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Department of Experimental Cardiology, Masonic Medical Research Laboratory, Utica, New York 13501-1787
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ABSTRACT |
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This study examines the amplitude of sodium-calcium
exchange current (INaCa) in epicardial,
midmyocardial, and endocardial canine ventricular myocytes. Whole cell
currents were recorded at 37°C using standard or
perforated-patch voltage-clamp techniques in the absence of potassium,
calcium-activated chloride, and sodium-pump currents.
INaCa was triggered by release of calcium from the
sarcoplasmic reticulum or by rapid removal of external sodium.
INaCa was large in midmyocardial myocytes and
significantly smaller in endocardial myocytes, regardless of the method
used to activate INaCa. INaCa at
80 mV was
0.316 ± 0.013,
0.293 ± 0.016, and
0.210 ± 0.007 pC/pF, respectively, in midmyocardial,
epicardial, and endocardial myocytes when activated by the calcium
transient. When triggered by sodium removal, peak
INaCa was 0.74 ± 0.04, 0.57 ± 0.04, and 0.50 ± 0.03 pA/pF, respectively, in midmyocardial, epicardial, and endocardial myocytes. Epicardial INaCa was
smaller than midmyocardial INaCa when activated by
removal of external sodium but was comparable to epicardial and
midmyocardial INaCa when activated by the normal calcium transient, implying possible transmural differences in excitation-contraction coupling. Our results suggest that
INaCa differences contribute to transmural
electrical heterogeneity under normal and pathological states. A large
midmyocardial INaCa may contribute to the prolonged
action potential of these cells as well as to the development of
triggered activity under calcium-loading conditions.
cardiac myocytes; sodium-calcium exchanger; excitation-contraction coupling
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INTRODUCTION |
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UNEQUAL DISTRIBUTION of potassium and sodium channels contributes to transmural electrical heterogeneity and thus to the development of a variety of cardiac arrhythmias (for a review, see Ref. 1). Transmural and interventricular differences have been described in the transient outward potassium conductance (Ito), the delayed rectifier potassium conductance (IKs), and the sustained component of the sodium conductance (INa) (6, 9, 16-18). Ito is larger in the midmyocardium and epicardium than it is in the endocardium, contributing to the characteristic notch of canine epicardial and midmyocardial action potentials and the absence of an endocardial notch (18). Similarly, a deeper notch recorded from the right versus left epicardium of dogs correlates with a greater Ito in right epicardial myocytes (6, 29). Cardiac action potentials of human and canine midmyocardial cells exhibit a pronounced prolongation at slow stimulation rates (1, 16, 18, 22, 23), and drugs that block components of the delayed rectifier or slow the decay of INa preferentially lengthen midmyocardial action potential duration (APD) (21, 23, 31). Voltage-clamp studies have revealed that a smaller IKs and a larger, late INa contribute to the longer APD of canine midmyocardial cells (9, 17).
The extent to which the distribution of electrogenic exchangers contribute to transmural heterogeneity is unknown. Sicouri and Antzelevitch (22, 23) found that calcium overload-induced delayed afterdepolarizations arise from a unique population of canine midmyocardial cells, the M cells. An important contributor to early and delayed afterdepolarizations in canine ventricle is the sodium-calcium exchange current (INaCa) (28, 34). The present study investigates the density of the sodium-calcium exchanger across the canine left ventricular wall. Some of this work has been reported in abstract form (33).
