Department of Physiology, Botterell Hall, Queen's University,
Kingston, Ontario, Canada
 |
Introduction |
Nifedipine is a Ca++
channel antagonist widely used for the treatment of a variety of
cardiovascular disorders. Normally, nifedipine blocks voltage-gated
calcium channels with a high affinity (Kd = 310 nM in rabbit right atrium, Mecca and Love, 1992
; and 200 nM in
myocardium, Charnet et al., 1987
). However,
voltage-dependent K+ channels belong to the same supergene
family as Ca++ and Na+ channels (Catterall,
1988
; Jan and Jan, 1989
), with areas of homology in the pore and around
the carboxyl terminal of S6 in Ca++ and K+
channels (Rampe et al., 1993
; Nakayama et al.,
1991
), and it is known that three types of Ca++
antagonists, verapamil, nifedipine and diltiazem, all block cloned K+ channels (Rampe et al., 1993
; Grissmer
et al., 1994
). Verapamil and nifedipine produced a marked
block of the transient outward current, Ito in rat
ventricular myocytes (Jahnel et al., 1994
). Because
Ito may contain multiple components of rapidly inactivating and slowly inactivating K+ channels, it is unclear which
specific Kv channel or channels may be blocked.
One component of Ito may be the rapidly activating delayed
rectifier K+ channel, hKv1.5 (Van Wagoner et
al., 1996
), cloned from human heart (Tamkun et al.,
1991
; Fedida et al., 1993
), which is important in
determining the duration of the plateau phase of the cardiac action
potential. Data exist showing that hKv1.5 is blocked by all three types
of Ca++ antagonists. Verapamil block of hKv1.5 was
described in detail (Rampe et al., 1993
) and a mechanism of
open channel block from the inner pore was suggested. Diltiazem and
nifedipine (Grissmer et al., 1994
) have also been shown to
block hKv1.5, but the detailed characteristics of nifedipine's effects
on hKv1.5 have not been studied. Our study was undertaken to examine
the effects of nifedipine on hKv1.5 and to explore its mechanisms of
action. Our data suggested that nifedipine was an open channel blocker,
which acted predominantly at the external pore of hKv1.5 channels. The
effects of nifedipine were concentration and voltage dependent, but the
block was somewhat relieved at more positive potentials. This effect is
in contrast to the block of hKv1.5 by verapamil (Rampe et
al., 1993
), the inhibition of native K+ channels by
nifedipine (Jacobs and DeCoursey, 1990
) or D600 and related
phenylalkylamines (DeCoursey, 1995
), and the block of Ca++
channels by organic Ca++ channel antagonists (Sanguinetti
and Kass, 1984
; Hume, 1985
; Uehara and Hume, 1985
), where block
increased with potential.
 |
Materials and Methods |
Cell culture.
The methods used to establish stable HEK cell
lines expressing the hKv1.5 K+ channel and those used for
electrophysiological measurement of hKv1.5 currents have been described
in detail previously (Fedida et al., 1993
). Alternatively,
hKv1.5 was transiently transfected into HEK cells using the mammalian
expression vector pRc/CMV. Cells expressing hKv1.5 were detected by
cotransfecting cells with the vector pHook-1 (Invitrogen, San Diego,
CA). This plasmid encoded the production of an antibody to the hapten
phOX, which when expressed is displayed on the cell surface.
Transfected cells were maintained in modified Eagle's medium at 37°C
in an air/5% CO2 incubator in 25-mm Petri dishes plated on
glass coverslips until use. One hour before experiments, cells were
treated with beads coated with phOX. After 5 min, excess beads were
washed off with cell culture medium and cells which had beads stuck to them were used for electrophysiological tests. The efficiency of dual
transfection was observed to be better than 80%, so the beads provided
a good means of identifying those cells that expressed hKv1.5. No
difference was observed from data obtained using stable cell lines or
transient expression of hKv1.5, so all results have been included in
the analysis.
Solutions.
For W/C and O/O macropatches, the control pipette
filling solution contained (in mM): KCl, 130; EGTA, 5;
MgCl2, 1; HEPES, 10; Na2ATP, 4; GTP, 0.1; and
was adjusted to pH 7.2 with KOH. The control bath solution contained
(in mM): NaCl, 135; KCl, 5; sodium acetate, 2.8; MgCl2, 1;
HEPES, 10; CaCl2, 1; and was adjusted to pH 7.4 with NaOH.
For C/A and I/O macropatches, the pipette filling solution was the
extracellular control solution used in W/C recording, and the bath
solution was a 135 mM K+ solution designed to zero the
membrane potential (in C/A recording). It contained (in mM): KCl, 135;
HEPES, 10; MgCl2, 1; dextrose, 10; and was adjusted to pH
7.4 with KOH. For gating current experiments, cells were superfused
with a solution containing (in mM): NMG, 140; HEPES, 10;
CaCl2, 1; MgCl2, 1; dextrose, 10; pH 7.4 with HCl. The pipette solution contained (in mM): NMG, 140; HEPES, 10;
MgCl2, 1; EGTA, 10; pH 7.2 using HCl. Nifedipine was
dissolved in alcohol at a stock concentration of 1, 10 or 100 mM, and
was protected from the light during all experiments. After control data
were collected, the bathing solution was changed to include nifedipine.
Nifedipine effects were very rapid on cells, apparently reaching a
steady-state within three pulses (30 sec). Steady-state measurements
made in the presence of nifedipine were obtained after at least 3 min
exposure to the drug. All chemicals were from Sigma Chemical Co. (St.
Louis, MO).
Electrophysiological procedures.
