(Circulation. 1997;95:2141-2154.)
© 1997 American Heart Association, Inc.
Articles |
From the Division of Cardiology, Department of Medicine, and the Division of Anatomic Pathology (M.C.F.), Department of Pathology, Burns and Allen Research Institute, Cedars-Sinai Medical Center and the University of California, Los Angeles. Dr Gotoh's present address is Nippon Medical School, Tokyo, Japan.
Correspondence to Hrayr S. Karagueuzian, PhD, Cedars-Sinai Research Institute, Davis Research Bldg, Room 6066, 8700 Beverly Blvd, Los Angeles, CA 90048. E-mail karagueuzian{at}.csmc.edu
| Abstract |
|---|
|
|
|---|
Methods and Results Reentry is induced in normal canine ventricular epicardial slices (30x38x2 mm, n=30) by an S2 at intervals shorter than the effective refractory period. The S1 is applied at the edge and the S2 at the center of the tissue. The line connecting the S1-S2 sites is parallel to the long axis of the fiber orientation. Isochronal activation maps were constructed with 56 to 480 bipolar electrodes, and the activation pattern was visualized dynamically. Reentry induced by an S2 is mediated by the graded responses as follows: The induced graded responses propagate with decrement toward recovered cells. When the amplitude of the propagated depolarizing graded responses reaches threshold relative to the recovering cells, an action potential is initiated along the fiber 2 to 3 mm away from the cathode of the S2. The distally initiated activation wave front blocks near the S2 site because the same S2-induced graded response prolongs the refractory period. The "broken" wave front then circulates around both sides of the block and reenters when the site of block recovers its excitability, completing the first figure-eight reentry cycle. Reentry cannot be induced when the S2 strength is >72±21 mA (upper limit of vulnerability) because these strong S2-induced graded responses convert the unidirectional block to bidirectional block by excess prolongation of the refractoriness.
Conclusions We conclude that the magnitude and the propagation of S2-induced cellular graded responses mediate and control vulnerability to reentry in the ventricular epicardium.
Key Words: depolarizing anisotropy fibrillation reentry ventricles
| Introduction |
|---|
|
|
|---|
The need for a critical current strength, one that is neither too high
nor too low, to induce VF was recognized by Battelli1
before the turn of the century. Since then, it has been shown that the
critical stimulus must be applied during a finite period of the cardiac
cycle, the vulnerable period.2 3 4 5 6 The lower and upper
levels of current strengths needed for VF induction, recently
reconfirmed to be present in humans,7 were called the
lower limit of vulnerability, or VF threshold, and the ULV,
respectively.8 Using computerized mapping in the in
situ ventricles, Chen et al9 showed that VF induced by a
critical-point S2 stimulus was initiated by a figure-eight
reentry around the S2 site. It was later shown that a shock
applied across one side of the mapped region also induced VF. In the
latter case, VF was initiated by a single-loop reentrant wave front
when a specific voltage gradient field (5 V/cm) interacted with the
recovering tissue, "the critical-point hypothesis."10
Reentry would then occur around the area with a 5-V/cm voltage
gradient.10 11 More recently, however, Chen et
al12 proposed an alternative hypothesis for the mechanism
of S2-induced reentry at the onset of VF in the intact in
situ heart. According to this hypothesis (Fig 1A
and 1B
), ie, the "propagated graded-response
hypothesis,"12 reentry initiated at the onset of VF is
caused by the ability of S2-induced graded responses first
to prolong refractoriness near the S2 site and second to
propagate away from the S2 site.13 The
propagated graded responses encounter recovered cells and initiate
activation at a site distant from the S2 site. The distally
originated wave front propagates in all directions but blocks near the
S2 site as a result of the prolongation of the
refractoriness by the same S2-induced graded response. The
wave front, however, propagates around both sides of the functional
conduction block and reenters through the site of the initial block
when it is no longer refractory, thus completing the first figure-eight
reentry cycle (Fig 1A
and 1B
). If this hypothesis is correct, then an
S2-induced reentry leading to VF should arise from the
interaction of propagated graded responses with the recovered cells
distant from the S2 site. If the S2 strength is
too low, the depolarizing graded response it induces may be too small
to propagate toward recovering cells and/or too weak (subthreshold) to
evoke a regenerative response at a distal site. Alternatively, with low
currents, the prolongation of the refractory period near the
S2 site may not be sufficient to result in unidirectional
conduction block. Either mechanism may prevent reentry. Conversely, if
the S2 strength is too high, bidirectional conduction block
may occur because of increased prolongation of the refractoriness by
the graded responses near the S2 (Fig 1B
). In this case,
reentry is also prevented. The purpose of the present study was to use
combined computerized mapping technique and cellular transmembrane
potential recordings in isolated normal canine ventricular epicardium
to test the propagated graded-response hypothesis of vulnerability to
reentry by an S2.
