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Department of Experimental Cardiology, Masonic Medical Research Laboratory, Utica, New York 13501
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ABSTRACT |
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The contributions of electrogenic
sodium/calcium exchange current
(INaCa),
calcium-activated chloride conductance
[ICl(Ca)], and calcium-activated nonselective cation conductance to delayed afterdepolarizations (DAD) were examined. Nonselective
cation channels were absent in canine M cells, since inhibition of
INaCa and
ICl(Ca)
eliminated all calcium-activated currents without abolishing cell
shortening. After the cells were treated with isoproterenol and ouabain
to increase calcium loading,
INaCa was 168 ± 30 × 10
3 pC/pF
and ICl(Ca) was
114 ± 24 × 10
3
pC/pF. Transient overlapping inward and outward currents were evoked
positive to the chloride reversal potential
(ECl). Outward current was chloride sensitive, and inward current was blocked by
replacement of external sodium with lithium. When
ECl was
50 mV, triggered activity occurred in normal external sodium and persisted
after inhibition of
INaCa. Steps to
80 mV revealed oscillating inward currents in normal sodium and
chloride, which persisted after inhibition of
INaCa. When
ECl was equal to
113 mV,
ICl(Ca) opposed
INaCa at the
resting potential. DAD occurred in normal sodium, and inhibition of
outward ICl(Ca)
provoked triggered activity. We conclude that
INaCa represents
~60% of the total calcium-activated current at resting potentials
but that both INaCa and
ICl(Ca) work in
concert to cause DAD in calcium-overloaded cells.
sodium/calcium exchange; calcium-activated chloride conductance; transient inward current; nonselective cation conductance
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INTRODUCTION |
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INTERVENTIONS THAT ELEVATE intracellular calcium cause normal repolarization of cardiac action potentials to be followed by oscillations in membrane potential. A calcium-activated transient inward current (ITI) underlies these delayed afterdepolarizations (DAD) and may initiate triggered activity during ventricular tachycardia and ischemia-induced arrhythmias (9, 17, 18, 26, 27).
Kass et al. (19) demonstrated a reversal potential for digitalis-induced ITI in Purkinje fibers and suggested that some combination of electrogenic sodium/calcium exchange current (INaCa) and calcium-activated cation current could underlie ITI. However, reversal of ITI was not observed in similarly treated muscle preparations, seemingly ruling out a contribution from ion channels while favoring INaCa (1, 3, 9). The finding that ITI was present after inhibition of INaCa and discovery of calcium-activated channels equally permeable to sodium and potassium ions and a calcium-activated chloride conductance [ICl(Ca)] in cardiac myocytes rekindled debate that ITI might be composed of more than one ionic component (4-6, 8, 12, 38). Unfortunately, ICl(Ca) is often recorded in sodium-free solutions needed to block INaCa, making it impossible to draw conclusions regarding the relative amplitudes of INaCa, ICl(Ca), and nonselective cation conductances within Purkinje fibers as well as ventricular and atrial myocytes.
Acetylstrophanthidin- and BAY K 8644-induced DAD were elicited in a subset of cells within the midmyocardium with unique electrical characteristics and referred to as M cells (29). ICl(Ca) in canine M cells contributes to an oscillating inward current in calcium-overloaded cells in the absence of INaCa (38). The present study was undertaken to determine the importance of ICl(Ca), INaCa, and nonselective cation conductances to the generation of ITI and triggered activity in calcium-overloaded M cells. Cell shortening, ionic currents, and action potentials were recorded after application of isoproterenol and ouabain to load myocytes with calcium. We find no evidence for calcium-activated nonselective cation channels in M cells. Although INaCa is larger than ICl(Ca) at the resting potential, either conductance on its own is sufficient to cause DAD and triggered activity. Some of this work has been reported as an abstract (41).
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METHODS |
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Adult male mongrel dogs were given 200 U/kg heparin (sodium salt) and anesthetized with 35 mg/kg intravenous pentobarbital sodium, and their hearts were quickly removed and placed in Tyrode solution. Single myocytes were obtained by enzymatic dissociation from a wedge-shaped section of the ventricular free wall supplied by the left circumflex coronary artery (38). Cells from the midmyocardial region of the left ventricle were used in this study. All procedures followed were in accordance with guidelines established by the Institutional Animal Care and Use Committee.
Tyrode solution used in the dissociation contained (in mM) 135 NaCl, 5.4 KCl, 1 MgCl2, 0 or 0.5 CaCl2, 10 glucose, 0.33 NaH2PO4, and 10 HEPES, and pH was adjusted to 7.4 with NaOH. Standard patch-clamp technique was used to record whole cell currents or action potentials. The composition of the standard external solution was (in mM) 2 CaCl2, 4 KCl, 1 MgCl2, 10 glucose, 140 NaCl, and 10 HEPES, and pH was adjusted to 7.4 with NaOH. When required, external sodium was reduced by equimolar substitution with either lithium or N-methyl-D-glucamine (NMG), and external chloride was reduced with equimolar substitution of methanesulfonic acid. Standard pipette solution contained (in mM) 10 KCl, 10 NaCl, 135 potassium aspartate, 10 HEPES, 1 MgCl2, 5 MgATP, and pH was adjusted to 7.1 with KOH. When required, internal chloride was altered by equimolar substitution of aspartate for chloride. Potassium-free solutions were made by omitting KCl from the external solution and by substituting cesium for potassium in the pipette solution. When required, internal sodium was reduced by equimolar substitution of cesium. Most experiments in sodium-free solutions were accomplished without the addition of EGTA to the pipette solution. Those instances when EGTA was required are indicated in the text.
Endogenous calcium buffers are dialyzed from cells using standard patch electrodes. The amphotericin B perforated-patch technique was used in a few cells to verify recordings of action potentials and DAD obtained by standard patch technique. Composition of the external solution was (in mM) 2 CaCl2, 4 KCl, 1 MgCl2, 10 glucose, 140 NaCl, and 10 HEPES, and pH was adjusted to 7.4 with NaOH. Pipette solution contained (in mM) 0.00026 amphotericin B, 135 potassium aspartate, 10 NaCl, 10 KCl, 10 HEPES, 1 MgCl2, and 0.01 CaCl2, and pH was adjusted to 7.1 with KOH. When required, internal chloride was altered by equimolar substitution of aspartate for chloride. We have assumed that potassium, sodium, and chloride equilibrate with pipette solution within minutes of incorporation of amphotericin B in the membrane, at rates similar to those suggested for the nystatin perforated-patch technique (16a).