Coverslips containing cells
were removed from the incubator before experiments and placed in a
superfusion chamber (volume 250 µl) containing the control bath
solution at 22 to 23°C. W/C, C/A, O/O and I/O macropatch recordings
were made via the variations of the patch-clamp technique (Hamill
et al., 1981
), using an Axopatch 200A amplifier (Axon
Instruments, Foster City, CA). Patch electrodes were pulled from
thin-walled borosilicate glass (World Precision Instruments, Sarasota,
FL) on a horizontal micropipette puller, fire-polished, and filled with
appropriate solutions. Electrodes had resistances of 1.5 to 3.0 m
when filled with control filling solution. Analog capacity compensation
and 75 to 85% series resistance compensation were used in all W/C
measurements. In some experiments, leak subtraction was applied to
data. Membrane potentials have been corrected, where appropriate, for
junctional potentials that arose between the pipette and bath solution.
Data were filtered at 5 to 10 kHz before digitization and stored on a
microcomputer for later analysis using the pClamp6 software (Axon
Instruments). In experiments where gating currents were recorded, the
sample rate was 330 kHz and currents were usually leak-subtracted using a P/6 protocol similar to that described previously (Stühmer et al., 1991
; McCormack et al., 1994
; Bouchard
and Fedida, 1995
). Currents were low-pass filtered at 10 to 50 kHz
during data collection or later at 10 kHz for data presentation.
Pipettes were routinely sylgarded and fire polished to reduce electrode
capacitance and improve seal resistance. The system that we used for
expression of hKv1.5 conferred certain advantages for the measurement
of gating current. Due to the high level of expression of hKv1.5 channels in HEK cells, there was no need for signal averaging, and
single gating current transients could be observed. The average cell
capacitance was quite small, and the absence of ionic current at
negative membrane potentials allowed faithful leak subtraction of data.
Data analysis.
The concentration-response curve (figs. 2C
and 7B) for changes in peak and steady-state current produced by
nifedipine were computer-fitted to the Hill equation:
|
(1)
|
where f is the fractional current block (f = 1-Idrug/Icontrol) at drug concentration [D];
Kd is the concentration producing half-maximal inhibition
and n is the Hill coefficient. The rapid component of inactivation
induced by nifedipine was much faster than that observed in the absence
of drug. Therefore, we used this drug induced time-constant
(
2) as an approximation of the drug channel interaction
kinetics, as described previously (Snyders et al., 1992
;
Slawsky and Castle, 1994
), according to the equations:
|
(2a)
|
and
|
(2b)
|
in which
2 is the current decay time constant
caused by the drug; [D] is the concentration of drug; k+1
and k
1 are the apparent rate constants of
binding and unbinding for the drug, respectively.

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Fig. 2.
Concentration-dependent block of hKv1.5 by
nifedipine. A and B, W/C current recording during voltage pulses to +40
mV from the holding potential of -80 mV. Currents were recorded in the steady-state at a large range of nifedipine concentrations. Current traces in A and B were from two different cells. The cell in A was
exposed to low concentrations of nifedipine from 0.2 to 10 µM and the
cell in B was exposed to high concentrations of nifedipine from 20 to
200 µM. C: Dose-response curve for nifedipine block of hKv1.5. Peak
and steady-state reduction of current (relative to control) at a test
potential of +40 mV was plotted against the concentration of
nifedipine. Data were averaged from 4 to 10 experiments. Solid lines
were fit to the data using a Hill equation (see "Materials and
Methods," equation 1). For the reduction of peak current, the
Kd value was 18.6 ± 2.7 µM, Hill
coefficient was 0.75 ± 0.04; for the reduction of steady-state
current, the Kd value was 6.3 ± 0.5 µM, and the Hill coefficient was 0.93 ± 0.03.
|
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Fig. 7.
Comparison of nifedipine-induced block of hKv1.5 in
different recording configurations. A, For O/O macropatch (left panel), current traces were elicited from the holding potential of -80 mV
during a 400-msec pulse to the test potential of +40 mV. For the C/A
macropatch (right panel), traces were obtained from the holding
potential of +80 mV to a pipette test potential of -40 mV in a 200-msec
pulse. Traces shown were from two different cells in which currents
were recorded in the absence and presence of 10 and 100 µM
nifedipine. Note that nifedipine actions on hKv1.5 were stable after
only two or three pulses after nifedipine was washed into the bath.
However, all steady-state data shown here, and in B were obtained after
more than 3 min exposure to nifedipine. B, The relative steady-state
currents (Inif/Ictl) in the presence of
different concentrations of nifedipine have been obtained from four
modes of patch clamp recording. These were C/A ( ), I/O ( ) and O/O
( ) macropatches, and W/C ( ) recording. Current were obtained
during the same voltage protocol as illustrated in A. Solid lines were
the best fits to the data using Hill equation (see "Materials and
Methods," equation 1). For the data from C/A, I/O, O/O macropatches
and W/C recording, the resultant Kd were 47.3 ± 10.1, 7.5 ± 1.5, 6.9 ± 1.0, 6.7 ± 0.6
µM and Hill coefficients were 0.88 ± 0.05, 0.70 ± 0.06, 0.90 ± 0.06, 0.95 ± 0.04, respectively. Data were
means ± S.E. from three to seven experiments. The asterisk represents a statistically significant (P < .05) difference
between the C/A or I/O macropatch data and O/O macropatch or W/C
data.
|
|
The voltage dependence of block for the uncharged drug was determined
as follows: leak-corrected current in the presence of drug was
normalized to matching control at each voltage above -20 mV. Using data
points in the range of full channel opening (>+20 mV), the voltage
dependence of block was fitted to a linear equation, and the slope of
block determined. Alternatively, in "Discussion," we have
calculated the fractional block (f = 1-Inif/Icontrol) at each potential and fitted
data to the Woodhull equation:
|
(3)
|
where F, R, z and T have their usual meanings,
represents
the fractional electrical distance, i.e., the fraction of
the transmembrane electrical field sensed by a single charge at the receptor site. K*d represents the binding affinity
at the reference voltage (0 mV).