|
| Methods |
|---|
|
|
|---|
Stimulation Protocol
The epicardial tissues were mounted in the tissue bath, and the
fiber orientation was first determined grossly and later confirmed by
histological analysis. One bipolar stimulating electrode was placed at
the left edge of the tissue for regular (S1-S1)
pacing at cycle lengths of 600 ms, and the second bipolar stimulating
electrode was placed in the center of the tissue (Fig 1C
and 1D
). With
this arrangement, the line connecting the two stimulating electrodes
was aligned along the long axis of the fiber orientation. The
stimulating electrodes were made of silver wires that were Teflon
coated except for their tips and had an ID of 0.1 mm and an
interelectrode distance of 2 mm. The cathode side of the central
stimulating electrode was located toward the S1 stimulating
electrode and the anode side opposite the S1 site (Fig 1C
).
The distance between the S1 and the S2 was
about 1.5 cm. A Bloom stimulator (model OTU-110) was used to drive the
tissues with constant current. The regular S1 electrical
stimuli were of 2-ms duration with twice the diastolic threshold
current.14 15 After nine regularly driven impulses, a
premature stimulus (S2) of 5-ms duration was applied
through the central stimulating electrode with current strengths of 1
to 100 mA. The S2 stimuli were applied at intervals 50 ms
shorter than the ERP. The ERP near the S2 site was
determined by the extrastimulus method and was defined as the longest
S1-S2 coupling interval during which a stimulus
of 5-ms duration and twice the diastolic threshold current does not
initiate a propagated action potential.
Computerized Mapping of the Activation Patterns
The activation patterns were mapped with a custom-made
computerized mapping system.16 17 18 Initially (n=16), we
used 56 bipolar electrodes (mounted on a 3x3-cm electrode array) to
construct activation maps. In the subsequent tissues (n=14), the
activation maps were constructed with 480 bipolar electrodes that were
mounted in a 3.2x3.8-cm electrode array. With the 56-electrode array
(stainless steel wires, 0.1 mm in diameter), the distance between
the poles of each bipole was 0.5 mm, and the interelectrode
distance was 2 mm at the center (26 bipoles) and 5 mm at the
periphery of the array (30 bipoles). In the 480-bipolar-electrode
configuration, the distance between the poles of each bipole was
0.5 mm, and the interelectrode distance was 1.6 mm in the
entire array. In the case of 56 electrodes, the electrode plaque was
mounted on a manual micromanipulator (M3301, WPI) and slowly advanced
until a gentle contact with the tissue was made. In the 480-electrode
configuration, the mapping electrode plaque was mounted at the floor of
the tissue bath, and the epicardial surfaces of the tissue slices were
directly mounted on the plaque. Each electrode was made of insulated
stainless steel wires with a diameter of 0.4 mm. The electrodes
protruded 3 mm from the electrode mapping plaque to allow adequate
superfusion of the epicardial surface with the Tyrode's solution. The
times of activation were determined by the computer according to our
previously described algorithm.16 17 18 Manual editing was
performed for each activation on each channel to ensure correct marking
of the activation times by the computer. In seven tissue samples, the
activation pattern after the S2 stimulus was visualized
dynamically on the computer screen.17 18 Briefly, when an
electrode site registers an activation, it initially becomes
illuminated red, then yellow, then green, then light blue, and finally
dark blue before it fades away. Each illumination was selected to
persist for 10 ms, a duration that does not represent true recovery
times.17 18 Selected color snapshots were obtained on a
hard copy (Hewlett Packard Jet XL 300).
