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*Department of Anesthesiology and Critical Care Medicine, Kingston General Hospital, Queens University, Kingston, Ontario, Canada; and
Cardiopulmonary Research Laboratory, Department of Anesthesiology and Critical Care Medicine, University of Pittsburgh, Pittsburgh, Pennsylvania
Address correspondence and reprint requests to David P. Strum, MD, Department of Anesthesiology, Kingston General Hospital, 76 Stuart St., Kingston, Ontario K7L 2V7. Address e-mail to strumd{at}post.queensu.ca
| Abstract |
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IMPLICATIONS: We examined the effect of systemic dobutamine on regional wall motion abnormalities (RWMAs) induced by intracoronary esmolol infusion in eight anesthetized dogs. Esmolol dilated the heart and decreased regional synchrony of contraction. Dobutamine restored cardiac function but failed to correct the asynchrony of regional contraction caused by esmolol-induced RWMAs.
| Introduction |
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The effect of inotropes on the synchrony of contraction needs to be assessed because therapies used to improve LV pump function often include increased inotropes. If inotropes increase the rate of shortening of unaffected regions of the myocardium more than affected regions, then the degree of asynchrony will increase. Thus, to the extent that inotropes improve synchrony, they should improve LV pump function, whereas if they increase asynchrony they should increase oxygen consumption (8) and decrease LV ejection efficiency even if they also increase LV stroke volume (SV) and stroke work (SW).
We showed previously that asynchronous LV contraction induces LV dilation for the same LV SW (9) but does not alter the maximal regional SV of the involved segments (10). The LV dilation was induced by a combined effect of increased dispersion of regional end-contraction among segments and volume loading used to maintain SV constant. However, the effects of increased inotropy on this effect were not reported. Thus, we studied the effects of inotropic stimulation on LV synchrony by using our model of esmolol-induced RWMAs. We hypothesized that in the presence of esmolol-induced RWMAs, systemic inotropes may increase LV contraction asynchrony even while increasing the force of contraction of individual myocardial regions. Accordingly, we studied the effect of dobutamine infusion, in the presence of esmolol-induced RWMAs, on global and regional phase angles and SVs in eight open-chested acute canine preparations by using our previously validated phase angle analysis (10). We found that RWMAs delayed regional contraction and decreased effective SV (that portion of regional SV contributing to total LV SV). Although systemic dobutamine infusion restored global measures of LV performance (blood pressure, SV, SW, and LV dP/dt), it did not improve synchrony, effective SV, or stroke force of regional contraction in the affected segment.
| Methods |
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A fluid-filled arterial catheter and a double-lumen 12F catheter were inserted to monitor vascular pressures and infuse fluids. A 7.5F balloon-tipped pulmonary artery catheter (No. P7110-EP8-H, 9510; Baxter-Edwards, Santa Ana, CA) was inserted. LV volume was measured by a 6F, 11-pole multielectrode dual excitation conductance catheter (Webster Laboratories, Irvine, CA). Correct positioning of the conductance catheter was verified by fluoroscopy and on-line inspection of the regional volume signals.
After a thoracotomy through the left fourth intercostal space and a pericardotomy, a 22-gauge 1.25-in. IV catheter was placed into the left anterior descending (LAD) coronary artery to administer local (intracoronary) esmolol. Two independent pairs of piezoelectric dimension crystals aligned parallel with the LV horizontal hoop fibers (Triton, San Diego, CA) were placed into two different coronary artery perfusion zones. One pair of crystals was positioned in the LAD coronary arterial perfusion zone distal to the insertion of the 22-gauge catheter (near the LV apex). A second pair of control crystals was inserted into the remote perfusion zone of the left circumflex coronary artery.
A 5F high-fidelity pressure transducer (microtip catheter model SPC-350; Millar, Houston, TX) was inserted 2 cm through an LV apical puncture to record LV pressure. Immediately before termination of the experiment, 2 mL of 1% crystal violet dye was injected into the LAD coronary artery catheter to document the size of the perfusion zone. The dog was then killed while still under general anesthesia by using IV injection of 10 mL of saturated KCl. The dyed area (LAD coronary artery perfusion zone) was dissected out and weighed after death. The remaining LV myocardium was dissected free and weighed.
To induce RWMAs, 9.0-mg esmolol boluses (10 mg/mL) were administered through the LAD catheter. This treatment was referred to as esmolol. Approximately 30 s after esmolol, stable transient regional dysfunction developed that lasted for 67 min. This dose of esmolol induced a transient but stable local paresis under all conditions, as we validated in previous studies (10).