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METHODS |
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Adult male mongrel dogs were given 200 IU/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 (32). Cells from the epicardial, midmyocardial, and endocardial regions of the left ventricle were utilized 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. Both amphotericin B perforated-patch and standard
whole cell voltage-clamp techniques were utilized to record
INaCa. External solution was potassium free and
contained 6 mM chloride, and its composition was (in mM) 0.005 ouabain,
2 CaCl2, 10 glucose, 1 MgCl2, 140 sodium
methanesulfonate, and 10 HEPES, and pH was adjusted to 7.4 with
methanesulfonic acid. When sodium-free solution was required, equimolar
lithium was substituted for external sodium. Ouabain was included in
the external solution because of a concern that the electrogenic sodium pump was not blocked in potassium-free solution (10, 11). Internal
solutions were potassium free and contained 4 mM chloride. Pipette
solution for perforated-patch experiments contained (in mM) 2.6 × 10
4 amphotericin B, 150 cesium
aspartate, 10 NaOH, 10 HEPES, 1 MgCl2, and 0.01 CaCl2, and pH was adjusted to 7.1 with CsOH. Pipette solution for standard whole cell voltage clamp contained (in mM) 150 cesium aspartate, 10 NaOH, 10 HEPES, 1 MgCl2, 0.1 EGTA, and 5 MgATP, and pH was adjusted to 7.1 with CsOH. Sodium was replaced by
equimolar cesium when required.
Even in potassium-free solutions, substitution of external sodium by lithium caused an outward sodium-pump current that might contaminate measurement of reverse-mode INaCa (see Fig. 6). In six cells we determined that 5 µM ouabain was sufficient to completely block the sodium pump, allowing an uncontaminated evaluation of INaCa. External solution for experiments designed to determine the appropriate concentration of ouabain to block the sodium pump contained (in mM) 2 BaCl2, 0 or 4 potassium methanesulfonate, 10 glucose, 1 MgCl2, 140 sodium methanesulfonate, and 10 HEPES, and pH was adjusted to 7.4 with methanesulfonic acid. Pipette solution for sodium pump experiments contained (in mM) 140 potassium aspartate, 15 NaOH, 10 EGTA, 10 HEPES, 1 MgCl2, and 5 MgATP, and pH was adjusted to 7.1 with KOH.
Amphotericin B (Sigma Chemical) was made in DMSO (60 mg/ml) and diluted (1:250) into pipette solution to a final concentration of 240 µg/ml. Fresh dilutions into pipette solution were made every 2 h. Ouabain was made as concentrated stocks in water and diluted (1:1,000) into external solution. Final concentration was 5 µM ouabain. Amphotericin B and ouabain were used in a darkened room.
Voltage-clamp protocols were preceded by a train of ten 200-ms pulses
to 0 mV delivered at a rate of 1 Hz, followed by a rest of 2 s to
maintain calcium loading of the sarcoplasmic reticulum (SR). We have
assumed that this protocol resulted in a maximal SR load because
stimulation beyond the initial six beats did not increase peak
contraction. To trigger INaCa by means of the
normal calcium transient, we held perforated-patch voltage-clamped
cells at a potential of
80 mV before evoking a 5-ms pulse to
50 mV to inactivate INa and a 3-ms pulse to
0 mV to activate calcium current (ICa) and a
calcium transient. This two-step protocol was immediately
followed by a pulse to
80,
50,
20, or 50 mV to
record INaCa. To separate INaCa
from ICa and the capacitance spike, we utilized a train of
3-ms pulses to 0 mV to empty the SR of calcium, with the final 3-ms
pulse taken 250 ms before the two-step protocol was repeated (5).
Currents remaining after inhibition of the calcium transient were
subtracted from those elicited by a normal calcium transient.
INaCa was characterized as the calcium
transient-induced inward difference current (see Fig. 1) and quantified
as either total charge transported or peak inward current normalized to
cell capacitance.
To trigger INaCa without sequential activation of
ICa and the calcium transient, reverse-mode
INaCa was evoked by rapid substitution of external
sodium with equimolar lithium. Reverse-mode INaCa was measured as the peak sodium substitute-induced current at
80
mV, after it was first confirmed that this outward current was
completely blocked by 5 mM NiCl2 (see Fig. 6). These
experiments required the addition of 100 µM EGTA to the pipette
solution and the use of the standard whole cell voltage-clamp
technique. Cells vigorously contracted when depolarized to 0 mV from a
holding potential of
80 mV under these conditions.
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 four-barrel quartz
micromanifold (ALA Scientific Instruments, Westbury, NY) was used to
exchange the solution immediately surrounding voltage-clamped myocytes.