Transmembrane Action Potential Recordings
Two transmembrane action potentials were recorded simultaneously
from the most superficial (first three) epicardial cell layers with
machine-pulled glass-capillary electrodes with two differential
amplifiers (Am-2 and ME-3221, Biodyne Electronics
Laboratories)14 15 (Fig 1C
and 1D
). On the basis of the
results of initial activation map data, one recording was from the area
of S2-induced conduction block and the second from the
region of the earliest activation after the S2.
Characteristics of S2-Induced Graded Responses
We measured the amplitude, duration, takeoff potential, and rise
time of the S2-induced graded responses. Fig 1E
shows the
method of measurements. The effects of the graded responses on the APD
and the ERP were also determined. For this purpose, after the
S2 stimulus, a stimulus of twice the diastolic threshold
current was applied at the same site as the S2 at
progressively shorter intervals until block. The longest interval that
did not initiate an action potential was the ERP.
Propagation and Propagation Velocity of Graded Responses
To determine how far the graded responses propagate, a
relatively large-amplitude graded response was first induced by the
S2. Sequential microelectrode recordings were then made
along and across the fiber at increasing distances (1-mm increments)
from the cathodal and anodal sides of the S2. To calculate
the conduction velocity of the graded responses, we induced graded
responses near the S2 site that propagated to the distal
cell and initiated an action potential. The difference between the rise
time of the proximal-cell graded response and the upstroke of the
distal-cell action potential is the conduction time between the two
cells. Dividing the distance by the conduction time yields the
conduction velocity of the graded responses.
Determination of Myocardial Fiber Orientation
At the conclusion of the electrophysiological studies, the
locations of the S1 and the S2 stimulation
sites were marked by pins, and all four edges of the tissue were
stained with dyes of different colors. All tissue samples were then
fixed in 10% neutral buffered formalin and stored for at least 24
hours at 4°C. The tissue samples were then sectioned 5 µm
thick and stained with hematoxylin and eosin. The angle formed by the
S1-S2 axis and the long axis of the epicardial
fibers was then determined in each tissue sample by planimetry.
Statistical Analysis
Comparison of the conduction velocity of the graded responses
with the conduction velocity mediated by all-or-none action potentials
was done by ANOVA and modified t test. Pearson correlations
and linear regression analysis were performed between the ERP and the
APD and between the amplitude and the duration of the graded
response.
A value of P
.05 was considered significant. All data are
presented as mean±SD.
| Results |
|---|
|
|
|---|
|
|
Vulnerability to Reentry
Time domain. Tissue vulnerability to reentry,
systematically tested in six tissues, was critically dependent on the
timing of the S2 stimulus. The
S1-S2 coupling intervals that initiated reentry
("the vulnerable period") were confined to the period that preceded
the ERP by up to 50 ms (Fig 4
). The mean ERP at the
S2 site during pacing at 600-ms cycle length was 168±15
ms. The mean shortest coupling interval that initiated reentry was
128±15 ms, and the longest was 155±20 ms, with a mean vulnerable
period duration of 25±6 ms. Fig 4
shows examples of strength-interval
plots from three different tissues.
|
Current domain. Reentrant activity could be induced only
when the current strength of the S2 was above and below a
well-defined value. Current strengths falling outside this region could
not induce reentry even if current was applied during the vulnerable
period (Fig 4
). The mean threshold current strength for reentry
induction (ie, the lower limit of vulnerability) was 28±13 mA, and the
mean strongest S2 current above which no reentry could be
induced (ie, the ULV) was 72±21 mA. These results are qualitatively
compatible with earlier findings of reentry induction by a premature
stimulus in isolated tissues,19 in in situ ventricles at
the onset of VF,6 and in humans.20 The
presence of a ULV is a unique feature of this model that allowed us to
study the cellular basis of the ULV.
Relation Between S2 and Graded Responses
The properties of the graded responses, defined as a depolarizing
response that manifests continuously variable configuration as a
function of the S2 stimulating current, were evaluated near
the cathodal and the anodal sides of the S2 stimulus.