Experimental values are given as means ± S.E.. Analysis of
variance was used to compare the effects of nifedipine on hKv1.5 currents under different macropatch configurations; Paired t
test was used to compare the amplitudes of off-gating charge in the presence of nifedipine with control. A value of P < .05 was
considered statistically significant.
 |
Results |
Concentration-dependent and reversible block.
The data in
Figure 1 show the effects of nifedipine on hKv1.5
currents expressed in HEK cells under W/C recording conditions. The
cell was held at -80 mV, and membrane currents were elicited before
exposure to nifedipine, during exposure to 10 µM and 50 µM
nifedipine and after wash out. These are currents in response to a
series of step depolarizing pulses from -30 mV to +40 mV. Extracellular
application of 10 µM and 50 µM nifedipine resulted in a reduction
of both peak and steady-state hKv1.5 currents with a marked increase in
the rate of outward current relaxation in the presence of nifedipine
(Fig. 1B, 1C). This meant that steady-state currents recorded at the
end of 250 ms pulses, were much more reduced by nifedipine than the
peak currents, in a concentration-dependent manner. After 5 min wash
out to control bath solution, the effect of nifedipine was largely
reversed. Figure 1D showed that the current was restored to 85% of
control current level. Current-voltage (I-V) relationships for the peak
and steady-state outward current in the absence, presence of 10 and 50 µM and washout of nifedipine are shown in Figure 1E and F. Here it
can be seen that both peak and steady-state current were reduced in a
concentration-dependent manner, but that the reduction of steady-state
current was much more than that of peak current. Native HEK cells also
possess a small outwardly rectifying K+ current. The mean
amplitude of this current was 204 ± 19.7 pA at +40 mV
(n = 10), which is less than 2% of the total current in transfected cells on depolarization (compare control hKv1.5 current
amplitudes in figs. 1E and 2). Nifedipine also reduced this current,
with 50% block at >20 µM (n = 3). However, due to the small current size, we have not considered contamination by this
endogenous current to be significant.

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Fig. 1.
Nifedipine block of hKv1.5 current. A to D,
Currents were elicited by 250-msec depolarizing pulses from the holding
potential of -80 mV to voltages between -30 mV and +40 mV in increments of +10 mV. W/C currents were recorded in the absence of nifedipine (A)
and the presence of 10 µM (B), 50 µM (C) and after 5 min wash out
(D) nifedipine, respectively. E and F, Current-voltage (I-V) relationships for peak and steady-state outward current in the absence
( ) and presence of 10 ( ), 50 ( )µM and wash out ( ) of
nifedipine are shown in E and F, respectively. The dotted line marks
the zero current level. Data were from the same cell as panels A to D. Note that after exposure to high concentrations of nifedipine,
wash out was often incomplete as in D.
|
|
The effects of nifedipine on hKv1.5 over a wide range of concentrations
from 0.2 to 200 µM, further confirmed that the block was
concentration-dependent (fig. 2). Low concentrations of
nifedipine (between 0.2 and 10 µM) are shown in figure 2A. The
threshold for nifedipine action on hKv1.5 was around 100 to 200 nM,
which was somewhat lower than expected for dihydropyridine block of hKv1.5 (cf., Grissmer et al., 1994
). At low
concentrations, up to
1 µM, there was little effect on peak
outward current, but nifedipine induced a slow decay of current that
reached a steady-state at the end of 1 sec depolarizing voltage clamp
pulses. At higher concentrations than 1 µM, a reduction of peak
current was observed and a more rapid decay of current to the
steady-state. At high concentrations of nifedipine a marked reduction
of peak current was observed (fig. 2B) with rapid current decay to the
steady state. The concentration response curve for block of peak and steady-state outward current by nifedipine at a test potential of +40
mV is shown in figure 2C. As expected from data in figures 1 and 2,
steady-state currents (
) showed a greater level of block at any
particular nifedipine concentration than peak currents (
). The solid
lines were fit to the data using the Hill equation (see "Materials
and Methods," equation 1). The resultant Kd
values for the peak and steady state hKv1.5 current block by nifedipine were 18.6 ± 2.7 and 6.3 ± 0.5 µM, the Hill coefficients
were 0.75 ± 0.04 and 0.93 ± 0.03, respectively.
Voltage-dependent block.
To examine the voltage-dependence of
block, the relative steady-state current
Inif/Ictl at the end of 400 msec voltage clamp pulses was plotted as a function of potential. The data in figure 3 show normalized hKv1.5 current-voltage(I-V)
relationships for different concentrations of nifedipine. The dotted
line is the normal activation curve of hKv1.5. This was obtained from
the deactivating tail current amplitude at -20 mV after 15 msec
depolarizing steps to potentials between -80 to +100 mV from a holding
potential of -100 mV. In the presence of 5, 10, 20 and 50 µM
nifedipine, block increased rapidly between -10 and +10 mV, coinciding
with the voltage range of channel opening. These data suggest that nifedipine binds primarily to the open state of hKv1.5 channels. Over
the voltage range between +20 and +90 mV, almost all channels are open,
but block was slightly relieved with depolarizing test potentials and
showed a shallow voltage dependence. At different concentrations of
nifedipine, block at +90 mV compared with +20 mV was reduced from
0.50 ± 0.01 to 0.40 ± 0.03 (5 µM), from 0.57 ± 0.04 to 0.49 ± 0.06 (10 µM), from 0.70 ± 0.05 to 0.60 ± 0.05 (20 µM), and from 0.89 ± 0.02 to 0.84 ± 0.02 (50 µM); (n = 4-6). Over the potential range where
channels were fully open, the relationship for block by nifedipine at
depolarizing voltages was well fitted to a linear equation. The slopes
of fit were 1.53 × 10
3, 1.16 × 10
3, 1.38 × 10
3 and 7.35 × 10
4 mV
1 with 5, 10, 20 and 50 µM nifedipine, respectively.