This micromanifold was placed 100 µm from the cell, and flow was
controlled by a pinch valve and computer interface (model BPS-4; ALA
Scientific Instruments). An Axopatch 200A amplifier (Axon Instruments,
Foster City, CA) was operated in voltage-clamp mode to record whole
cell currents at 37°C. Cell capacitance was 191 ± 7 pF (54 cells). Pipette tip resistance was 1.0-2.3 M
, and seal
resistance was 5-11 G
. Electronic compensation of series resistance averaged 72 ± 2% (54 cells), and the series resistance remaining after this compensation averaged 2.73 ± 0.26 M
. After series resistance compensation, capacitive current decayed with a
single time constant of 467 ± 35 µs (54 cells).
Tip potential of standard electrodes was measured using established techniques and, because of low internal chloride concentration, averaged 13 mV. To determine tip potential for perforated-patch electrodes, cells were depolarized in 145 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 similarly treated cells. Tip potential of perforated-patch electrodes averaged 19 mV. Voltages reported in the text were corrected for these potentials. After tip potential compensation, the peak of the current-voltage relation for calcium channels was 0 mV, regardless of whether the perforated-patch or standard whole cell technique was utilized. The seal between the cell membrane and patch pipette was initially formed in Tyrode solution containing 1 mM CaCl2. A 3 M KCl-agar bridge was made use of between the Ag/AgCl ground electrode and external solution to avoid development of a ground potential when switching to experimental solutions.
Whole cell currents and transmembrane potentials were filtered with a four-pole low-pass Bessel filter at 5 kHz, digitized between 1 and 10 kHz (Digidata 1200A, Axon Instruments), and stored on a computer. Significant differences among means were determined by an unpaired Student's t-test. Unloaded cell shortening was adopted as a relative measure of the calcium released from the SR and 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 of 0-40 µm. Clampex 8 acquisition software (Axon Instruments) was employed to concurrently record cell shortening and ionic current.
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RESULTS |
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We first sought a benign method to separate INaCa
from ionic and capacitive currents that does not require the
application of nonselective blockers such as nickel or the attendant
calcium-loading of cells in sodium-free external solution. In dog
myocytes, the calcium-activated chloride conductance
[ICl(Ca)] and INaCa
are the only two conductances activated by release of calcium from the
SR (34). Figure 1 shows that a series of
3-ms depolarizing pulses eliminated an inward current identical to that
abolished by rapid removal of external sodium, an established method of inhibiting INaCa (15). Currents were recorded using
the perforated-patch voltage-clamp technique. In these and all
subsequent experiments, ICl(Ca) was inhibited by
reducing the extracellular chloride concentration to 6 mM and the
intracellular concentration to 4 mM. Pipette solution was modified to
eliminate intracellular sodium and reverse-mode INaCa. Figure 1, top, shows three
superimposed currents following conditioning trains of either 200 or 3 ms. Currents were first recorded in normal external sodium. After
release of calcium from the SR was triggered, an immediate return to
80 mV resulted in a transient inward current that decayed within
200 ms (control). Still in normal external sodium, the protocol was
repeated after a series of 3-ms pulses emptied the SR of calcium. Both
contraction and the transient inward current were abolished by this
intervention (prepulse). Reverting to the original conditioning train
of 200-ms pulses restored contraction and inward current to control
levels. Finally, after a series of 200-ms pulses, a rapid change to
sodium-free solution was made before the basic protocol was repeated.
Despite a vigorous contraction, the transient inward current was
abolished by removal of sodium (sodium free). Subtraction of the
prepulse and sodium-free traces from the control trace yields the
calcium transient-induced and sodium-sensitive currents, respectively. Figure 1, bottom, displays these two difference currents
beginning 5 ms after the step back to
80 mV to allow for
complete decay of the capacitive spike and deactivation of
ICa. Similar results were obtained in five cells.
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These results clearly identify the inward current measured at
80
mV as INaCa. We presume that inhibition of
INaCa in normal sodium by the use of a train of
brief pulses is secondary to attenuation of the calcium transient. We
found in six cells that cell shortening was abolished by this same
protocol of ten 3-ms pulses to 0 mV.