Effects of Current Strength
An increase in the strength of the S2 current from 5
to 100 mA at a fixed interval (ERP-20 ms) caused a progressive
increase in the amplitude (2±0.8 to 63±13 mV) and duration (5±2 to
87±23 ms) of the induced graded responses (n=6). Fig 5A
illustrates one example. No graded responses could be induced during
the entire phase 2 (plateau) of the action potential no matter how
strong the S2 was (see Fig 7B
below). These findings are
compatible with those of Kao and Hoffman21 seen on
subendocardial fibers.
|
|
Effects of Coupling Interval
Similarly, an increase in the coupling interval of the
S2 at a fixed current strength caused a progressive
increase in the amplitude and the duration of the graded responses (Fig 5B
). The mean shortest and longest coupling intervals during which
graded responses could be induced at a pacing cycle length of 600 ms
were 115±8 and 170±12 ms, respectively (n=12).
Graded Response and ERP Prolongation
Fig 5C
shows the relationship between the total APD and the ERP.
In six tissue samples, a regression analysis of 78 different
measurements showed a significant positive correlation
(P<.01, r=.96) between the ERP and the total APD
over 100 ms of APD prolongation: ERP (ms)=1.067xAPD (ms)-24.51
ms.
Graded-Response Amplitude-Duration Relationship
A regression analysis of 187 induced graded responses in eight
tissue samples showed a significant (P<.01,
r=.79) positive linear correlation between the
graded-response amplitude and the graded-response duration: Duration
(ms)=0.98 ms/mVxamplitude (mV)+8.41 ms.
Voltage Dependency of Graded Responses
The graded-response amplitude was voltage dependent (Fig 5D
). As
the takeoff potential became more negative (ie, -15 to -65 mV), the
amplitude of the graded response induced by a given S2
current strength grew progressively. Similarly, for a given takeoff
potential, the amplitude of the graded responses increased with
increasing S2 current strength, consistent with the results
of Knisley et al.22 Fig 5D
, a graph of pooled data from
two tissues, shows the entire voltage range within which graded
responses could be induced.
Anisotropic Propagation of Graded Responses
The induced graded responses propagated in a decremental and
anisotropic fashion. Fig 6
shows graded-response
amplitude at increasing distances from the cathode of the
S2 stimulus along and across the fiber orientation (pooled
data from 10 tissues).
|
Graded Responses Near the Anodal Pole
Graded responses were also observed near the anodal pole of the
S2 stimulus with characteristics that depended on the
S2 stimulus parameters (Fig 7A
through 7C).
No graded responses could be induced at distances >3 mm for the
anode or during the entire plateau range of the action potential for
current strengths up to 100 mA (Fig 7A
). S2 applied at a
slightly later part of the plateau induced small-amplitude (2- to 4-mV)
graded responses, with a net shortening of the total APD (Fig 7B
).
However, with relatively late-coupled S2 stimuli (ie, >110
ms), a graded response with a net prolongation of the total APD occurs
(Fig 7C
), consistent with previous studies on Purkinje
fibers23 and on endocardial ventricular muscle
cells.24 At equal distances from the two poles of the
S2 along the fiber (analysis done 2 mm away from each
pole and with an S2 of 80 mA), the amplitude and the
duration of the graded responses were significantly (P<.01)
lower in the cells at the anodal side than in the cells at the cathodal
side (6±2 versus 28±9 mV and 16±4 versus 36±10 ms,
respectively).
Propagation of Graded Responses and Initiation of Action
Potentials
When the amplitude of the propagated graded responses in the
recovering cells near the S1 site reached threshold, an
action potential was initiated. Threshold potential could be reached by
the propagated graded responses either by increasing the coupling
intervals of the S1-S2 or by increasing the
S2 current strength.