Dobutamine HCl (4 µg · kg-1 · min-1) was infused into a large central vein and induced a stable hemodynamic response within 5 min. This treatment was referred to as dobutamine and served as a positive control. This dose of dobutamine was selected after dose-response studies, and it increased cardiac contractility under normal conditions (9).
Regional and global myocardial function were compared sequentially in seven treatments: baseline, dobutamine, baseline-2, esmolol, baseline-3, combined dobutamine and esmolol (dobutamine-esmolol), and baseline-4. Baseline was defined as the stable hemodynamic state after surgery. Subsequent baselines were recorded after return to a stable hemodynamic state after discontinuing drug infusion. Esmolol measurements were made 4 to 5 min after the bolus esmolol infusion. Dobutamine measurements were made 5 min after a stable hemodynamic state was induced. For dobutamine-esmolol, first a stable dobutamine state was achieved, and then bolus esmolol was infused as described previously. Each of the experimental treatments was alternated in a randomized block (Latin square) design to control for the order of the treatments and time effects. We recorded arterial blood pressure, LV pressure, LV dP/dt, intercrystal dimensions for the piezoelectric crystals, total and regional LV conductance (volume), and lead II of the electrocardiogram on an eight-channel physiologic recorder (Gould, Cleveland, OH) and digitally on magnetic disk for subsequent analysis.
Signals from the two pairs of sonomicrometer dimension crystals were processed simultaneously on two synchronized channels by using a four-channel sonomicrometer (model 120; Triton). LV dP/dt was derived from the LV pressure signal by using a differentiator (Gould) with a 100-Hz high cutoff and a 1 V/s slope. LV volume signals were processed with a data processor and signal conditioner (5DF; Leycom Sigma, Leyden, The Netherlands). Blood conductivity was measured intermittently. Intermittent cardiac outputs were determined in triplicate by using a 10-mL iced 0.9% saline bolus thermodilution technique (model 9520 cardiac output computer; Baxter-Edwards) as a cross-validation of the conductance catheter-derived SV measures. Data were collected and analyzed with a Hewlett-Packard (Palo Alto, CA) Apollo DN4000 Unix workstation and a SignifiCAT® (Buffalo, NY) RTS-132 A/D subsystem.
The conductance catheter method for measuring ventricular volume has been described and validated previously (11,12). Briefly, a 20-kHz constant-amplitude current of 30 mA root-mean-square is passed between the electrodes of the distal and proximal extremes of the catheter in a dual-field format, and individual electrode pairs are summed to derive regional LV volumes. Parallel conductance artifact was determined by using the saline dilution method (13) with hypertonic saline. The extrapolated zero intercept volume was taken as the zero offset value for calculation of absolute regional and total minimal and maximal volumes.
Regional and total LV maximum and minimum volumes were determined for each cardiac cycle. Regional minimum and maximum volumes were defined as regional end-systole and end-diastole, respectively. The sonomicrometer signals generated similar continuous signals of length dimension with respect to time. Electrical systole was arbitrarily defined to occur at the R wave of the electrocardiogram.
To measure the phase of regional contraction independent of heart rate, we divided the cardiac cycle into 360° and defined global end-systole (minimal total volume) as 0°. The regional end-systolic phase angle was defined as the relative distance (in degrees) that the regional minimal volume differed from global end-systole. Regional phase delays were defined as positive values, and phase advances were defined as negative values. We determined the systolic time interval of regional systole as measured by the duration of time from the R wave to the regional minimal volume. Systolic time intervals measure the combined effect of both phase delay and heart rate on regional end-systole.
We determined regional ejection by two different methods. Regional maximum SV was defined as the difference between the maximal and minimum regional volume (or segmental length) for each cardiac cycle independent of the phase of regional contraction. Global maximal volume was LV end-diastolic volume, and global minimal volume was LV end-systolic volume. However, regional maximal and minimal volumes may not occur at these same time points.
Regional effective SV was determined by using maximums and minimums of the total LV volume as gated markers of the time period when regional contraction would contribute to total LV SV. If regional contraction occurred before the onset of aortic outflow, then regional SV would be displaced into other areas of the LV. If regional contraction occurred after aortic valve closure, then SV would be displaced into relaxing areas, and the apparent diastolic compliance of the LV would be decreased. Thus, the total SV of a region was the sum of effective SV and ineffective SV, where the ineffective SV occurred either before or after global ejection.
SW was determined as the area within the respective regional or total pressure-volume relations, and stroke force was determined as the area within the pressure-length loops for the ultrasonic crystal data. Regional maximal SW (the total area) was the sum of effective SW (that portion of SW contributing to global ejection of blood from the ventricle) and ineffective SW (that portion of SW that occurred before or after gated markers of global ejection).