Amphotericin B (Sigma Chemical, St. Louis, MO) was made in dimethyl sulfoxide (60 mg/ml) and diluted 250-fold into pipette solution to a final concentration of 240 µg/ml. Fresh dilutions into pipette solution were made every 1.5 h. CdCl2, ouabain, and isoproterenol were made as concentrated stocks in water and diluted 1,000-fold into external solution. Isoproterenol stock was kept under nitrogen. Final concentrations were 300 µM CdCl2, 1 µM isoproterenol, and 5 µM ouabain. SITS (Sigma Chemical) was added directly to the external solution just before each experiment. Amphotericin B, SITS, and ouabain were used in a darkened room.
With the exception of the experiments shown in Fig.
1, all voltage-clamp protocols were
preceded by a train of six 200-ms pulses to 10 mV delivered at a rate
of 2 Hz to maintain calcium loading of the sarcoplasmic reticulum.
Calcium-activated currents were measured at either
80 or 50 mV
after a 5-ms pulse to
50 mV to inactivate sodium current
(INa) and a
3-ms pulse to 10 mV to activate calcium current
(ICa) and
release of calcium from the sarcoplasmic reticulum (SR). Protocols were
repeated at 15-s intervals. Calcium overload was induced by adding 1 µM isoproterenol and 5 µM ouabain to external solution. The
current-clamp mode of the amplifier was used to record action
potentials. Triggered activity and DAD were evoked after a train of 15 stimulated beats at a rate of 2 Hz in the presence of 1 µM
isoproterenol and 5 µM ouabain. Before application of isoproterenol
and ouabain, each cell was stimulated at a rate of 2 Hz to check if
calcium handling was compromised. Action potential shape was normal,
and DAD were never present before applying isoproterenol and ouabain.
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Dissociated cells were placed in a temperature-controlled 0.5-ml
chamber (Medical Systems, Greenvale, NY) on the stage of an inverted
microscope and superfused at 2 ml/min. A single-barrel sewer pipe with
an inside diameter of 0.28 mm was used to exchange the solution
immediately surrounding voltage- or current-clamped myocytes. This
sewer pipe was placed 100 µm from the cell, and flow was controlled
by a pinch valve and computer interface (model BPS-4; Adams and List
Associates, Westbury, NY). An Axopatch 200A amplifier (Axon
Instruments, Foster City, CA) was operated in voltage- or current-clamp
mode to record whole cell currents and action potentials at 37°C.
Cell capacitance was 185 ± 7 pF (42 cells). Pipette tip resistances
were 1.0-3.5 M
, and seal resistances were 8-12 G
.
Electronic compensation of series resistance averaged 77 ± 2% (42 cells), and the series resistance remaining after this compensation
averaged 1.57 ± 0.15 M
. After series resistance compensation, capacitive current decayed with a single time constant of
290 ± 20 µs (42 cells).
Tip potentials of standard patch electrodes were measured using established techniques and ranged from 7 to 13 mV, depending on chloride content of the pipette solution. To determine tip potentials for perforated-patch electrodes, cells were depolarized in high-potassium (70 mM KCl), calcium-free external solution, and comparisons were made between the potential recorded by perforated-patch electrodes and those recorded by 3 M KCl-filled microelectrodes in like-treated cells. Tip potentials of perforated-patch electrodes ranged from 16 to 19 mV, depending on chloride content of the pipette solution. Voltages reported in the text were corrected for these potentials. The seal between cell membrane and patch pipette was initially formed in Tyrode solution containing 1 mM CaCl2. A 3 M KCl-agar bridge was used between the Ag/AgCl ground electrode and external solution to avoid development of a ground potential when switching to experimental solutions. Protocols required using a sewer pipe to replace sodium surrounding voltage-clamped cells. To evaluate the effects of this substitution on ground potential, the current-voltage relation of the calcium current was determined in the presence of 140 mM sodium or 140 mM NMG applied via sewer pipe. Threshold and peak voltage of the current-voltage relation were unaffected, suggesting that ground potential was not altered by sodium substitution (5 cells).
Whole cell currents and transmembrane potentials were filtered with a four-pole low-pass Bessel filter at 5 kHz, digitized between 0.5 and 2 kHz (Digidata 1200, Axon Instruments), and stored on a computer. Significant differences between means were determined by a paired or unpaired Student's t-test. Unloaded cell shortening was recorded with a video edge motion detector (model VED 104; Crescent Electronics, Sandy, UT) coupled with a Phillips type FTM800NH/HGI camera operating at a 60-Hz scan rate. The single-ended output of this detector was linear over the range 0-40 µm. Clampex 6 acquisition software (Axon Instruments) was used to concurrently record cell shortening and either transmembrane potential or ionic current.
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RESULTS |
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The capacity to rapidly substitute external sodium to inhibit inward
INaCa is central
to our investigation. We used a sewer pipe to limit the interval spent
in sodium-free solutions and thus reduce alterations of intracellular
sodium, pH, and calcium that might be expected after blocking
Na
/H
transport, INa,
and inward INaCa.
In this study, cells were exposed to sodium-free solutions for periods
ranging from 1.2 to 2.8 s. We have assumed that the primary effect of
eliminating external sodium is to abolish inward
INaCa, although
changes in intracellular pH or calcium might not be eliminated even
with these brief exposures. To evaluate the time needed to completely
substitute sodium surrounding a single myocyte,
INa was recorded
in normal sodium and after substitution with an ion too large to
penetrate sodium channels.
Figure 1 shows that a complete exchange of NMG for external sodium and
a concomitant reduction in
INa was achieved
within 200 ms of activating a sewer pipe to deliver NMG-containing
solution. Patch pipettes were filled with potassium-free solution
containing 5 mM EGTA. Cells were bathed in potassium-free solution
containing normal sodium, and the sewer pipe was filled with an
external solution in which sodium had been completely replaced with
NMG. Because inward
INa is
effectively reduced by replacement of external sodium with NMG, we
compared INa in
normal sodium with those currents recorded after successively longer
exposures to NMG-containing solution from the sewer pipe. The cell was
held at
80 mV and repetitively pulsed to
40 mV to
activate sodium channels at a rate of 0.2 Hz. During the first pulse,
the sewer pipe was not turned on, and the current shown in Fig. 1,
top left, was recorded. With
subsequent pulses, the sewer pipe was activated for progressively longer periods before the step to
40 mV and always turned off at
the end of the
40 mV step. Intervals indicated in each panel of
Fig. 1 refer to the period the sewer pipe was activated before the step
to
40 mV.