The method outlined above was employed to measure
INaCa in epicardial, midmyocardial, and endocardial
myocytes. Figure 2 indicates that
INaCa is large in epicardial and midmyocardial
cells and significantly smaller in endocardial cells. Currents were
recorded using the perforated-patch technique and physiological levels of sodium to permit normal contraction (3, 27). In Fig. 2A, currents were recorded in a typical endocardial cell. The top trace
shows the voltage template and current after a conditioning train of
200-ms pulses that maintained contraction. The middle trace shows the
voltage template and current after a series of 3-ms pulses that
inhibited INaCa. The bottom trace shows subtracted currents yielding the waveform of INaCa.
INaCa was inward throughout its time course at this
voltage. In Fig. 2B, INaCa was normalized by cell capacitance and plotted as a function of cell type.
INaCa in endocardial cells was ~30% smaller than
in epicardial or midmyocardial cells (P < 0.001). Net
exchanger flux was
0.210 ± 0.009 pC/pF in 17 endocardial cells
versus
0.316 ± 0.013 pC/pF in 18 midmyocardial cells and
0.293 ± 0.016 pC/pF in 18 epicardial cells.
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The ability to decide whether INaCa varies in the
three cell types requires extension of these measurements to additional voltages and evidence that difference currents are uncontaminated by
other conductances over this extended range of potentials. Because
generation of difference currents requires inhibition of the calcium
transient, our concern was that reduction of the calcium transient
might affect other currents in addition to INaCa, thus contaminating the difference current. To validate this technique over a range of voltages, we compared difference currents acquired in
the presence of INaCa with those obtained after the
substitution of external sodium eliminated all
INaCa. Internal solution was sodium free to exclude
any possibility that outward currents originated from reverse-mode
INaCa. In Fig.
3A, a transient inward difference current was obtained in normal external sodium at 50 mV in a
midmyocardial cell. The external solution was then rapidly changed to
one in which sodium was replaced by lithium, and the protocol was
repeated to obtain a second difference current.
INaCa was abolished, and the remaining currents
were unaffected by conditioning train pulse duration, as was evident
from the insignificant difference current. In Fig.
3B, subtracted currents for the same midmyocardial cell are
shown at 10 mV. The difference current in normal external sodium
exhibited both outward and inward components at this voltage. Inhibiting INaCa abolished the inward component and
left only a rapidly decaying outward difference current. Difference
currents in the presence (control) and absence of inward
INaCa (sodium free) for an endocardial cell at
20 mV, an epicardial cell at
50 mV, and a midmyocardial
cell at
80 mV are shown in Fig. 3, C-E,
respectively. At these voltages, difference currents in normal sodium
were inward and nearly zero after the substitution of external sodium.
These results are representative of traces obtained in 10 myocytes.
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Two criteria must be met to prove that inhibition of the calcium
transient affects only INaCa. First, difference
currents in normal external sodium must contain solely an inward
component, and second, switching to sodium-free external solution
should result in a negligible difference current. These criteria were met for
80,
50,
20, and 50 mV, and we conclude
that measurements of ionic flux and peak INaCa will
be uncontaminated by other conductances at these voltages. Conversely,
it would be inappropriate to present data for 10 mV because this
difference current contains elements other than
INaCa.
The current-voltage relation for INaCa in the three
cell types is shown in Fig. 4. Protocol and
solutions were the same as those used for experiments shown in Fig. 2.
Because patch pipettes contained 10 mM sodium, there was an opportunity
that difference currents would contain both forward- and reverse-mode
exchange currents. Figure 4, top, shows endocardial,
midmyocardial, and epicardial flux for selected potentials between
80 and 50 mV. INaCa at negative voltages was
inward during the entire pulse but consisted of both outward and inward
elements at 50 mV, as shown by the inset in Fig. 4,
top. For the purposes of this summary plot,
INaCa was depicted as the net inward flux denoted
by the shaded area of this representative trace. Shown in Fig. 4,
bottom, is the normalized peak inward
INaCa. Endocardial INaCa was
~25% smaller (P < 0.01) compared with either epicardial or
midmyocardial INaCa at all negative voltages.