Effects of the S2 coupling interval. Fig 8A
shows an example of simultaneous recordings of action
potentials from two cells (Fig 1C
). As the coupling intervals increased
from 164 to 168 ms (Fig 8A
, toward the right), the amplitude of the
graded responses increased from 25 to 38 mV in cell 1 and from 3 to 8
mV in cell 2. At a 170-ms interval, the propagated graded-response
amplitude in the distal cell 2 reaches threshold and initiates an
action potential (single arrow pointing upward). The 16-ms delay in the
timing of the voltage rises between the two cells 2 mm apart
corresponds to a conduction velocity of 12.5 cm/s. This velocity
represents the velocity of the graded-response propagation. The smooth
transition of the membrane potential from the phase 4 to the phase 0
upstroke of the action potential in the cells 2 strongly suggests that
the action potential is initiated from the peak of the graded response
in cell 2 (single upward arrow). The cell 2 action potential, however,
blocks at cell 1 and causes an electrotonic depolarization in this cell
(Fig 8C
). Electrotonically mediated depolarizations of similar
magnitudes and voltage ranges were described by Cranefield et
al25 in the ventricular endocardium.
|
Effects of the S2 current strength. Fig 8B
and 8C
illustrates the attainment of threshold potential in the distal cell
2 by the propagated graded responses with increasing S2
current strength and initiation of an action potential in this distal
cell (upward arrow in Fig 8C
). The 13-ms delays in the timing of the
voltage increases between the two cells 2 mm apart correspond to a
conduction velocity of 25 cm/s. This velocity represents the velocity
of the graded-response propagation. The distally originated action
potential exerts an electrotonic depolarizing influence on the proximal
cell as in Fig 8A
.
Comparative Conduction Velocities of Graded and Regenerative
Responses
The conduction velocity of the graded responses was significantly
(P<.001) slower than the velocity of the regenerative
responses (18.2±3.8 versus 60±10.9 cm/s, respectively, n=6) (Figs 9
and 10
). Propagation supported by
combined graded and active responses was slower than the velocity
supported by regenerative responses. Fig 10
shows two examples in which
the distal cells were located 10 and 11 mm away from the cathode,
that is, outside the graded-response spread zone (see Fig 6
). In these
cases, the initial 6 to 7 mm of the spread is mediated by the
graded responses, whereas the final 4 to 5 mm is mediated by the
regenerative responses. The mean combined velocity (n=6) was
significantly (P<.001) slower (24.1±4 cm/s) than the
velocity of all-or-none responses (64±10.9 cm/s) but faster
(P<.024) than the velocity mediated exclusively by the
graded responses.
|
|
Graded Responses and Initiation of Reentry
In five tissues, after an initial activation map, we recorded with
one microelectrode from the area of the earliest activity and with a
second from the area of local conduction block. Fig 11
shows one such example. Fig 11A
shows activation during regular pacing.
Panel B shows that an S2 of 35 mA strength applied with a
coupling interval of 150 ms caused a local block and distal early
activation (two curved arrows) leading to the first reentrant wave
front (panel C), as in Fig 2
. Subsequent simultaneous recordings of two
transmembrane potentials (site of block and site of earliest
activation, two dots in panels A through C) are shown in panels D and
E. The distally originated front (panel B) rotates around the site of
block, then reenters (panel C), initiating the first action potential
(1 in panel E). This scenario is similar to the one shown in Fig 10C
.
|
Superstrong S2 Stimulus Prevents Reentry
Fig 12
illustrates one example in which the ERP
was progressively increased by the graded responses with progressive
increases in the strength of the S2 current at a fixed
interval. Increasing the current strength from 40 mA (panel A) to 50 mA
(panel B) caused a graded responsemediated origination of action
potential in the distal cell 2, which rotates around the site of block
and reenters through this site of block after it recovers its
excitability (panel B). In this case, the graded-response duration was
58 ms and the ERP 238 ms. However, when the current strength was raised
to 80 mA (panel C), the graded-response duration became 102 ms and the
ERP 288 ms. In this case, the distally originated action potential
could not reenter. The excess increase of the ERP converts the
unidirectional block (panel B) to bidirectional block and prevents
reentry (panel C). An activation map with 480 electrodes showed that
currents above the ULV induce bidirectional conduction block near the
S2 site that prevents reentry. Fig 13
illustrates one such example using dynamic display. The
S2-induced distally originated wave front (Fig 13A
)
propagates toward the S2 and blocks at this site (frame C,
double white lines). The wave front then rotates around this site of
block and reaches the opposite side (frame D, double white lines).
