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(Circulation. 2002;106:1007.)
© 2002 American Heart Association, Inc.
Basic Science Reports |
From the Department of Biomedical Engineering (V.G.F., O.F.S., E.R.C., R.E.I.) and Department of Medicine (J.C.N., R.E.I.), University of Alabama at Birmingham, Birmingham, Ala.
Correspondence to Vladimir G. Fast, PhD, University of Alabama at Birmingham, 1670 University Blvd, VH B126, Birmingham, AL 35294. E-mail fast{at}crml.uab.edu
| Abstract |
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Vm) in the bulk of ventricular myocardium (so-called virtual electrodes), but experimental proof of this hypothesis is absent. Here, intramural shock-induced
Vm were measured for the first time in isolated preparations of left ventricle (LV) by an optical mapping technique.
Methods and Results LV preparations were excised from porcine hearts (n=9) and perfused through a coronary artery. Rectangular shocks (duration 10 ms, field strength E
2 to 50 V/cm) were applied across the wall during the action potential plateau by 2 large electrodes. Shock-induced
Vm were measured on the transmural wall surface with a 16x16 photodiode array (resolution 1.2 mm/diode). Whereas weak shocks (E
2 V/cm) induced negligible
Vm in the wall middle, stronger shocks produced intramural
Vm of 2 types. (1) Shocks with E>4 V/cm produced both positive and negative intramural
Vm that changed their sign on changing shock polarity, possibly reflecting large-scale nonuniformities in the tissue structure; the
Vm patterns were asymmetrical, with
V-m>
V+m. (2) Shocks with E>34 V/cm produced predominantly negative
Vm across the whole transmural surface, independent of the shock polarity. These relatively uniform polarizations could be a result of microscopic discontinuities in tissue structure.
Conclusions Strong defibrillation shocks induce
Vm in the intramural layers of LV. During action potential plateau, intramural
Vm are typically asymmetrical (
V-m>
V+m) and become globally negative during very strong shocks.
Key Words: arrhythmia defibrillation excitation mapping
| Introduction |
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Vm) that are essential for defibrillation. The classic cable theory predicts that shock-induced
Vm decay rapidly with distance from the tissue-bath interface so that no
Vm should be present beyond a few electrotonic space constants from the wall surface, leaving the bulk of the left ventricle (LV) unaffected by a shock. To explain defibrillation, it has been suggested that intramural
Vm are induced by resistive discontinuities in the tissue structure,1,2 changing fiber orientation,3 or nonuniformity in the shock electrical field.4,5 Whether shocks indeed induce intramural
Vm remains unknown. Recent optical mapping studies provided important new information about shock-induced
Vm in the heart,69 but these studies were limited to measurements from the heart surface. Therefore, the goal of the present study was to measure shock-induced
Vm in the intramural layers of the LV. For this purpose, we used isolated coronary-perfused preparations of LV wall10 excised from pig hearts. Shocks of variable strengths were applied across the wall, and shock-induced
Vm were measured optically on the transmural surface. | Methods |
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5°C) Tyrode solution (see below) with 10 mmol/L KCl. The LV was excised, and a branch of the left anterior descending coronary artery was cannulated. To visualize the area of perfusion, a green food-coloring dye was injected into the artery. A preparation containing the perfused area was excised with a sharp razor blade. The approximate location and orientation of the excised tissue are schematically shown in Figure 1A.
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The preparation length and width were
4 and 2 cm, respectively. On one side of the preparation, a straight cut was made through the ventricular wall at the edge of the perfused area. Only those preparations that exhibited uniform perfusion across the transmural section were used for experiments. The preparations were placed into a tissue bath with a glass window for optical mapping (Figure 1B) and arterially perfused with Tyrode solution (in mmol/L: 129 NaCl, 4.5 KCl, 1.3 CaCl2, 1 MgCl2, 1 NaH2PO4, 25 NaHCO3, 5 glucose) that was gassed with a mixture of 95% O2 and 5% CO2 (36°C). To avoid motion artifacts, solution was supplemented with 15 mmol/L of an electromechanical uncoupler, 2,3-butanedione monoxime (BDM). The solution was delivered to the preparations by a roller pump at a pressure of 40 to 50 mm Hg. The preparations were immersed in the solution. Two types of boundary conditions (BCs) for electrical current flow at the transmural surface were used: impermeable BCs when preparations were brought into contact with the glass window by a piston (Figure 1C) and permeable BCs when preparations were shifted
2 mm away from the glass.