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Table 1 summarizes net inward flux in the
three cell types. INaCa was similar in epicardial
and midmyocardial cells (P > 0.05) at all voltages.
Conversely, endocardial flux was ~30% smaller at all negative
voltages (P < 0.01).
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Activation of INaCa is dependent on the underlying
calcium transient. To test whether a smaller endocardial
INaCa ensued from less than maximal activation of
the calcium transient, we investigated the effects of lengthening the
0-mV triggering pulse on contraction and INaCa.
Figure 5 shows that increasing the
triggering pulse duration did not systematically increase contraction
or INaCa in the three cell types. Solutions were
the same as those used for experiments shown in Figs. 2 and 4.
INaCa was initially triggered following a standard
3-ms pulse to 0 mV. This pulse duration was then increased in 3-ms
increments, and the protocol was repeated. Epicardial
INaCa and contractions are shown in Fig. 5,
A and B, respectively, following triggering pulses of
3-15 ms. In Fig. 5C, peak contractions following 6- to
15-ms pulses were compared with the peak contraction following a 3-ms
pulse, and these contractile changes were plotted as a function of
triggering pulse duration for the three cell types. Neither
INaCa nor peak contraction was significantly
affected by lengthening the triggering pulse duration. We conclude that
a 3-ms triggering pulse is sufficient to maximally activate contraction
and INaCa.
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The results shown in Table 1 are consistent with a smaller endocardial
exchanger density, but transmural differences in SR load might also
contribute to this result. Activation of reverse-mode INaCa by removal of external sodium circumvents a
need to trigger ICa and a normal calcium transient.
The standard whole cell voltage-clamp technique was utilized to record
reverse-mode INaCa. External and internal solutions
were potassium free, and cells were held at
80 mV. A train of
ten 200-ms pulses to 0 mV triggered vigorous contractions before each
protocol. Figure 6 clearly shows that substitution of external sodium with lithium activates both
reverse-mode INaCa and the electrogenic sodium
pump. A 3-s application of sodium-free solution beginning at the time
indicated by the arrow produced an outward current (Fig. 6, control)
that decayed to baseline in normal sodium. This application of
sodium-free solution was repeated after the addition of 5 µM ouabain
to inhibit the sodium pump and in the presence of both 5 µM ouabain
and 5 mM nickel. Ouabain reduced, but did not completely abolish, the
sodium substitute-induced outward current (Fig. 6, ouabain). This
ouabain-insensitive outward current was blocked by 5 mM nickel, an
inhibitor of INaCa (Fig. 6, ouabain + nickel).
Nickel blocked the ouabain-insensitive outward currents in five
additional cells. Inhibition by nickel did not result from rundown of
the current, because repeated administration of sodium-free solution in
the absence of ouabain or nickel produced highly reproducible outward
currents.
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We confirmed that 5 µM ouabain was sufficient to completely block the
sodium pump in canine ventricular cells and that 5 mM nickel had no
effect on this current. Whole cell currents were recorded utilizing the
standard patch-clamp technique. External solution was potassium free
and contained 2 mM BaCl2 to block the inwardly rectifying
potassium conductance (IK1) (see
METHODS). Internal solution contained potassium and 15 mM
sodium. Cells were held at
80 mV. Rapid addition of 4 mM
potassium to the external solution caused an outward current that
decayed to baseline when external potassium was removed. In six cells,
5 µM ouabain completely blocked the potassium-induced current,
whereas this current was unaffected by 5 mM nickel.
We conclude that, after proper precautions have been taken to block the
sodium pump, substitution of external sodium evokes only
INaCa. We compared INaCa evoked
by sodium substitution with that elicited by the triggering of a normal
calcium transient. Cells were held at
80 mV. External solution
contained normal sodium and 5 µM ouabain. The standard whole cell
voltage-clamp technique was used to record peak outward
INaCa induced by a 3-s pulse of sodium-free
external solution. Figure 7 shows the
density of INaCa normalized by cell capacitance
across the left ventricular wall. Peak INaCa
was 0.74 ± 0.04, 0.57 ± 0.04, and 0.50 ± 0.03 pA/pF,
respectively, in 22 midmyocardial, 13 epicardial, and 12 endocardial cells. Epicardial and endocardial INaCa
were of similar amplitude, and both were significantly smaller than
midmyocardial INaCa (P < 0.001).