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Fig. 3.
Voltage-dependence of current block by nifedipine.
The dotted line represents the activation curve of control hKv1.5. This was obtained from deactivating tail current amplitude at -20 mV after
15-msec depolarizing steps to potentials between -80 to +100 mV, from a
holding potential of -100 mV. The symbols denote ratios of steady-state
current in nifedipine to the control current value at each potential.
Open symbols show the data between -10 and +10 mV. Filled symbols show
the data at voltages positive to +20 mV. The solid lines were the best
fit to a linear function in the form of y = ax + b. With 5, 10, 20 and 50 µM nifedipine, the slopes from this linear fit were 1.53 × 10 3, 1.16 × 10 3, 1.38 × 10 3 and 7.35 × 10 4 mV 1. Data were
mean ± S.E. from 4 to 10 experiments.
|
|
Nifedipine has a low pKa
1.0 (Uehara and Hume, 1985
), so almost
all of the drug is uncharged in the physiological pH range around 7.4. In this situation a voltage-dependence to the drug action (once all
channels are open) was not expected. The voltage dependence was not
consistent with a positively charged drug acting at the intracellular
mouth of the channel. One would expect increased block with potential
as has been shown for the action of quinidine (Snyders et
al., 1992
; Fedida, 1997
), quinine or tetrapentylammonium ions
(Snyders and Yeola, 1995
) on hKv1.5. However, if drug binding was
coupled in some way to a charged process, like K+ flux, and
if the drug had an extracellular site of action, the results would be
consistent with a relief of block with intracellular depolarization.
This point is developed further in "Discussion."
Effects of nifedipine on current decay of hKv1.5.
In the
absence of nifedipine, current decayed slowly (fig. 2, A and B) and
during the relatively short voltage pulses used here, was fitted to a
single exponential function with a decay time constant of 230 ± 8 msec (n = 14) at +40 mV. After addition of nifedipine,
the rate of current decay increased in a concentration-dependent manner
(fig. 2, A and B) and could be well fitted with a double exponential
function. The nifedipine-induced fast time constant,
2, was used as an index of the rate of block of hKv1.5.
Figure 4A shows the effects of different concentrations
of nifedipine and different voltages on the mean
2
values. At each voltage,
2 decreased in a
concentration-dependent manner, which indicated a more rapid current
decay. At each concentration of nifedipine,
2 became
faster at voltages between 0 and +30 mV, then
2 showed a
shallow decrease at more positive potentials.

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Fig. 4.
Time constants of hKv1.5 current decay in the
presence of nifedipine. A, Voltage-dependence of hKv1.5 current decay
in different concentrations of nifedipine. In the presence of
nifedipine, 2 was the fast component obtained from
biexponential fits to the falling phase of the currents obtained during
250-msec voltage steps to between 0 and +90 mV from the holding
potential -80 mV. Data were mean ± S.E. from 4 to 10 experiments.
B, Kinetics of nifedipine block of hKv1.5. The reciprocal of the
nifedipine-induced fast time constant (1/ 2) at +40 mV
has been plotted against the nifedipine concentration. The best fit to
the data (solid line) using the equation
1/ 2=k+1. [D] + k 1 resulted in an apparent association rate
constant (k+1) of 5.64 × 106
M 1 sec 1 and an
apparent dissociation rate constant (k 1) of
37.5 sec 1. The Kd
value (k 1/k+1) was 6.65 µM.
Error bars, S.E. from four to six experiments.
|
|
The rapid component of inactivation induced by nifedipine
(
2, fig. 4A, 5-50 µM) was much faster (approximately
10-fold or more) than the slow component observed in the absence of
drug. Therefore,
2 was used as an approximation of the
time course of drug-channel interaction, as described previously
(Snyders et al., 1992
). Figure 4B shows the plot of
1/
2 vs. the concentration of nifedipine at a
test potential of +40 mV. From equation 2a (see "Materials and
Methods"), the best least squares fit to the data resulted in an
apparent association rate constant, k+1 of 5.64 × 106 M
1
sec
1 and an apparent dissociation rate
constant, k
1 of 37.5 sec
1. The resultant Kd
value from equation 2b (see "Materials and Methods") was 6.65 µM,
which is consistent with the Kd value of 6.3 µM from the dose-response curve (fig. 2B).
Open or closed channel block?
Two methods are often used to
decide whether drugs predominantly interact with open or closed
channels. For open channel blockers that have a slow block rate and
that dissociate from closed channels, currents peak in the presence of
drug at a constant level, before a rapid decay occurs with drug-channel
interaction. Such an effect is seen when K+ channels are
exposed to 4-aminopyridine for the first time (Choquet and Korn, 1992
;
Bouchard and Fedida, 1995
). As a result, an acceleration of current
inactivation is generally inferred to mean open-channel binding
(Slawsky and Castle, 1994
). However, if the peak current is reduced due
to rapid drug-channel interaction, as for tetrapentylammonium block of
hKv1.5 (Snyders and Yeola, 1995
) or in our experiments with nifedipine,
it can be more difficult to exclude a resting channel block. One method
to analyze the onset of block is to fit the fractional block of current
back to the start of the depolarizing pulse (Slawsky and Castle, 1994
).
