecules such as lidocaine or QX are able to access the binding site located below the selectivity filter through the pore from outside, as implied by previous studies 7,14,16 and our present report. Moorman et al29 proposed a model in which all bound drug unblocks in a neutral form through a hydrophobic route alleviating the need for permeation through the narrow selectivity filter. In their model, deprotonation rate of the bound drug is the rate-limiting step in recovery from drug block. Our data from h-WT fit their model fairly well, but it could not accommodate the data from our P-loop, D4S6, and double mutants; the deprotonation rates no longer became rate-limiting (not shown). Indeed, Wendt et al,30 by deuterium exchange experiments, reported that proton exchange was rapid and not rate-limiting. Recently, Huang et al 31 observed that large hydrophobic molecules of diameter up to 15Å could permeate through the Na+ channel with certain selectivity filter mutants and suggested that hydrophobic interphases contiguous to the pore can facilitate permeation of large molecules. Perhaps the charged aliphatic portion of the LA drug uses the direct route through the pore through the selectivity filter and the rest of the molecule "slips out" of the pore through interphases between P-loops and S6 helices. 32
Our schematic model presented above, although semiquantitative, offers an opportunity to visualize the paths important in lidocaine UDB in terms of their impact on drug kinetics. We conclude that, in the heart channel, the external paths for lidocaine may play a more significant role in drug kinetics than the cytoplasmic path. Drugs using such external paths would be specifically influenced by their ionization states, ability/inability to cross membrane, and any factors affecting the external channel structures. Drugs that block the channel only in the open state might be more profoundly affected when hydrophilic pore paths are altered. Recently, Grant et al 33 reported data suggesting that disopyramide and flecainide use different paths to block and unblock the Na+ channel during UDB. It is likely that the relative potencies of the different egress paths described in our study are drug-specific. Understanding the natures of the access/egress paths specific to an antiarrhythmic drug is likely to be crucial in understanding its characteristics of UDB of the Na+ channel.
| Acknowledgments |
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Received June 8, 2001; revision received September 28, 2001; accepted September 28, 2001.
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