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DISCUSSION |
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We are the first to report unequal distribution of INaCa across the canine left ventricular wall. Although comparisons among epicardial, midmyocardial, and endocardial cells were largely independent of whether peak current or net inward charge was used as a measure of INaCa, the relative amplitudes of INaCa were sensitive to the protocol utilized to evoke the exchanger.
Sequential activation of calcium channels and the calcium transient resulted in epicardial and midmyocardial INaCa of similar amplitudes and, by comparison, a significantly smaller endocardial INaCa. Efforts were made to fully load the SR with calcium to provide a brief but maximal trigger for calcium release and to avoid rundown of the calcium current. Such efforts, however, do not assure that SR load is uniform across the ventricular wall, and these experiments alone cannot distinguish whether transmural differences in INaCa result from a smaller density of sodium-calcium exchangers, nonuniform SR loading, or some factor limiting SR calcium release in the vicinity of endocardial sodium-calcium exchangers.
To address these issues, we triggered reverse-mode INaCa to measure exchanger density independent of normal excitation-contraction coupling and any transmural differences in SR loading. This is a common approach to the study of INaCa, and an unanticipated finding was that sodium removal activated both INaCa and the sodium pump. After the sodium pump was blocked, substitution of sodium resulted in a monophasic increase of outward current to a new steady state and concomitant accumulation of intracellular calcium. Although internal calcium had to increase with removal of external sodium, outward current did not decay because the normal effect of internal calcium to influence the reversal of the exchanger was abolished in the absence of external sodium. Regardless of the concentration of calcium inside the cell, forward-mode exchange was effectively blocked by the lack of external sodium.
Interestingly, internal solution containing 10 mM EGTA completely inhibited sodium substitution-induced INaCa, suggesting that some level of internal calcium is required to support reverse-mode exchange in canine myocytes. Modulation of reverse-mode sodium-calcium exchange by calcium has also been reported in squid giant axon and guinea pig ventricular myocytes (7, 12). In the present study discrepancies in internal calcium among the three cell types were minimized by the use of an internal solution containing 100 µM EGTA, a concentration that supported contraction in epicardial, midmyocardial, and endocardial cells. Moreover, activation of INaCa was preceded by a train of conditioning pulses to 0 mV, and peak reverse-mode INaCa was unaffected by varying the conditioning pulse duration between 3 and 200 ms, suggesting that internal calcium could be altered without unduly influencing the outcome. We conclude that peak reverse-mode INaCa is an accurate measure of sodium-calcium exchanger density and that this density is greater in midmyocardial cells.
Accurate measurements of INaCa are dependent on selectively separating INaCa from capacitive and ionic currents. We wanted to avoid characterizing INaCa as the nickel- or sodium-sensitive current because nickel blocks calcium current and sodium removal causes loading of the cell with calcium if intracellular sodium is normal (30, 34). In potassium-free, very low chloride-concentration solutions containing ouabain, it is evident that removing external sodium without changing voltage evokes only reverse-mode sodium-calcium exchange. It is more problematic to successfully isolate forward-mode INaCa over a range of voltages following a 3-ms pulse to 0 mV. Dog ventricular myocytes lack a calcium-activated, nonselective cation conductance, and INaCa is the only remaining calcium-activated conductance when chloride has been drastically reduced (34). Under our conditions, any method of eliminating the calcium transient should produce a difference current that accurately reflects the time course of INaCa at potentials negative to the calcium-channel threshold. We utilized a train of brief pulses to inhibit the calcium transient primarily because complete recovery of INaCa was rapid, permitting a larger quantity of data to be gathered from each cell. Figure 1 clearly shows that difference currents obtained in this fashion reflect the time course of INaCa, and Fig. 3 shows that this relation holds for voltages negative to the calcium-channel threshold. This method of isolating INaCa is not selective at a voltage at which significant calcium current is present, but it also would not be accurate to define INaCa as the nickel-sensitive current under this circumstance.