If the fit intersects zero block after the start of the pulse, a purely
open channel block mechanism is favored.
The time course for the development of inhibition by nifedipine is
shown in figure 5. The drug-sensitive current expressed as a proportion of the outward current observed in the absence of the
drug ((Ictl-Inif)/Ictl) has been
plotted as a function of time after the start of depolarization (at
t = 0 msec). Inhibition increased in an exponential manner with
time and it can be seen that both the maximum inhibition and the rate
of development of this inhibition were concentration dependent. The
voltage pulse was applied at 0 msec and the exponential onset of
current block always occurred after this time. The mean times of onset
of current block after application of the depolarizing clamp pulse were
3.33 ± 0.18, 2.80 ± 0.14, 1.56 ± 0.19, 1.09 ±
0.25, 0.65 ± 0.35 and 0.42 ± 0.30 msec with 5, 10, 20, 50, 100 and 200 µM nifedipine (n = 3-5). At a
concentration of 200 µM nifedipine, inhibition was apparent almost
immediately on depolarization, as indicated from the time of
intersection of the fit line with the abscissa. Clearly, block occurred
with time constants not dissimilar from the time constants of current
activation at the higher concentrations. These data support the idea
that nifedipine binds to open channels, but it is difficult at high
concentrations to exclude nifedipine binding to steps in the activation
pathway during the early phase of channel opening.

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Fig. 5.
Concentration-dependent rate of onset of hKv1.5
block by nifedipine. Original currents were obtained from a holding
potential of -80 mV during 200-msec pulses to a test potential of +40
mV. Nifedipine sensitive current was calculated from the subtraction of
steady-state currents in control and the presence of nifedipine, divided by the control current level
(Ictl-Inif)/Ictl. These have been
plotted against the time from the start of the voltage clamp pulse. The
times of onset of block were 3.0, 2.4, 1.3, 1.1, 0.75 and 0.35 msec
with 5, 10, 20, 50, 100 and 200 µM nifedipine. The solid lines were
the best fits to a biexponential equation of the form [y = A1*exp(-t/ 1) + A2*exp(-t/ 2) + C]. Data shown were from two
different cells.
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|
This open channel block was further confirmed by cross-over of tail
currents in the absence and presence of nifedipine. Short, 100-msec
depolarizing pulses were given to fully open hKv1.5 channels and cells
were then repolarized to a potentials of -50 mV to measure outward tail
currents from deactivating channels (fig. 6A, inset). A
typical example of currents is illustrated in figure 6A. In the
presence of increasing concentrations of nifedipine, peak currents were
reduced and current decay during voltage clamp pulses was accelerated.
The tail currents from figure 6A are enlarged in figure 6B and C. In
the presence of nifedipine, the initial tail current amplitude was less
(slowly decaying tracings) compared with control, and there was an
obvious rising phase that can be seen at the beginning of the tail
current in the presence of 10 and 5 µM nifedipine, but not obvious
with 2 µM nifedipine and absent in control (fig. 6C, lower panel).
Then tail currents crossed over each other (fig. 6C, upper panel).
Results of this nature suggest that nifedipine dissociates from
deactivating channels rather slowly compared with control channel
deactivation, and that nifedipine must dissociate from its binding site
before channels can close. All these properties were consistent with an
open channel action of nifedipine.

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Fig. 6.
Deactivation tail current crossover caused by
nifedipine. A, Under W/C recording conditions, cell was held at -80 mV
and stepped to +40 mV for 100 msec, then stepped back to -50 mV as
shown by the protocol inset in A. Tail currents were recorded during
the last voltage step to -50 mV. Superimposed currents are shown in control and the presence of 2, 5 and 10 µM nifedipine. B,
Deactivation tail currents from panel A (dotted box) were enlarged to
illustrate cross-over of control and in the presence of 2, 5 and 10 µM nifedipine. C, Tail currents in B were enlarged again to show
crossover clearly (upper panel, in the presence of 5 µM nifedipine)
and the rising phase at the beginning of tail currents (lower panel) in
the presence of 2, 5 and 10 µM nifedipine, with the control tracing
for comparison.
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Site of action.
Nifedipine is a 1,4-dihydropyridine with a
pKa
1.0 (Uehara and Hume, 1985
). Thus, at a physiological pH of
7.4, almost all of the nifedipine will be in its neutral form. As an
uncharged moiety it should rapidly cross biological membranes, and thus it has a possible site of action at the outer or inner mouth of open
hKv1.5 channels. It has been reported that nifedipine can block
Ca++ channels from the extracellular side or penetrate the
membrane to approach its binding site in the hydrophobic domain near to the extracellular side. To attempt to determine on which side of the
membrane that hKv1.5 channels could be blocked by nifedipine, the
efficacy of block under different macropatch recording conditions was
compared. The data in figure 7A illustrate the effects
of 10 and 100 µM nifedipine on the current recorded from O/O and C/A
macropatches. In both cases the currents were recorded in the steady
state in nifedipine, after at least 3 min exposure. In the presence of
nifedipine, at similar concentrations, current was much reduced in the
O/O patch mode of recording compared with the C/A patch. Summary
steady-state data from two to eight cells in figure 7B shows the effect
of different concentrations of nifedipine on hKv1.5 in C/A, I/O, O/O
macropatches and during W/C recording. Data points were obtained by
comparing the steady-state current in control and different
concentrations of nifedipine under the different recording conditions.
Compared with O/O macropatches and W/C recording, the current in I/O
and C/A macropatches was relatively less sensitive to nifedipine. At
concentrations of 1 to 5 µM nifedipine, very little block was
observed in C/A macropatches, whereas at 5 µM nifedipine, current was
50% blocked in W/C and O/O macropatch recordings. The rank order of
block of hKv1.5 by nifedipine was then, whole-cell
outside-out > inside-out
cell-attached macropatches.