Preparations were paced at a cycle length of 500 ms via an electrode placed at a preparation edge. Rectangular shocks (duration 10 ms) were applied via 2 large mesh electrodes (dimensions 5x2.5 cm2) located at opposite ends of the tissue bath. In the absence of preparations, such electrodes produced a uniform electrical field. Shock strength in the bath was measured by a bipolar electrode (wire diameter 50 µm, interelectrode distance 1 mm) glued to the glass window near the mapping area (Figure 1B).
Optical Mapping of Shock-Induced
Vm
Preparations were stained by the Vm-sensitive dye di-4-anepps (Molecular Probes). As shown in Figure 1C, tissue fluorescence was excited at 540±10 nm with a 250-W tungsten-halogen lamp (Oriel). The emitted fluorescence was measured at >610 nm with a photographic lens (Nikon, 50 mm), a 16x16 photodiode array (Hamamatsu), and a data acquisition system described previously.12,13 Measurements were performed at a sampling rate of 5 kHz/channel and a spatial resolution of 1.2 mm/diode.
Shocks with a strength of
2 to 50 V/cm were applied during the action potential (AP) plateau, at which shock-induced
Vm are not masked by the flow of sodium current.
Vm were measured as the difference between a linear-regression fit of the plateau before shock application and the Vm level at the shock end (Figure 1D);
Vm were normalized by the AP amplitude (APA). The AP duration (APD50) was measured as a time interval between 50% levels of AP upstroke and the repolarization phase. Data were expressed as mean±SD. Tissue structure was examined in 5-µm-thick transmural slices of formalin-fixed myocardium that were stained for collagen by the picrosirius red technique.14
| Results |
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Vm patterns were produced.
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Effects of Weak Shocks on Intramural
Vm and APD
Figures 2C through 2E illustrate the effects of the weakest shocks (E
2 V/cm) on intramural Vm with impermeable BCs. Figure 2C displays optical recordings obtained in control and with 2.0 and -1.9 V/cm shocks; Figure 2D displays corresponding isopotential
Vm maps. The 2-V/cm shock induced positive
Vm at the tissue edge facing the cathode and negative
Vm at the edge facing the anode. With the -1.9-V/cm shock, the polarization pattern was reversed. In both cases, maximal
V+m and
V-m were achieved at the wall edges, and there was a relatively gradual transition in
Vm magnitude between the edges. A local
Vm increase in the wall middle at distance (x)
7 mm (Figure 2E) was too small (<6% APA) to be considered a virtual electrode.
The lower plot in Figure 2E illustrates shock-induced changes in APD50 (
APD50) at different locations across the wall. APD50 was prolonged at sites of maximal
V+m, whereas at sites of maximal
V-m, APD50 was either not changed or was slightly prolonged.
Effects of Intermediate Shocks
Figure 3 shows the effects of
9-V/cm shocks, which differed from the effects of the weaker shocks in 4 main aspects. (1) The stronger shocks produced localized increases of
V+m and
V-m inside the wall. One such region with
Vm
30% APA was created just under the epicardium in the lower left part of the mapping area (site 13). With the -8.8-V/cm shock (Figure 3B, bottom map), this area was positively polarized, and it was surrounded by an area of negative polarization. Such isolated polarization, as well as the overall nonuniform distribution of
Vm across the wall, clearly indicated the presence of intramural virtual electrodes. (2) The
Vm induced by the stronger shocks were asymmetrical. Thus,
V-m was larger than
V+m at the same sites (Figure 3A, traces 1 and 11), and the area occupied by
V-m was larger than the area of
V+m (Figure 3B). (3) Quite unexpectedly, negative
Vm extended toward the cathode side of the preparation, such as in the lower part of the top map in Figure 3B. Close inspection of the Vm recordings from this area (Figure 3A, site 12) revealed that there was an initial positive deflection of Vm at the edge of the wall (red trace), but
Vm became negative toward the end of the shock, likely because of electrotonic interaction with the adjacent area of large negative
Vm (site 13). (4) Stronger shocks prolonged APD at all sites across the wall for both
V+m and
V-m.
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Effects of Strong Shocks
Increasing the shock strength further produced
Vm patterns of the third type illustrated in Figure 4. Shocks with E
28 V/cm produced predominantly negative
Vm across the wall where either minor
V+m (<10% APA) were present (Figure 4B, top map) or the whole transmural surface was negatively polarized (bottom map). The degree of APD prolongation was similar for shocks of both polarities and was not dependent on the local value of
Vm (Figure 4C).