INa was
significantly reduced when the sewer pipe was turned on just 100 ms
before activation of
INa, and when turned on 200 ms before activation of
INa flow from the
sewer pipe completely displaced the sodium-containing bath solution and
abolished INa.
Reduction of INa
did not result from a sewer pipe-induced shift in the ground potential
(see METHODS), but from complete
elimination of sodium surrounding the cell. In 20 cells, the time
required to completely abolish
INa was 310 ± 4.2 ms.
Figure 2 demonstrates the method used to
trigger calcium-activated conductances and verifies that deactivation
of ICa is too rapid to interfere with our measurements of calcium-activated fluxes,
which are made starting 5 ms after stepping back to
80 mV.
Currents and cell shortening were measured in standard external and
pipette solutions, and the sewer pipe was filled with external solution
containing 300 µM CdCl2. A cell
was held at
80 mV before evoking a 5-ms pulse to
50 mV to
inactivate INa,
followed by a 3-ms pulse to 10 mV to expedite release of calcium from
the SR, and currents were measured after returning to
80 mV. In
Fig. 2A, the voltage template, ionic
currents, and cell shortening are shown in the
top,
middle, and bottom
panels, respectively. Lowercase letters identify
corresponding current traces and contractions. Commencing with a step
to
80 mV, a slowly decaying inward current accompanied by a
contraction was recorded (a).
CdCl2 abolished this current and
contraction (b), and within 15 s of
turning off the flow of cadmium-containing solution from the sewer
pipe, both current and contraction had nearly recovered their original
amplitudes (c). Similar results were
obtained in six additional cells.
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Although we were tempted to identify all of the cadmium-sensitive
current measured at
80 mV as activated by a rise in cytosolic calcium, deactivation of
ICa might
contribute a short-lived element to this cadmium-sensitive inward
current. To determine the time course of tail currents attributable to
ICa, currents
were recorded in sodium- and potassium-free solutions.
ICl(Ca) was
inhibited by reducing external chloride to 6 mM and internal chloride
to 2 mM. Pipettes contained 250 µM EGTA to compensate for an increase in cytosolic calcium due to inhibition of
INaCa. Cells
continued to contract under these conditions. A cell was held at
50 mV. Currents were measured at
80 mV immediately after
either a 300-ms pulse to 10 mV, or a 3-ms pulse to 10 mV. In Fig.
2B, the voltage template and
superimposed currents during long and short steps to 10 mV are shown in
the top and middle
panels, respectively. ICa completely
inactivated within 75 ms of the beginning of the long pulse but does
not have this same opportunity to inactivate during a 3-ms pulse. For
this reason, ICa
tail currents can only be present after a 3-ms pulse, and subtraction
of currents immediately after a 300-ms pulse from those currents
immediately after a 3-ms pulse will reveal the time course of
ICa deactivation.
Shown in Fig. 2B,
bottom panel, are the subtracted
currents commencing with the step back to
80 mV. The amplifier
was overloaded for a period of 2 ms during which time we can say
nothing about deactivation. After this initial period, a rapidly
decaying tail was observed, which normally would be partially hidden by
decay of capacitive current. Although the inward current might be a
capacitance artifact, in six cells subtractions always yielded a
rapidly decaying inward deflection. We conclude that inward currents
shown in Fig. 2A largely represent
conductances activated by a rise in intracellular calcium. To allow for
complete decay of capacitive current and ICa deactivation,
we have been conservative and quantified calcium-activated currents as
beginning 5 ms after stepping back to
80 mV. These conductances
underlie DAD in calcium-overloaded cells, and their identification is
the focus of this study.
Calcium-activated conductances were investigated after first inhibiting
ICl(Ca) by
reducing external chloride to 6 mM and internal chloride to 2 mM. We
asked whether both inward
INaCa and
nonselective cation conductance could be evoked by a rise in
intracellular calcium, using the protocol first illustrated in Fig.
2A. Currents recorded in normal
external sodium were compared with those remaining after complete
substitution of external sodium and inhibition of inward
INaCa (20).
Figure 3 illustrates that the
calcium-activated nonselective cation conductance is absent from the
canine midmyocardium. In Fig. 3A, the
external solution was potassium free and contained 140 mM sodium. A
sewer pipe was filled with a modified external solution in which all
sodium was replaced by NMG. Patch pipettes were filled with an internal
solution that was potassium free, contained 10 mM sodium, and contained no EGTA. Shown in Fig. 3A,
middle panel, are superimposed
currents recorded in normal sodium (trace marked
Na+), and after replacement of
sodium with NMG (trace marked
NMG+). NMG-containing solution
was applied 600 ms before a step to
50 mV for a total period of
1.5 s. Replacement of sodium caused an outward shift in currents at all
potentials, abolished
INa during the
brief pulse to
50 mV, and eliminated calcium-activated current
at
80 mV. Figure 3A,
bottom panel, shows that contraction was increased after application of NMG, so it is unlikely that elimination of calcium-activated currents was precipitated by loss of
the underlying calcium transient. If canine myocytes possessed calcium-activated nonselective cation channels, we expected that sodium
substitution with a large cation like NMG and inhibition of
INaCa should have
resulted in a transient outward current at
80 mV carried by
cesium. We propose that the steady outward current at
80 mV
results from reverse-mode
INaCa after
replacement of all external sodium, consistent with a larger
contraction after sodium substitution.
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DAD and triggered activity are typically recorded under conditions in which cells become overloaded with calcium. To examine whether a greater calcium load could evoke a nonselective cation conductance, protocols were repeated in the presence of both 1 µM isoproterenol and 5 µM ouabain to duplicate conditions later used to evoke DAD. Solutions were potassium free, and as before, ICl(Ca) was inhibited by drastic reduction of chloride. A sewer pipe was filled with a modified external solution in which all sodium was replaced by lithium. Pipette solution was sodium free to inhibit reverse-mode INaCa. Shown in Fig. 3B, middle panel, are superimposed currents in normal external sodium and after replacement of all sodium with lithium. Lithium inhibited inward INaCa and abolished all calcium-activated current without causing an outward shift in currents or affecting cell shortening. If canine myocytes possessed calcium-activated nonselective cation channels, we expected that a ITI carried by lithium would remain after blocking INaCa. We conclude that under conditions in which ICl(Ca) has been blocked, INaCa will be the only remaining calcium-activated conductance in these cells. The outward shift in currents that occurred when internal solution contained sodium most likely results from reverse-mode INaCa, since it was absent when internal sodium was replaced by cesium.