Analysis of variance of the results with 10, 20, 50 and 100 µM
nifedipine showed that the difference of relative current between C/A
or I/O macropatches and O/O macropatches or W/C recordings was
statistically significant (P < .05), the difference between O/O
macropatches and W/C recording was not statistically significant
(P > .05).
Our rationale for determining the likely site of action of nifedipine
is based on our assumption that variations in the efficacy of block by
nifedipine are closely related to the local concentrations of
nifedipine under different recording conditions. If the binding site of
nifedipine is at or near to the extracellular side, during W/C
recording when nifedipine was superfused into the bath, it can bind to
its receptor directly and efficiently. For the C/A macropatches, when
nifedipine is added to the bath, it has to enter the cell, cross the
patch and block from the pipette side. As the pipette filling solution
contains no nifedipine, it provides a large volume into which
nifedipine at the extracellular face of the patch would be rapidly
diluted away by the pipette constituents. This is likely to reduce the
effective local concentration of nifedipine at the extracellular side
of the patch in the C/A configuration and thus decrease the efficacy of
nifedipine block of hKv1.5. A similar explanation can be applied to the
results from I/O (decreased efficacy of block) and O/O (high efficacy
of block) macropatch configurations. In confirmation of these results
nifedipine added to the pipette filling solution had little effect on
whole cell currents.
An important characteristic of open channel blocking drugs that act on
voltage-gated Kv channels at the internal face of the membrane is that
they usually cause channel gating charge immobilization. This has been
shown to be true for tetraethylammonium ions (Stühmer et
al., 1991
; Bezanilla et al., 1991
), for 4-aminopyridine
(Bouchard and Fedida, 1995
; McCormack et al., 1994
) and
quinidine (Fedida, 1997
). It seems that the charged drug binding to
sites at the inner mouth of the pore somehow prevents some outward
movement or rapid return of the voltage sensor on repolarization. This leads to the reduction or slowed movements of different components of
gating charge. This may be because of their charge that directly influences surface charge at the inner mouth of the pore.
Alternatively, the channels may be unable to return to their resting
conformation until the drugs dissociate, due to steric effects of the
drugs hindering channel closure. This latter mechanism of
immobilization does not depend on charged forms of the drugs. We have
postulated earlier that nifedipine exerts its action towards the
extracellular surface, and thus we do not expect large effects on
hKv1.5 gating currents. The effect of different concentrations of
nifedipine on typical hKv1.5 gating currents is illustrated in figure
8. Ionic currents were eliminated by substitution of all permeant monovalent ions in the pipette and extracellular solutions with NMG
(see "Materials and Methods"). In transfected HEK cells, data corrected for leak revealed rapid transient currents on depolarization and repolarization (fig. 8, A and C). The holding
potential was -100 mV. The gating currents on depolarization (on-gating
current) reached their peak between 2.2 and 0.5 msec, dependent on the pulse potential. Note that this time is theoretically well within the
time resolution of the recording system that is limited by the cell
size and access characteristics. As noted previously, peak gating
current increased with depolarization, although total charge moved
(Qon) eventually saturated (Bezanilla et al.,
1991
; McCormack et al., 1994
; Bouchard and Fedida, 1995
)
(fig. 8, E and F). The more rapid decay of on-gating current underlies
the increasingly rapid activation of ionic current with larger
depolarizations. The peak gating current on repolarization (off-gating
current) was reduced and the decay of off-gating current slowed for
larger depolarizations, and this also is known to occur in
Shaker K+ channels (Stefani et al.,
1994
). Upon repolarization, gating charge (Qoff) returns,
and although slower for large positive depolarizations, it was well
conserved, with the ratio Qoff/Qon usually
close to 1.0. In the presence of nifedipine (fig. 8, B and D), on and
off-gating currents were very similar to those seen in control at
concentrations of nifedipine from 5 to 50 µM. However, mean data
(fig. 8, E and F) revealed a small reduction in off-gating charge after
depolarizations to more positive potentials than 0 mV at both 5 and 50 µM nifedipine. The reductions were statistically significant at
potentials positive to 0 mV (paired t test, P < .05).
This arises from an increased immobilization of off-gating current at
potentials at which channels are open and suggests that nifedipine
block of open hKv1.5 channels is associated with some inhibition of
conformational changes that accompany channel closing. However, these
changes are very small compared with the actions of drugs at the
intracellular mouth of K+ channels, and seem unlikely to be
related to the ionic current block by nifedipine which has a
Kd of 6.3 µM at +40 mV (fig. 2C).

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Fig. 8.
Effect of nifedipine on gating currents of hKv1.5
channel. A and B, Data in panel A and B are the gating currents of
hKv1.5 channel in the absence (A) and presence (B) of 5 µM
nifedipine. Cell was depolarized from -100 to +70 mV for 12 msec from a
holding potential of -100 mV to initiate the on-gating current, then
repolarized to -100 mV to record off-gating current. Traces shown are
from -70 to +30 mV in increments of +20 mV. C and D, Data from a
different cell in the absence (C) and presence (D) of 50 µM
nifedipine. Traces were elicited using the same voltage protocol as in
panels A and B. E and F, Integrated on- ( ) and off- ( ) gating
charge movement in the presence of 5 µM (E) and 50 µM (F)
nifedipine expressed relative to the maximum on- ( ) and off- ( )
gating charge movement in controls. Data were means ± S.E. from
four (F) or six (E) experiments. The asterisk represents a
statistically significant (P < .05) difference between
off-gating charge movement in control and in the presence of
nifedipine.