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Intramural virtual electrodes were observed in all 5 LV preparations with impermeable BCs. The specific
Vm patterns differed between preparations, but all of them exhibited intramural
Vm of the 2 types described above. The transition between different
Vm patterns on increasing shock strength is illustrated in Figure 5, with panel A depicting maximal and minimal
Vm, panel B showing areas occupied by
V+m and
V-m, and panel C showing profiles of
Vm across preparations (n=5). Plots in panels A and B can be separated into 3 areas. Shocks with E
2 V/cm produced both
V+m and
V-m of similar magnitudes. Shocks stronger than
4 V/cm induced asymmetrical
Vm with
V-m>
V+m. Shocks with E>
34 V/cm induced predominantly negative polarizations.
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Figure 6 shows the effects of shocks on APD50 averaged across mapping area (A) and relative standard deviation of APD50 (B) in 5 preparations. Application of shocks caused prolongation of average APD50 in a dose-dependent manner, whereas the variability of APD50 was slightly decreased. This decrease in the APD standard deviation reflects increased uniformity of
APD50 distribution illustrated in Figure 4C.
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Role of BCs
To evaluate the role of BCs in formation of virtual electrodes,
Vm were measured in 4 preparations with permeable BCs. In 2 of these preparations, measurements were subsequently repeated with impermeable BCs. Figure 7 compares
Vm maps measured with 2 BCs in the same preparation at different shock strengths. It demonstrates that both localized virtual electrodes (A and B) and globally negative
Vm (C) were observed with both BCs. Moreover,
Vm patterns and shock dependence of maximal and minimal
Vm (D) were qualitatively similar to those observed with impermeable BCs.
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Tissue structure was examined in 2 pig hearts. Figure 8 illustrates the gross morphology (A) and microscopic structure (B) of thin transmural slices stained with picrosirius red. These images demonstrate the existence of both macroscopic structural nonuniformities related to blood vessels and changing orientation of fiber bundles (Figure 8A) as well as microscopic discontinuities related to collagen septa (bright lines in Figure 8B). The large blood vessels such as shown in Figure 8A were not present on the transmural surface during optical mapping, but they could be located close enough beneath the surface to produce subepicardial
Vm such as exemplified in Figure 3B.
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| Discussion |
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Vm in the LV wall. The most important findings of this work are as follows: (1) shocks of sufficient strength produced intramural
Vm; (2)
Vm were of 2 types: weaker shocks produced isolated areas of
Vm that changed their sign on changing the shock polarity, whereas stronger shocks produced globally negative
Vm across the whole transmural surface; and (3) strong shocks induced APD prolongation for both positive and negative
Vm.
Intramural Virtual Electrodes
It has long been believed that successful defibrillation of the heart depends on Vm changes in a "critical mass" of cardiac tissue,15 which postulates the presence of intramural
Vm in the bulk of ventricular muscle. However, the experimental evidence supporting this hypothesis was lacking. Moreover, there is contradictory evidence from the classic linear cable model that indicates that no intramural
Vm should be induced by shocks in the bulk of the LV,1 which makes experimental verification especially important. The present study presents the first experimental evidence that defibrillation shocks indeed induce
Vm in the deep layers of LV wall.
Two types of
Vm were observed. Intramural
Vm induced by shocks of moderate strength were strongly nonuniform. Both positive and negative
Vm were observed, and their sign was changed on changing the shock polarity (Figure 3).
Vm induced by stronger shocks were predominantly negative, independent of shock polarity (Figure 4). This is an unexpected finding that is in apparent contradiction to the concept that shocks should produce polarizations of both signs, reflecting inflow of current into the intracellular space at some locations and outflow at other locations.
There are 2 main mechanisms by which the electrical field can change Vm far from shock electrodes or the tissue-bath interface. One mechanism relates
Vm to a nonuniform electrical field ("activating function").4,16 The other explains
Vm by nonuniform tissue structure, eg, resistive discontinuities1,2 or fiber rotation.3 Separating these 2 mechanisms in a tissue with restricted extracellular space can be difficult, because
Vm caused by tissue nonuniformities will inevitably lead to nonuniformities in the extracellular field. Therefore, the existence of field nonuniformities does not necessarily mean that they are the cause of
Vm. This would be the case if the field nonuniformity was not related to the tissue structure, eg, if it were due to electrode geometry and/or BCs. This was not the case in the present study, because the bath electrical field was uniform without preparations. Therefore, it is more likely that intramural
Vm were due to nonuniform tissue structure.