In succeeding experiments, we have used chloride-containing solutions
to determine the relative amplitudes of
ICl(Ca) and INaCa and their
contributions to DAD and triggered activity. Figure 4 shows the amplitudes of
ICl(Ca) and
INaCa for
controls (A) and after isoproterenol
and ouabain were applied to increase intracellular calcium loading
(B). Solutions were potassium free
and contained normal external and internal sodium. External chloride
was 146 mM, internal chloride was 22 mM, and the calculated chloride
reversal potential
(ECl) was
49 mV. In Fig. 4A, the
top panel shows currents in normal
sodium and after replacement with lithium to block inward INaCa. Lithium
caused an outward shift in current at
80 mV and substantially
reduced the calcium-activated current even though the cell shortened to
a greater degree. The lithium-insensitive current is
ICl(Ca), since it
was absent when chloride was drastically reduced (Fig. 3) and could be
blocked by 2 mM SITS. The sewer pipe was turned off, and currents
recovered completely before 1 µM isoproterenol and 5 µM ouabain
were applied and the protocols repeated. Figure
4B shows that these agents increased
contraction and the calcium-activated current in normal sodium, but
this increase over control levels was largely lithium sensitive.
ICl(Ca) did not
increase in the presence of these agents, even though contraction increased significantly.
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After we adjusted for the lithium-induced shift in baseline, the
lithium-sensitive traces
(INaCa) and
those resistant to lithium [ICl(Ca)]
were integrated starting 5 ms from the beginning of the step to
80 mV, and ending when these currents decayed to a steady
baseline. Traces from experiments in which the lithium-induced outward
shift was unstable were not analyzed (2 cells). In 25 control cells,
the net flux carried by
INaCa was 132 ± 19 × 10
3 pC/pF
and was similar to that carried by
ICl(Ca), 134 ± 16 × 10
3 pC/pF.
In 26 cells treated with isoproterenol and ouabain,
INaCa was
161 ± 15 × 10
3 pC/pF and
ICl(Ca) was 124 ± 23 × 10
3 pC/pF.
INaCa and
ICl(Ca) were not
statistically different from each other for either the control or the
calcium-overloaded groups (P > 0.05).
INaCa and
ICl(Ca) were
measured with 10 mM sodium in the pipette to duplicate conditions in
which action potentials and triggered activity were recorded. As
indicated by a larger contraction, this ultimately results in
accumulation of intracellular calcium when external sodium is replaced
by lithium and could lead to an overestimate of
ICl(Ca), as well
as confound the interpretation of difference currents. To abolish
reverse-mode sodium/calcium exchange and limit accumulation of calcium,
experiments were repeated without sodium in the pipette. After
isoproterenol and ouabain treatment, inward
INaCa was 168 ± 30 × 10
3 pC/pF,
and ICl(Ca) was
114 ± 24 × 10
3
pC/pF, a difference which reached the level of significance (11 cells;
P < 0.05). We conclude activation of
reverse-mode sodium/calcium exchange does exaggerate the amplitude of
ICl(Ca) and that
INaCa is nearly
60% of the total calcium-activated current at
80 mV after treatment
with isoproterenol.
We have previously reported that application of isoproterenol increased
outward ICl(Ca)
in rabbit ventricular cells (39). We have not until now investigated
the effect of this agent on inward
ICl(Ca), although
certainly our expectation was that isoproterenol would also increase
inward chloride current. To confirm the ineffectiveness of
isoproterenol to increase inward chloride current (Fig. 4), ICl(Ca) was
recorded during an action potential clamp in sodium- and potassium-free
solutions, with
ECl equal to
49 mV. Pipette solution contained 250 µM EGTA. To ensure
uniform loading of the SR, six 200-ms pulses to 10 mV delivered at a
rate of one pulse every 2 s preceded the action potential clamp; 0.5 mM
SITS was applied to reduce
ICl(Ca), and 30 s
later, this protocol was repeated. Currents recovered in control
solutions, 1 µM isoproterenol was added to the external solution, and
protocols were repeated. In five cells, the SITS-sensitive current
reversed over the course of the action potential clamp, similar to what
we have reported previously (42). What was surprising was that
isoproterenol increased peak outward SITS-sensitive current 30 ± 4% but did not increase peak inward SITS-sensitive current in any of
these five cells.
Several authors have hypothesized the presence of a subsarcolemmal space in which communication with the bulk cytosol is restricted (23, 25, 42). For our determination of ICl(Ca), we have assumed that measurements made with sodium-free pipette solution abolished reverse-mode INaCa. We revisited this assumption regarding sodium-free pipette solutions, choosing conditions that would favor the buildup of sodium in the subsarcolemmal space and determined the upper bounds of reverse-mode INaCa that might remain under these conditions.
Whole cell currents were recorded using standard patch-clamp technique.
External solution was potassium free, with greatly reduced chloride
(extracellular chloride concentration = 6 mM), but contained normal
sodium, 1 µM isoproterenol, 5 µM ouabain, and 2 mM
CaCl2. Pipette solutions were
potassium free and included no EGTA. The sewer pipe was filled with
modified external solution in which sodium was replaced with either
lithium (4 cells) or NMG (6 cells). Cells were held at
80 mV, and
reverse-mode
INaCa was
elicited by turning on the sewer pipe and replacing external sodium. To
favor loading of the subsarcolemmal space with sodium, a train of 15 20-ms pulses to
40 mV at a rate of 2 Hz was delivered 1 s before
turning on the sewer pipe. Figure 5 shows
superimposed traces from two cells of similar size. The larger
INaCa was
recorded when the pipette contained 10 mM sodium, and the smaller
INaCa was
recorded when pipette solution was sodium free. Amplitudes are reported
as the difference between the current recorded 1.2 s after switching to
lithium and the baseline current in normal sodium. For five cells in
which pipettes contained sodium, the outward current evoked in response
to substitution of external sodium was 1.25 ± 0.02 pA/pF at
80
mV and 0.056 ± 0.0012 pA/pF when pipettes contained no sodium (5 cells). When pipettes contained sodium, substitution of external sodium
resulted in spontaneous contractions after ~1.5 s. Conversely, when
cells were dialyzed by sodium-free pipette solution, spontaneous
contractions were still not evident 30 s after activating the sewer
pipe.
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If ICl(Ca) and
INaCa both
contribute to currents in calcium-overloaded cells, we should be able
to separate them based on their reversal potentials. In particular,
when ECl is
49 mV, activation of cyclic release of calcium from the SR and a
step to 50 mV should result in an oscillating outward
ICl(Ca)
superimposed on an oscillating inward
INaCa.