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 |
Discussion |
We have investigated the mechanism of action of nifedipine on the
hKv1.5 channel expressed in a human cell system. Nifedipine is a
tissue-specific Ca++ channel antagonist that has a major
role in the vascular bed where it is an effective vasodilator. In our
study nifedipine also produced a strong block of a human heart Kv
channel.
Nifedipine blocks hKv1.5 with a low Kd.
Nifedipine
is a widely used Ca++ antagonist and has been shown to
block native Ca++ channels with Kd
in the range of 200 to 310 nM (Charnet et al., 1987
; Mecca
and Love, 1992
). Cloned Ca++ channels are also blocked by
dihydropyridines and phenylalkylamines with Kds
in the 100s of nM to low µM range (Schuster et al., 1996
). Nifedipine blockade of native cardiac potassium channels has also been
reported. Transient outward potassium currents It in rabbit atrium (Gotoh et al., 1991
) and Ito in rat
ventricular myocytes (Jahnel et al., 1994
) were largely
blocked by 30 µM nifedipine and the blockade was
concentration-dependent. Besides the block of potassium channels in
intact myocytes, nifedipine also caused the block of cloned potassium
channel hKv1.5 with a Kd of 81 µM (Grissmer
et al., 1994
). Our data in figures 1 and 2 demonstrated that
nifedipine accelerated the time course of decay of hKv1.5 currents.
Currents reached a peak that was less than corresponding control
currents at concentrations greater than the Kd.
Subsequently nifedipine caused a rapid current decay that was
concentration dependent. Such effects of nifedipine allowed us to
calculate dose-response curves for both the peak and steady-state
outward currents (fig. 2). Fits of the Hill equation to these data gave Kd values of 18.6 ± 2.7 and 6.3 ± 0.5 µM for peak and steady-state currents, respectively, with Hill
coefficients of 0.75 ± 0.04 and 0.93 ± 0.03. The peak
current measurement represented the partial block of current by
nifedipine, and the interaction between rates of channel opening and
the onset of block at different pulse potentials and nifedipine
concentrations (see below). For this reason, the
Kd value (18.6 µM) was expected to be lower
than for steady-state block of open channels (6.3 µM). The
non-steady-state value for the Hill coefficient that was measured
(0.75) from the peak current dose-response cannot then be used to
indicate cooperativity. The measurement of steady-state current block
reflected the equilibrated interaction of hKv1.5 channels with
nifedipine at different concentrations and potentials and was of more
interest in the present study. The Hill coefficient close to 1.0 for
steady-state current block suggests that binding of one nifedipine
molecule per channel is sufficient to block the hKv1.5 channel.
Although nifedipine also showed some effects on endogenous current of
HEK cells, the average amplitude was about 2 to 3% of the hKv1.5
current. The endogenous current was also less sensitive to nifedipine,
so was unlikely to significantly distort our quantitation of hKv1.5
current block by nifedipine in HEK cells. The Kd
of 6.3 ± 0.5 µM for hKv1.5 expressed in HEK cells was an order
of magnitude lower than for an isoform of hKv1.5 (HPCN1) (Grissmer
et al., 1994
) expressed in MEL cells. Possible reasons for
this difference are the different mammalian expression systems (MEL
vs. HEK cells) and small structural differences between the
two isoforms of hKv1.5 used here (fHK vs. HPCN1), although
it should be noted that these isoforms are identical throughout the
S4-S6 gating and pore regions. We found that photoinactivation of the
drug occurred readily in the cloned cell system and when making
measurements with nifedipine it was necessary to carry out all
experiments in the dark. A Kd in the low
micromolar range, and threshold effects in the 100 nM range make
nifedipine a potent blocker of hKv1.5. No studies have addressed block
of specific components of cardiac K+ current in intact
human myocytes by nifedipine, so at the present time it is not possible
to relate our observations directly to currents in human heart.
Time dependence of block and open channel block.
Our data
indicated that nifedipine block of hKv1.5 showed marked
time-dependence. Block increased in an exponential manner during the
depolarizing pulses (fig. 2), and the onset of block occurred sharply
after current activation (figs. 3 and 5). Nifedipine also modified the
tail current (fig. 6). Upon repolarization, control channel
deactivation was fast and virtually irreversible (fig. 6A).
Open-channel models predict that if a large fraction of the channels is
blocked at the start of repolarization and the unbinding rate
(k
1) is fast enough, then the tail may display a rising phase reflecting the unblocking from blocked to open
state. Subsequently, the tail should deactivate more slowly than in
control, because some unblocked channels become blocked again,
depending on the relative rate constants for the open to blocked state
and the open to closed state. Current traces in figure 6C (lower panel)
show that a rising phase was prominent with 10 and 5 µM, but less so
with 2 µM nifedipine and absent in control. Subsequently tail
currents cross-over as channels in the presence of nifedipine move more
slowly from the blocked state to open and closed states than in control
(fig. 6, B and C, upper panel) (Snyders et al., 1992
;
Fedida, 1997
). From the results discussed above we conclude that
nifedipine binds to the open state of the channel.