Unloaded cell shortening was adopted as a proportionate measure of calcium released from the SR on the basis of previously published results of simultaneous measurements of calcium using fluorescent indicators and optical measurements of contraction. In rat myocytes the calcium signal and contraction responded in parallel to increased external calcium, and feline myocytes stimulated after a rest produced a positive staircase in both the calcium transient and twitch contraction (8, 25). When assessing the amplitude of SR calcium release, we chose to measure contraction rather than calcium transients because calcium indicator dyes buffer intracellular calcium. In addition, use of the perforated-patch technique requires cell-permeable calcium indicators, leading to the trapping of dye in subcellular organelles and erroneous signals (8, 25). Moreover, a dissociation between the time course of the calcium signal and that of calcium-dependent conductances has been demonstrated in cardiac myocytes, suggesting that the use of a calcium indicator in the present study would not have measured subsarcolemmal calcium seen by sodium-calcium exchangers (20, 24, 26). Epicardial, midmyocardial, and endocardial recordings were made under identical conditions, and lack of an absolute measure of subsarcolemmal calcium should not negate conclusions regarding transmural differences in INaCa.
Interventions that inhibit INaCa or drastically shift the reversal potential of the sodium-calcium exchanger to a more negative voltage cause early repolarization of atrial and ventricular action potentials (2, 13, 14, 19). Janvier et al. (14) found that INaCa and ICa contribute equally to supply inward current to maintain the plateau of the ferret ventricular action potential. If INaCa serves a similar role in the canine ventricle, transmural differences in INaCa must be reflected in changes in action potential shape across the ventricular wall, although our data suggest that we must separately consider contributions of INaCa during normal activation and after spontaneous release from the SR in calcium overloaded cells.
A larger INaCa at voltages negative to
20 mV
in midmyocardial and epicardial cells will counter repolarization and
increase APD, and this tendency will be stronger if transmural
differences are maintained at more positive plateau potentials of ~0
mV. APD will of course be dependent on a number of ionic conductances. Although INaCa is similar in epicardial and
midmyocardial cells, a smaller IKs and a larger
INa in midmyocardial cells will promote a longer M
cell action potential (9, 17). Similarly, we predict that interventions
such as postextrasystolic potentiation that transiently elevate
intracellular calcium will preferentially increase epicardial and
midmyocardial INaCa but that frequency-dependent effects on a host of ionic currents will ultimately determine APD.
In calcium-overloaded cells, spontaneous release of calcium from the SR occurs without a need to trigger calcium channels. INaCa contributes to delayed afterdepolarizations and early afterdepolarizations caused by spontaneous release of calcium from the SR in calcium-overloaded canine ventricular cells (28, 34). A larger density of exchangers in midmyocardial cells will favor development of early and late afterdepolarizations under calcium loading conditions such as ischemia and will contribute to the preferential lengthening of midmyocardial action potentials and generation of early afterdepolarizations in response to accelerated stimulation rates (4). Findings of the present study are consistent with those in tissues in which calcium overload-induced delayed afterdepolarizations could only be recorded from M cells (22, 23).
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ACKNOWLEDGEMENTS |
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We thank Dr. Arthur Iodice for providing dissociated myocytes and Dr. V. V. Nesterenko for insights regarding the sodium-calcium exchanger. The expert assistance of Judy Hefferon in the preparation of this paper was very much appreciated.
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FOOTNOTES |
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This work was supported by National Heart, Lung, and Blood Institute Grant HL-47678 (to C. Antzelevitch) and by the Masons of New York and Florida.
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 and other correspondence: A. C. Zygmunt, Experimental Cardiology, Masonic Medical Research Laboratory, 2150 Bleecker St., Utica, NY 13501-1787 (E-mail: zygmunt{at}mmrl.edu).
Received 12 August 1999; accepted in final form 19 November 1999.
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