Substitution of sodium with lithium should block all inward
INaCa, leaving
only an oscillating outward ICl(Ca). Figure
6 shows that a lithium-sensitive inward
current and a chloride-sensitive outward current both contribute to
oscillating currents at 50 mV. Calcium overload was induced by the
addition of 1 µM isoproterenol and 5 µM ouabain to all external
solutions. Oscillating currents were evoked by a 3-ms step to 10 mV and
measured after stepping to 50 mV. In Fig.
6A, currents were recorded in potassium-free solution, with
ECl equal to
49 mV. During the step to 50 mV, currents in normal sodium are
outward and show evidence of overlapping inward and outward currents.
Inhibition of
INaCa shifts the
current in an outward direction and abolished inward oscillations,
leaving much larger transient outward currents. Similar results were
obtained in eight cells. In Fig. 6B,
currents were recorded in potassium-free solution, and
ECl was adjusted to 50 mV in a second cell. During the step to 50 mV, currents in normal
sodium are outward. Inhibition of
INaCa shifts the
current in an outward direction and left small transient outward
currents. In six cells in which
ECl was 50 mV,
oscillating outward transients in lithium were <100 pA. This compares
with oscillating outward currents >1 nA when
ECl was
49
mV. Taken together, these results suggest that
INaCa and
ICl(Ca)
contribute to oscillating currents in calcium-overload cells.
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The most convincing demonstration that these two currents contribute to
triggered activity in midmyocardial cells is to choose conditions that
eliminate one or the other current and test whether triggered activity
can still be evoked. In the absence of EGTA in the pipette solution,
cells will not survive elimination of INaCa except for
brief periods. When pipettes contained 10 mM sodium, lithium applied
for 15 s caused hypercontraction of cells, from which there was no
recovery. Instead, we have recorded action potentials in
calcium-overloaded cells in the absence of inward ICl(Ca) to see if
INaCa is
sufficient to support triggered activity. The perforated-patch
technique was used to record action potentials in standard external
solution to which 1 µM isoproterenol and 5 µM ouabain were added.
Standard internal solution was modified to reduce internal chloride to
2 mM, with ECl
equal to
113 mV. Figure 7 shows that
INaCa is
sufficient to cause DAD in calcium-overloaded cells. In Fig.
7A, DAD were evoked after a train of
15 stimulated beats at a 500-ms basic cycle length (BCL). The last
stimulated beat is shown at the left,
which was followed by a series of DAD. ICl(Ca) is an
outward current at a potential of
85 mV and might oppose the
depolarizing influence of
INaCa. In Fig.
7B, 0.5 mM SITS was applied, and the
protocol was repeated in the same cell. Again, the last stimulated beat
is at the left, which was then followed by two triggered beats and a
series of DAD. When
ECl was
113 mV, isoproterenol and ouabain caused DAD, but not triggered beats in 11 cells. SITS was applied to three of these cells, and in all
three cells, SITS caused triggered beats where before there were only
DAD. Although this result is consistent with SITS blocking an outward
ICl(Ca), the
increase in triggered activity might also arise if SITS partially
blocks inwardly rectifying potassium current (IK1), leading
to an increased membrane resistance and an enhanced ability of
INaCa to elicit
action potentials.
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To differentiate between these two alternatives, we used the
perforated-patch technique to record inwardly rectifying potassium current and test the effects of 0.5 mM SITS on this current. Whole cell
currents were recorded in normal external and pipette solutions containing 1 µM isoproterenol and 5 µM ouabain. Cells were held at
80 mV and pulsed to
90 mV for 300 ms at a rate of 2 Hz. SITS was
applied, and the protocol was repeated. Current density was 0.61 ± 0.07 pA/pF (n = 10) at the holding
potential of
80 mV and 4.83 ± 0.12 pA/pF at the end of a 300 ms
step to
90 mV and was unaffected by SITS.
Taken together, these results are consistent with our characterization of calcium-activated currents in midmyocardial cells and suggest that INaCa has a major role in generating DAD in calcium-overloaded cells. Because our characterization of currents also suggests a role for ICl(Ca), we next focused on the effects of transiently abolishing inward INaCa while recording triggered activity with normal chloride in the pipette.
Figure 8 shows the effects of inhibiting
INaCa on DAD and
triggered activity. Standard patch-clamp technique was used to record action potentials and cell shortening in standard external and internal
solutions, with
ECl equal to
50 mV. Triggered activity and DAD were evoked after a train of
15 stimulated beats at a 500-ms BCL in the presence of 1 µM
isoproterenol and 5 µM ouabain. In Fig.
8A, the last stimulated beat is shown
at the left, followed by three
triggered beats. The second triggered beat was elicited from a slowly
rising DAD, and each beat was associated with a contraction (Fig.
8A, bottom
trace). In Fig. 8B,
the protocol was repeated in the same cell, and lithium was applied 15 ms after the upstroke of the last stimulated beat for a period of 1.5 s. The results in this cell were typical of eight other cells in which
the number of triggered beats was reduced after inhibiting INaCa, but DAD
remained even at the end of the lithium pulse, and contractions
continued to be associated with DAD and triggered beats. Lithium had no
effect on resting potential, unless applied for longer than 3 s, at
which point cells begin to depolarize. Because complete exchange of NMG
for sodium occurred within 310 ms (Fig. 1), we considered it sufficient
to apply lithium for no longer than 2.8 s in this study.
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We repeated these experiments using the perforated-patch technique to
ensure that dialysis of some intracellular component did not influence
results obtained by standard patch-clamp technique. Action potentials
were recorded in standard external and internal solutions, with
ECl equal to
50 mV. Triggered activity and DAD were evoked after a train of
15 stimulated beats at a 500-ms BCL in the presence of 1 µM
isoproterenol and 5 µM ouabain. This protocol was repeated, and
lithium was applied 15 ms after the upstroke of the last stimulated
beat for a period of 1.5 s. As was the case with the standard
patch-clamp technique, although the number of triggered beats after a
train was reduced, triggered activity and DAD continued to be observed
after substitution of external sodium with lithium in seven
midmyocardial cells.
Any effect of lithium to reduce the number of triggered beats did not
arise directly from a lithium-induced shift of the activation threshold
for sodium channels to more positive potentials. Sodium currents were
measured under conditions that permitted adequate voltage control.