The rate of current decay in the control could be fitted to a single
exponential function, and in the presence of nifedipine, the
inactivation became biexponential. The nifedipine-induced extra
component of inactivation had a time constant that was much faster than
that of slow inactivation; therefore, this fast time constant
(
2) can be considered to represent the interaction of nifedipine with the open state,
2 = 1/(k+1
[D] + k
1), as described before (Snyders
et al., 1992
; Slawsky and Castle, 1994
). Based on this
interaction, the apparent association and apparent dissociation rate
constants for nifedipine obtained from figure 4B were k+1 = 5.64 × 106 M
1
sec
1 and k
1 = 37.5 sec
1, respectively. The resultant
Kd value from equation [2b] (see "Materials
and Methods") was 6.65 µM, which is similar to the Kd value from the dose response curve in figure
2C. It should be noted that
2 represents the transition
from the open to block state and does not hold at small depolarizations
(<0 mV), where activation is much slower, or at high drug
concentrations, in which case the time constant of block may be similar
to that of activation. In these cases the binding and unbinding rates
of nifedipine cannot be extracted from a simple model such as that given above.
Voltage-dependence of block.
In some K+ channels
voltage-dependence of nifedipine block has been described. In rat
alveolar-epithelial cells an inactivating delayed rectifier
K+ channel demonstrated a voltage-dependent
block (Jacobs and DeCoursey, 1990
). In frog atrial
myocytes, block of Ik by nisoldipine, a nifedipine analogue
was voltage dependent (Hume, 1985
). Our data in figure 3 showed that
current was blocked quickly by nifedipine in the voltage range of
channel opening. After channels were fully open, block was slightly
relieved at more positive voltages. This relief of block was
independent of the concentration of nifedipine between 5 and 50 µM
(fig. 3), and was well fitted to a linear function (fig. 3). The slopes
of the fits were approximately similar, between 0.75 × 10
3 and 1.5 × 10
3 mV
1, and these
quantify the increase in normalized current with depolarizations in the
presence of the drug. At the same time, data in figure 4A indicate that
once channels were fully open (>+30 mV), there was a shallow decrease
in the time constants of block with potential. From the above and a
consideration of equation 2a and 2b, these data indicate that the
voltage-dependence to the block must be given by an increase in the
off-rate (k
1) rather than a decrease in the
on-rate (k+1) at more positive potentials. There are a
number of possible explanations for this. First, although nifedipine is
uncharged, its binding site may be coupled to some voltage-dependent
process, such as conformational changes in the pore with potential or
movement of the voltage sensor (Jacobs and DeCoursey, 1990
), which can
sense the transmembrane voltage change and confer voltage-dependence to
block by an uncharged drug. It has been proposed by De Coursey that
neutral phenylalkylamine drugs may have rapid access to their
receptors, where block is then stabilized by protonation of the drugs
(DeCoursey, 1995
). Although nifedipine has a much lower
pKa, such a mechanism could explain the voltage-dependence
observed in the present experiments.
Nifedipine site of action.
An alternative explanation for the
voltage-dependence of block could be that nifedipine blocks open
K+ channels from an external site. It is possible that at
more positive voltages, potassium permeation increases and hinders in
some manner the binding of nifedipine to its site with a resultant
relief of block. Analogous with this, it is known that K+
occupancy of sites in the external mouth of the K+ channel
pore affects the rate at which charged blockers (ions) can interact
with the channel (Baukrowitz and Yellen, 1996
). We have established
that nifedipine induced open-channel block of hKv1.5 and two additional
lines of evidence suggest that the site is in the external mouth of the
pore. The rank order of block described in figure 7 was W/C
O/O > I/O
C/A macropatch. This suggested a preferential
nifedipine block of hKv1.5 channels from the extracellular side or at a
hydrophobic domain accessible from the extracellular surface. A similar
conclusion has been drawn for native K+ channels (Jacobs
and DeCoursey, 1990
; although see DeCoursey, 1995
) and for the
dihydropyridine binding site in Ca++ channels (Nakayama
et al., 1991
; Schuster et al., 1996
), where it is
thought that the dihydropyridines block the channel from the
extracellular side and mutations in repeat IVS6 affect binding (Schuster et al., 1996
). The second line of evidence is
based on the gating current measurements (fig. 8). At concentrations required to produce approximate 50% block of ionic current, nifedipine had only very small effects on hKv1.5 gating currents. This suggests a
binding site distant from the intracellular mouth of the pore, where
binding of numerous drugs immobilizes gating charge (Stühmer et al., 1991
; Fedida, 1997
). At high concentrations,
on-gating currents of hKv1.5 did not change in the presence of
nifedipine compared with the control, but off-gating currents in the
presence of nifedipine were reduced at voltages positive to +10 mV
(fig. 8F), in the voltage range that channels open. This also supports the idea that nifedipine can bind only to channels in the open state,
i.e., at some site exposed when the pore opens.
If we speculate that nifedipine acts at the external mouth of open
K+ channels as suggested above, and that binding is coupled
in a 1:1 stoichiometry with a univalent entity (i.e.,
K+ ions) that senses the transmembrane electric field, we
can apply equation 3 to observed block (data in fig. 3), with z = 1. The data were well fitted to this model, between +20 and +90 mV, at nifedipine concentrations of 5, 10, 20 and 50 µM. The fractional distance,
, was calculated to be between 0.12 and 0.16. This suggested that nifedipine binding may be coupled to a charged process
that sensed
15% of the transmembrane electric field, from the
outside, at its binding site. If a higher valence for the coupling
entity was assumed (i.e., z = 2 or 3),
was reduced proportionally, so the value of 0.12 to 0.16 gives an upper limit for
the distance into the field. Further experiments, perhaps utilizing
mutated forms of Kv channels, are required to understand the apparent
voltage-dependence of nifedipine block of K+ channels, both
in native systems (Jacobs and DeCoursey, 1990
) and in our cloned
channel system.
Accepted for publication February 10, 1997.
Received for publication November 21, 1996.
W/C, whole cell recording;
C/A, cell-attached
recording;
O/O, outside-out recording;
I/O, inside-out recording;
Q, gating charge;
HEK, human embryonic kidney;
NMG, N-methyl-D-glucamine.