However, once the wave front reaches the other side of the block, it
undergoes another block (bidirectional block), and reentry is prevented
(frames E through H).
|
|
Myocardial Fiber Orientation
Histology showed that the S1-S2
electrical axis of stimulation was always along the fiber orientation
(roughly parallel to the long axis of the fiber). The angle formed by
the two axes (the S1-S2 electrical axis and the
long axis of the fibers) ranged between 0° and 30°, with a mean±SD
of 8.8±10.1°.
| Discussion |
|---|
|
|
|---|
Evidence for Propagation of Graded Responses
That the propagating graded responses and not the direct
S2 stimulus field effect initiate a distal action potential
is supported by the following observation. Activation of the distal
cells occurs 20 to 60 ms after the end of the S2 stimulus
(Figs 8 through 11![]()
![]()
![]()
). With direct field effects, no such long delays
would occur. Furthermore, when these same strong S2 stimuli
are applied after full recovery so as to initiate active regenerative
responses, the delay in the distal cell activation shortens.
These findings show not only that the distal cell is activated by the proximal cell response but also that the velocity of the all-or-none responses is faster (3 to 5 times) than the conduction velocity of the graded responses over the same path. The possibility of an alternative conducting path between the proximal and the distal cell is unlikely, because the bipolar electrode located in the middle of the two cells remains inactive during the entire period of the delay. The demonstration of propagating graded responses in the epicardium in the present study is consistent with the results of van Dam et al13 and Ino et al,28 who showed similar phenomena in the canine ventricular endocardium. Furthermore, the demonstration of epicardial "phase 2" reentry29 30 induced by the propagation of the dome (secondary slowly rising depolarization) of the action potential is compatible with the propagation of the graded responses.
Graded Response and Critical-Point Hypotheses of Reentry
Although both hypotheses attempt to provide a mechanism for
reentry and implicate graded responseinduced anisotropic prolongation
of the ERP in reentry formation,10 22 there are
nevertheless a number of important differences between the two. (1) In
the critical-point hypothesis, developed in Dr Ideker's laboratory,
the S2 that initiates reentry directly excites about 40%
of the mapped tissue.10 No region of direct excitation
exists in the graded-response hypothesis. (2) In the graded-response
hypothesis, the region of block is the region of the graded-response
distribution, ie, the region of graded responseinduced prolongation
of the ERP. In the critical-point hypothesis, no clear cellular
electrophysiological descriptors are provided to explain the mechanism
of the functional block. Rather, it is proposed that block occurs
"when a line corresponding to one of the excitatory states intersects
a line corresponding to one of the critical recovery states, (the
critical point) ... excitation wave front occurs on one side of the
critical point [block] and then pivots around the critical
point... ."22 This proposal is based on the
postulate "that critical states of each of the excitatory and
recovery processes occur when a stimulus of an appropriate strength is
given at an appropriate time during the recovery."22 (3)
In the graded-response hypothesis, reentry occurs through the site of
the initial block created by the graded responses near the
S2. In the case of the critical-point hypothesis, reentry
occurs through the site of direct excitation when this site recovers
its excitability. (4) In the graded-response hypothesis, the first
reentry cycle is in the form of a figure eight, whereas in the
critical-point hypothesis, it is a single-loop
reentry.10 11
Ionic Mechanism
The ionic mechanism that underlies the graded responses remains
undefined at present. It is conceivable that both passive and active
ionic mechanisms may participate in the depolarization process after a
strong premature stimulus.13 Three properties of the
graded responses argue against an exclusively passive mechanism: first,
the inability of strong currents (anodal or cathodal) to induce a
graded response at positive (plateau phase) transmembrane voltages (Fig 7
); second, the voltage dependence of the graded-response amplitude,
ie, increase in amplitude with increasing voltage negativity,
consistent with the report of Knisley et al22 ; and third,
the incompatibility of the pattern of voltage decay of the
graded-response amplitude along the fibers with the measured space
constants (0.9 to 1.2 mm) in ventricular muscle
fibers.31 32 33 Graded responses with amplitudes comparable
to those found near the S2 source could be recorded at
distances 2 to 3 mm from the source (Fig 6
). Such high-amplitude
depolarization two to three space constants away from the source argues
against exclusively passive ionic mechanisms.31 32 33
High-amplitude graded responses with overshoots were also observed by
Kao and Hoffman21 in canine subendocardial cells and by
Knisley and Hill11 on canine ventricular epicardium with
optical recordings. Although the nature of the active currents involved
in the initiation of depolarizing graded response remains undefined, it
is possible that some sodium channels and/or calcium channels may be
"forced" to be reactivated by the strong S2
depolarizing currents.