Standard patch-clamp technique was used to record currents at 22°C
from a holding potential of
110 mV. Solutions were potassium free,
pipettes contained 10 mM EGTA, and both internal and external sodium
were reduced to 5 mM. The current-voltage relation for sodium current
was measured in 5-mV increments over a voltage range between
80 and
40 mV. The protocol was repeated after replacing external sodium
with 5 mM lithium. In nine cells, lithium had no effect on the
60 mV threshold of the sodium current.
Hille (16) reports the ionic permeability ratios of lithium over sodium to range between 0.93 and 1.1, depending on cell type and species. Experiments were performed to investigate whether exchanging lithium for sodium might reduce sodium channel conductance, and thus decrease the ability of these channels to trigger an action potential. Standard patch-clamp technique was used to record action potentials in normal external solution. Pipettes contained normal ions and 10 mM EGTA to reduce calcium-activated conductances. A train of action potentials was elicited at a BCL of 500 ms, and the change was made from external sodium to lithium. In eight cells, action potentials could be elicited for an average of 25.3 ± 0.8 s after switching to lithium. During investigations to determine the mechanisms underlying DAD, our substitutions never exceeded 2.8 s. We conclude that a lithium-induced reduction in sodium-channel conductance should not directly contribute to a decrease in triggered activity.
We have previously reported that oscillating inward currents recorded
in sodium-free solutions in calcium-overloaded cells were blocked by
SITS (38). Figure 9 shows the effects of
external sodium replacement on the ITI that
underlie DAD. Currents and cell shortening were obtained in standard
external and internal solutions containing 1 µM isoproterenol and 5 µM ouabain, with ECl equal to
50 mV. Calcium-activated currents were recorded at
80 mV
after a 500-ms pulse to 0 mV. In Fig.
9A, ITI are
shown accompanied by contractions. In Fig.
9B, lithium was applied 250 ms after
the beginning of the step to 0 mV for a period of 2.8 s. Lithium
abolished inward
INaCa, but
ITI due to
ICl(Ca) persisted and continued to be associated with contractions.
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When solutions contained normal potassium, replacement of external
sodium did not result in an outward shift in currents, as had been
previously observed in potassium-free solutions. This lack of outward
shift in potassium-containing solutions is consistent with the failure
of lithium to modify resting potential in calcium-overloaded cells
(Figs. 8 and 10). We examined whether the
outward shift in potassium-free solutions due to reverse-mode
INaCa (Fig. 3)
might be offset by a lithium-induced decrease in net outward current contributed by
IK1.
IK1 was recorded
in sodium-free internal and external solutions in the presence of 300 µM CdCl2 to block all calcium
transients. While holding at
85 mV, near the typical resting
potential of these cells, lithium was applied, and an inward current
continued to develop over the course of application. We did not further
investigate the degree that this inward current offsets reverse-mode
INaCa, although
we did observe that cells depolarized when lithium was applied for
longer than 3 s in complete Tyrode solution.
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We next examined if increasing the driving force for inward
ICl(Ca) at
resting potentials might permit sustained triggered beats in the
presence of lithium. Although
ECl is often
portrayed as being
50 mV, evidence also exists for reversal at a
more depolarized potential (34, 36, 42). Figure 10 shows the effects of
inhibiting INaCa
on DAD and triggered activity. Standard patch-clamp technique was used
to record action potentials and cell shortening in standard external
solution containing 1 µM isoproterenol and 5 µM ouabain. Internal
solution contained 147 mM chloride, with
ECl equal to
1 mV. In Fig. 10A, the last
stimulated beat is shown at the left, followed by two triggered beats. The second triggered beat was elicited
from a slowly rising DAD, and each beat was associated with a
contraction (Fig. 10A,
bottom trace). In Fig.
10B, the protocol was repeated in the
same cell, and lithium was applied 15 ms after the upstroke of the last
stimulated beat for a period of 2.8 s. The last stimulated beat was
followed by a triggered beat and two DAD, each associated with a
contraction. Increasing the driving force for inward
ICl(Ca) did not
noticeably increase triggered activity in the presence of lithium. In
seven cells, multiple triggered beats were recorded in normal sodium,
but replacement of sodium converted this activity to a single triggered
beat followed by DAD.
Figure 11 shows the effects of external
sodium replacement on ITI when intracellular
chloride was adjusted to 147 mM. Currents and cell shortening were
obtained in standard external solution containing 1 µM isoproterenol
and 5 µM ouabain, with
ECl equal to
1 mV. In Fig. 11A,
ITI are shown accompanied by contractions. In
Fig. 11B, lithium was applied 250 ms
after the beginning of the step to 0 mV for a period of 2.8 s. Lithium
abolished inward INaCa, but
ITI due to
ICl(Ca) persisted
and continued to be associated with contractions. Similar results were
obtained in six cells.
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In this experiment, and that shown in Fig. 9, lithium does not appear to inhibit oscillating inward current, as one might predict for an inhibitor of inward INaCa. This is even more confusing given the similar degree of cell shortening after applying lithium. We observed that this was a feature of taking a 500-ms step to a depolarized potential. Under these conditions, substitution of external sodium and activation of reverse-mode sodium/calcium exchange caused undue loading of the cell with calcium, making comparisons between currents qualitative rather than quantitative. This increased contractility was rarely reflected in the cell shortening record because not all movement was along the longitudinal axis of the cell. One aspect of this increased calcium loading that is obvious in Fig. 11B is a lithium-induced increase in frequency of oscillations.
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DISCUSSION |
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We are the first to report the relative amplitudes of INaCa and inward ICl(Ca) under conditions that provoke DAD and triggered activity in canine M cells. Our decision to characterize INaCa as the sodium-sensitive conductance was made based on a need to preserve ICl(Ca). Whereas others have used millimolar concentrations of nickel to characterize INaCa, such applications could have posed problems under our experimental conditions. Because of its inhibitory effects on ICa, nickel might indirectly reduce ICl(Ca) (37). Nickel-sensitive current would then represent components of both INaCa and ICl(Ca) and result in overestimation of INaCa. Sodium substitution effectively blocks INaCa, without reducing ICl(Ca) (40). Unfortunately, defining INaCa as the sodium-sensitive current is also not benign, since substitution-induced increases in contractility can complicate interpretation of the difference current and lead to a larger ICl(Ca). These concerns were addressed, first by limiting the time spent in sodium-free solution and second by comparing the results obtained with and without sodium in the pipette. The difference between INaCa and ICl(Ca) was greater after reducing reverse-mode exchange, suggesting that determinations of ICl(Ca) made with sodium in the pipette were exaggerated. When controlling for changes in contractility, ICl(Ca) was found to be ~70% of the amplitude of INaCa. One further intricacy must be considered. Contractility is reduced when sodium is removed from the pipette. We propose that the relative amplitudes of ICl(Ca) and INaCa are best determined in sodium-free pipette solution, whereas the absolute amplitude of ICl(Ca) might very well be closer to that found in sodium-containing pipette solution.