It is also likely that 2 different types of
Vm were due to different structural factors. The isolated areas of positive or negative
Vm induced by shocks of moderate strength were probably caused by relatively large-scale nonuniformities such as fiber rotation,3 variation in the surface-to-volume ratio,17 or blood vessels. Owing to light integration from some depth, both surface and subsurface tissue nonuniformities could contribute to
Vm. With impermeable BCs, uneven tissue surface could lead to current flow across the transmural surface at some locations, which could also cause
Vm. This factor, however, should not play the primary role, because qualitatively similar results were obtained with permeable BCs. As expected from
Vm produced by large nonuniformities, they changed their sign with changing shock polarity.
The nature of the second type of intramural
Vm is more difficult to explain. We suggest that uniformly negative
Vm are due to microscopic discontinuities in the tissue structure. Myocardium contains discontinuities of multiple types, including blood vessels, collagen septa (Figure 8B), and intercellular clefts.18 Intramural cells are organized into relatively sparsely interconnected bundles19 and layers.20 The basic features of
Vm in such structures can be inferred from the shock response of a cell strand or an intercellular cleft. Optical measurements indicate that shocks invariably induce both positive and negative
Vm at the opposite sides of such structures.12,21 However, if these polarizations are measured on a macroscopic scale (1.2 mm in the present study) that exceeds structure dimensions and the electrotonic space constant (
0.3 to 0.5 mm22), then the negative and positive polarizations should be averaged out. Signal averaging is likely to be augmented by light contributions from deeper cell layers. In a system with a linear Vm response, the net result would be a zero or negligible macroscopic polarization. This can explain the absence of detectable virtual electrodes during weak shocks when
Vm were nearly symmetrical. Stronger shocks, however, induce nonlinear
Vm with a strong negative bias (
V-m>
V+m) during AP plateau.12,23,24 Because of this asymmetry, macroscopic measurements of
Vm produced by small discontinuities should yield only negative
Vm. This can explain the present observations of globally negative polarizations and the fact that the maximal magnitude of hyperpolarization was much smaller than that measured at microscopic resolution in cell cultures.12
Effects of Shocks on APD
Shock-induced APD prolongation6 or shortening9 have been reported previously, and both are considered important factors in defibrillation. In the present work, APD shortening was observed only rarely at sites of
V-m during the weakest shocks. More typically, APD was prolonged at sites of both
V+m and
V-m, and this effect became more prominent with increasing shock strength and
Vm becoming more negative. This finding appears counterintuitive, because negative polarization reflects a withdrawal of positive charge from the intracellular space, and therefore, it should be followed by faster repolarization. The explanation for this paradox might be related to the same factor that we think is responsible for the globally negative
Vm, ie, microscopically discontinuous tissue structure. Indeed, if shock-induced
Vm are due to microscopic structures such as cell bundles and layers, then the areas of
V-m and
V+m at the edges of these structures are in close proximity to each other. Strong negative polarization is expected to reactivate ionic channels in cardiac membrane and reset these myocytes to their resting states. After a shock, these cells will become excited by depolarization spreading from the areas of
V+m and generate new action potentials. During macroscopic measurements, the combined duration of new and preceding action potentials will be interpreted as APD prolongation. Thus, the observed characteristics of both shock-induced
Vm patterns and APD changes indicate that microscopic discontinuities in the tissue structure could play an important role in intramural shock-induced
Vm.
Study Limitations
A limitation of this study is that BCs (both permeable and impermeable) might not exactly represent the conditions in intact LV. Impermeable BCs are most similar to intact LV, because such a preparation is equivalent to a whole wall, which is symmetrical across the transmural plane. It is possible that because of wall asymmetry, some current can flow across the transmural plane in the intact wall. This current, however, should be much smaller than the current flowing along the transmural plane, and therefore, the associated
Vm should be negligible.
Another limitation is related to the use of the electromechanical uncoupler BDM to suppress the motion artifact. Whereas BDM is routinely used in optical mapping studies,8,25,26 it is known to affect ionic currents,27 and therefore, it can potentially affect shock-induced
Vm. Similar to other channel blockers,28 however, the effect of BDM is expected to be only quantitative, without radical changes in
Vm patterns.
Finally, the present study was limited to
Vm measurements during the AP plateau. Because Vm responses are different during repolarization and diastole,29 the magnitude and pattern of intramural
Vm induced by shocks during these AP phases will be different, but this effect will not change the existence of intramural virtual electrodes.
| Acknowledgments |
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Received February 12, 2002; revision received May 22, 2002; accepted May 23, 2002.
| References |
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