Our inability to induce graded responses during the plateau phase of the action potential appears at variance with the results of Dillon,34 who by using optical action potentials and field stimulation observed "plateau" effects in the rabbit heart. Optical action potentials, unlike single-cell transmembrane potential recordings, are "like monophasic action potentials" and therefore represent the spatial average of the underlying multicellular activity.35 Therefore, the observed optical "plateau effect" during field stimulation may be a reflection of spatial averaging effect and not a true single-cell effect. It is therefore possible that the different recording and stimulation approaches could at least partly explain the observed differences between our study and Dillon's.34
Implications of Graded-Response Hypothesis
The graded-response hypothesis provides an explanation as to why
the earliest site of activation after a critical S2 occurs
between the S1 and the S2 sites along the
fiber. The earliest site of activation is located along the fiber,
because the graded responses propagate to a much greater extent and
with higher amplitudes along the fiber and toward the cathodal side
rather than across the fiber and toward the anodal side. Since cells
near the S1 site depolarize first and recover first, they
become the first target of early excitation by the propagating graded
responses. Furthermore, the graded-response hypothesis can also explain
the phenomenon of the ULV.6 7 8 Superstrong S2
stimuli, by virtue of the longer-duration graded responses they induce,
cause excessive prolongation of the refractory periods (Fig 5
) that
prevents timely recovery of the cells at the site of the initial block.
The excessive prolongation of the refractory period converts the area
of unidirectional block to bidirectional block, preventing reentry. It
is conceivable that superstrong S2 stimuli, in addition to
initiating activation along the fiber, may also initiate activation at
other sites. Multiple sites of early activations may arise because
superstrong S2 stimuli cause higher-amplitude graded
responses that propagate across the fibers as well and might thus
encounter recovered cells and initiate early activity (Fig 13C
).
Limitations of the Study
It may be argued that the absence of simultaneous activation map
and action potential data may prevent accurate testing of the
graded-response hypothesis of vulnerability to reentry by an
S2. Although we used the sequential recordings approach,
the activation map data showed that the earliest activation site and
the site of functional block after an S2-induced reentry
consistently occurred at predictable sites relative to the
S1 and the S2 sites. Consistent locations of
the earliest site and the site of functional block have also been
documented in in vivo studies using similar stimulation
protocols.12 In one tissue, repeat multisite mapping using
identical premature stimulus parameters after the conclusion of the
microelectrode recordings verified that both the site of the block and
the site of the earliest activation were stable and occurred at the
predicted sites. We therefore think that the method of sequential
multisite extracellular studies followed by intracellular recordings
provided the opportunity to determine the cellular mechanism of
unidirectional block and early origination of action potential away
from the S2 site.
Clinical Implications
The presence of similar reentrant wave fronts at the very onset of
an S2-induced VF in the in situ hearts suggests that the
graded responses may also be involved in reentry formation at the onset
of VF.9 12 This contention gains support from the
similarities of the (1) S2 stimulus and electrode
characteristics, (2) reentrant wave front properties (figure eight),
and (3) tissue anatomic location relative to the
S1-S2 stimulation in the two in situ and in
vitro models. In addition, the presence of a ULV for reentry in our in
vitro model mimics the presence of a ULV in in situ canine
hearts6 8 and in humans.7 Because the values
of the ULV and the defibrillation energy requirements are closely
related,7 the graded-response mechanism of ventricular
vulnerability to reentry may also have relevance to the mechanism of
ventricular defibrillation.
| Selected Abbreviations and Acronyms |
|---|
|
| Acknowledgments |
|---|
Received June 27, 1996; revision received November 19, 1996; accepted November 25, 1996.
| References |
|---|
|
|
|---|
This article has been cited by other articles:
![]() |