For our determination of
ICl(Ca), it is
critical to know whether sodium is eliminated from the subsarcolemmal
space while dialyzing a cell with sodium-free pipette solution.
Although concentrations of ions in the subsarcolemmal space must
certainly be different from concentrations in the bulk cytosol, this
restricted space does communicate with the cytosol. The question
becomes, How long can sodium that enters through sodium channels be
maintained in the subsarcolemmal space in the face of an infinite sink
with sodium-free solution? Kimura et al. (20) and Hilgemann (15) found
that reverse-mode exchange was abolished by eliminating internal
sodium. For cells dialyzed with sodium-free pipette solution, we found
that reverse-mode
INaCa was nearly
abolished 1 s after the end of a train of pulses designed to increase
intracellular sodium.
ICl(Ca) was 124 ± 23 × 10
3 pC/pF
when pipettes contained sodium and 114 ± 24 × 10
3 pC/pF in the absence of
internal sodium. The substantial reduction in reverse-mode
INaCa due to
elimination of sodium in the pipette equates to an 8% reduction in
chloride flux. As shown by Fig. 3, we were unable to detect a
lithium-induced increase in cell shortening when pipettes contained no
sodium. If we modify our initial assumption to say that sodium-free
pipette solutions do not completely abolish reverse-mode
INaCa, any
lithium-induced increase in intracellular calcium must be quite small,
and our "overestimate" of
ICl(Ca) will be
much less than 8%.
INaCa was the largest contributor to calcium-activated current at the resting potential in isoproterenol-treated cells. Consonant with these voltage-clamp findings, INaCa was large enough to cause DAD and triggered activity in the absence of other calcium-activated conductances. Our results are consistent with those reported by Kass et al. (19), who determined the sodium dependence of ITI in cardiac Purkinje fibers. A correlation between INaCa and ITI or DAD has also been demonstrated for human atrial cells, canine ventricular and atrial cells, and the sinoatrial node of the rabbit (2, 3, 32, 33, 35). ITI in guinea pig ventricular cells was abolished when external sodium was reduced to 25% of normal, although mechanical oscillations continued, suggesting that INaCa is the major component of ITI in this species (9). In canine coronary sinus, transient replacement of sodium with either lithium or sucrose caused a 30% decrease in ITI amplitude, leaving open the possibility of further contributions from additional calcium-activated conductances (33). Conversely, a dissociation between forward-mode sodium/calcium exchange and ITI was demonstrated for rabbit ventricular cells and rabbit Purkinje fibers (10, 12-14, 28).
Han and Ferrier (13) determined that isoproterenol-induced
ITI was dependent
on calcium entry via reverse-mode sodium/calcium exchange. They
suggested that isoproterenol directly activates reverse-mode
sodium/calcium exchange, although a recent study by Main et al. (23)
has found no evidence for
-adrenergic stimulation of the exchanger.
Calcium entry via reverse-mode sodium/calcium exchange was observed in
the present study, but this loading of the cell with calcium only
occurred after external sodium was reduced and the reversal of the
exchanger was significantly altered. In effect, reverse-mode
sodium/calcium exchange was an artifact of our experimental procedure.
Moreover, calcium entry via the exchanger was abolished by elimination
of internal sodium, without dramatically reducing the ability of
isoproterenol to evoke
ITI.
ICl(Ca) represented ~40% of the total calcium-activated current at the resting potential in isoproterenol- and ouabain-treated cells. It is probable that the relative amplitudes of ICl(Ca) and INaCa will vary based on the method used to induce calcium overload and DAD. Whereas ouabain will elevate internal sodium and reduce the contribution of INaCa to the total calcium-activated conductance, isoproterenol appears to increase the relative contribution of INaCa. Other studies have used high extracellular calcium or BAY K 8644 to induce DAD, and the relative importance of the two calcium-activated conductances might be different from what we report. Our choice of isoproterenol and ouabain was made because we did not want to dramatically alter extracellular divalent ions, and isoproterenol alone did not reproducibly produce multiple triggered beats after a train of stimulated action potentials.
Positive to ECl, oscillating currents consisted of both inward and outward components, indicating that more than one conductance contributed to ITI. We attributed the oscillating outward component to ICl(Ca), since it was reduced significantly when ECl was made equal to the step potential. In the absence of INaCa, we have previously shown that calcium overload-induced oscillating inward current is blocked by SITS and absent at ECl (38). Reversal of ITI has been demonstrated for rabbit, sheep, and calf Purkinje fibers and rabbit ventricular myocytes (12-14, 19, 21).
As was the case for INaCa, ICl(Ca) was sufficiently large to cause DAD in the absence of other calcium-activated conductances. We were unable to record multiple triggered beats after substituting lithium for external sodium, even though a substantial oscillating inward ICl(Ca) was present. Furthermore, increasing the driving force for inward chloride current also failed to elicit multiple triggered action potentials. These results suggest that the threshold for sodium channels has been shifted in the presence of lithium. Although we examined the effects of lithium on action potentials and sodium current threshold, these experiments were always performed using pipette solutions containing EGTA to inhibit calcium-activated conductances. Although these protocols weigh the direct effects of lithium, they abolish any subsequent outcome of a lithium-induced rise of intracellular calcium. A rise in intracellular calcium will cause a shift in the voltage dependence of sodium channel gating, such that fewer channels are available at the resting potential (7, 11). Lithium might act in this indirect manner to change membrane surface charge and contribute to a shift in sodium channel threshold. We suggest that this shift contributes to a lack of repeated triggered beats under conditions in which ICl(Ca) is known to be large.
When recording action potentials, our method used to inhibit INaCa exaggerates ICl(Ca) due to an increase in contractility. However, given similar amplitudes of ICl(Ca) and INaCa when protocol-induced changes in contractility were abolished, we propose that ICl(Ca) contributes to the normal formation of DAD. Trafford et al. (31) demonstrated that in the ferret ventricle the time courses of INaCa and ICl(Ca) are different. We concur with these findings, since oscillating currents positive to ECl appear to have a biphasic waveform (see Fig. 6), and ICl(Ca) cannot simply be scaled to equal INaCa. Trafford et al. (31) suggested that in the ferret, these differences in kinetics result from subsarcolemmal compartmentalization of calcium. Similar compartmentalization might occur in the dog, although we cannot rule out differences in calcium affinity between the exchanger and chloride channel contributing to differences in time course of the two currents.
Our results regarding ICl(Ca) are consistent with an earlier demonstration of a SITS- and chloride-sensitive oscillating inward current in calcium-overloaded M cells and conform to similar findings in calcium-overloaded rabbit Purkinje fibers and ventricular cells (12-14, 21, 38). Of the very early investigations of the ionic basis of ITI, some did not examine the contributions of a calcium-activated chloride conductance (1, 3). However, Kass et al. (19) found that substitution of external chloride did not appreciably affect strophanthidin-induced ITI reversal and proposed that a nonselective leak conductance or electrogenic sodium/calcium exchange was the ionic basis of ITI. In an interesting investigation of early afterdepolarizations and DAD in canine myocytes, Volders et al. (35) demonstrated that isoproterenol-induced DAD were abolished by nickel, a nonspecific blocker of INaCa. Although they hypothesized that INaCa alone caused DAD in these cells, the effects of nickel on ICl(Ca) were not examined. It is important to establish in such a study that the time course of the block of INaCa by nickel is the same time course as the block of DAD by nickel. Such a comparison would begin to establish whether nickel secondarily blocks additional conductances.
We have considered that the ability of isoproterenol to increase outward but not inward ICl(Ca) suggests that this is not a single conductance. Different ionic channels might underlie these outward and inward currents. However, we have shown that this inward current is calcium activated, blocked by removal of chloride, and sensitive to SITS. From these experiments, we conclude that all of the current remaining after inhibition of INaCa is ICl(Ca). We can only speculate on the failure of isoproterenol to increase inward ICl(Ca). Our results can be understood if two populations of chloride channels with different calcium sensitivities, and perhaps different rectification characteristics, are present in the canine midmyocardium. Papp et al. (25) have demonstrated two components of ICl(Ca) in rabbit cardiac Purkinje cells, suggesting that these components could arise from spatial and temporal inhomogeneities of calcium transients, or different chloride channel populations with a different calcium sensitivity. If a second population of chloride channels exists, our results indicate a higher calcium sensitivity for those channels carrying inward current, such that saturation of calcium binding sites obviates any potential isoproterenol-induced increase in current.
DAD and triggered activity were elicited in M cells, without activation of a nonselective cation conductance. With ICl(Ca) blocked, substitution of external sodium and concomitant inhibition of INaCa abolished all calcium-activated current, even though a substantial gradient persisted for flux through nonselective channels. Our inability to detect a leak conductance was not due to channel rectification, since we looked for both inward and outward currents carried by monovalent cations. Moreover, this conductance was absent despite application of isoproterenol and ouabain to elevate intracellular calcium, and with a clear demonstration that contractility was maintained. The lack of a nonselective cation conductance has been reported in rabbit atrial and ventricular myocytes, rabbit Purkinje cells, and canine ventricular myocytes (21, 25, 30, 38-40).
Our conclusions are in disagreement with those presented for the ionic
basis of ITI in
rabbit Purkinje fibers. Han and Ferrier (13) propose that reverse-mode
sodium/calcium exchange contributes to calcium overload, but that
INaCa does not
act as a charge carrier for
ITI. We are
puzzled by this suggestion, since a rise in intracellular calcium
should immediately result in activation of forward-mode sodium/calcium
exchange and an oscillating inward current. They conclude that an
inwardly rectifying nonselective cation conductance plays the most
prominent role in generation of inward
ITI with some
additional contribution from
ICl(Ca) and that
outward ITI is
primarily carried by
ICl(Ca) (12, 14).
If this were the case, their substitution of external sodium with
impermeant NMG or sucrose should have resulted in oscillating outward
currents at
55 mV, rather than the inward currents they ascribe to
the nonselective cation conductance (14; Figs. 5 and 6). Voltage-clamp studies have characterized the nonselective cation conductance as
linear, so it is expected that this conductance should contribute to
both inward and outward
ITI if it is
present in Purkinje fibers (6, 8). Consonant with our results in the
dog, investigations of calcium-activated conductances in rabbit
Purkinje cells have failed to find activation of nonselective cation
channels, despite elicitation of a robust
ICl(Ca) (25, 30).
A model of triggered activity under a maintained calcium overload similar to our experimental conditions details the relationship between the nonselective cation conductance and INaCa in the generation of DAD (22). In this model, the nonselective cation conductance is much more important than INaCa in generating triggered activity, in large part because of elevated internal sodium and concomitant reduction of INaCa. Internal sodium was also presumably elevated in our experiments due to blockade of the sodium pump. However, INaCa was still larger than ICl(Ca) probably because of the smaller electrochemical gradient for chloride.
Evidence from animal and human studies indicates reentry is the primary mechanism underlying arrhythmogenesis but that focal mechanisms might initiate ventricular arrhythmias under certain pathophysiological conditions. Three-dimensional cardiac mapping performed in dogs with ischemic cardiomyopathy induced by intracoronary embolizations revealed that monomorphic ventricular tachycardia was due to focal activation of subendocardial sites (26). Similarly, d-sotalol-induced polymorphic tachyarrhythmias with characteristics of torsade de pointes were initiated by spontaneous premature beats originating in the subendocardium (27). Such focal activation might arise as early afterdepolarizations or DAD originating in M cells or Purkinje fibers. We have determined the underlying mechanisms for DAD in M cells. An important next step to understanding the role these two conductances play during reperfusion- and drug-induced arrhythmias will be to determine if INaCa and ICl(Ca) are affected differently by intracellular pH, calcium loading of the SR, and the metabolic components of ischemia.
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ACKNOWLEDGEMENTS |
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We thank Dr. Charles Antzelevitch for helpful discussions and support and Dr. Arthur Iodice for providing dissociated myocytes. The expert technical assistance of Judy Hefferon and Di Hou was very much appreciated.
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FOOTNOTES |
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This work was supported by a grant from the American Heart Association, New York State Affiliate (to A. C. Zygmunt). C. M. Weigel was a Summer Fellow of the Masonic Medical Research Laboratory at the time of this study.
The costs of publication of this article were defrayed in part by the payment of page charges. The article must therefore be hereby marked "advertisement" in accordance with 18 U.S.C. §1734 solely to indicate this fact.
Address for reprint requests: A. C. Zygmunt, Experimental Cardiology, Masonic Medical Research Laboratory, 2150 Bleecker St., Utica, NY 13501-1787.
Received 14 April 1998; accepted in final form 20 August 1998.
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REFERENCES |
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