Data from all animals who successfully completed all four steps of the protocol and were hemodynamically stable were analyzed. In practice, complete data were available for only eight animals. Surgical misadventures, intractable arrhythmias, or both developed in all other dogs that precluded their inclusion in the analyses. Measured and derived variables were compared across treatments and among regions by using repeated-measures analysis of variance and 95% confidence interval testing. All variables were examined graphically by using standardized normal probability plots to ensure that the data were normally distributed. All results were summarized as mean ± SEM. Differences associated with a P value of <0.05 were considered significant.
| Results |
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| Discussion |
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Previous efforts to quantify RWMAs have included angiography, regional radionucleotide scans, regional sonomicrometry, and two-dimensional echocardiography. All of these methods have technical difficulties (14). Echocardiography has been the most widely used technology because it is affordable, is portable, displays LV function in real time, and is minimally invasive. Some of the difficulty in evaluating regional cardiac dysfunction with echocardiography can be explained by subjective estimates of RWMAs independent of global end-systole. Because dysfunctional myocardium often continues to contract after global end-systole, the extent of regional dysfunction can be systematically underestimated.
Previous studies (10,15,16) indicated that regional phase angles and effective SV were more sensitive indicators of RWMAs than were ungated measures of regional amplitude. In contrast, Heusch et al. (17) found that the regional amplitude of contraction was more sensitive. These differences can be reconciled by considering the temporal definition of regional systole (18). If regional SVs are gated to global systole, they are sensitive indicators of RWMAs; if not gated, they are insensitive. Significant RWMAs would have gone undetected in this study if maximal SV had been the only indicator considered.
One study used phase angle analysis to assess RWMAs (19). A temporal Fourier transform was applied to data from regional sonomicrometer thickness crystals. Unfortunately, these data are limited because they were not analyzed with respect to gated markers of global systole. It is interesting to note, however, that the increased phase shift between unaffected and affected regions correlated strongly with altered regional thickening.
We showed previously that RWMAs were associated with increased LV end-diastolic pressures and volumes, probably because of the delayed relaxation manifested by regional phase delays (10). This study illustrated that RWMAs also reduced diastolic compliance during infusion of small doses of dobutamine.
Maximal SW is the sum of effective SW and ineffective SW (20,21). The difference between maximal and effective SW reflects the asynchrony of regional contraction associated with RWMAs. In this study, RWMAs decreased regional maximal SW by 45%67%. If we had calculated effective SW, we probably would have realized an even larger decrease.
It is likely that some regional cardiac asynchrony is normal (10). Regional asynchrony that resolves with inotropes has been demonstrated in healthy subjects without heart disease (22). It is unknown to what extent (if any) asynchrony may be a part of normal cardiac function. If asynchrony is normal, then the (baseline) regional asynchrony observed in our dogs may represent a phase-dependent contractile reserve. If this is true, then inotropes that improve synchrony could be expected to increase cardiac output independent of the amplitude of regional contraction.
Parallel conductance artifact produces uncertainty in determining absolute volumes by use of conductance catheters. In our study, we corrected for parallel conductance artifact by using hypertonic saline calibration and the dual-field method of determining conductance (23). We confirmed previously the accuracy of relative conductance volumes in our laboratory (24), as verified by others both in vivo and in vitro (25). Thus, we doubt that our LV volumes reflect systematic treatment-specific conduction artifacts.
In practice, inotropic drugs would be initiated in response to RWMAs, not before their expression, as in our model. Nonetheless, our protocol would model well the induction of RWMAs during a dobutamine stress test.
We chose our esmolol-induced RWMA model as a method to validate our analyses because esmolol induced reliable and reversible RWMAs, allowing us to compare phase delays among regions without fear of postischemic mechanical changes. Additional analyses need to be performed with similar models but with RWMAs induced by ischemia. We believe, however, that our mathematical analyses may be applicable to any similar contractile state characterized by regional asynchrony of contraction.
Finally, extrapolation of esmolol-induced dyskinesis to other pathologic processes, such as coronary ischemia, myocardial stunning, or infarction, is questionable. However, the delayed shortening and postsystolic shortening seen in our model are characteristics of regional myocardial ischemia (7,26). The behavior of ischemic myocardium in response to dobutamine may also be different from esmolol-induced RWMAs. However, Perlini et al. (27) demonstrated that dobutamine increased the diastolic bulging of ischemic myocardium, and such paradoxical diastolic RWMAs can only increase asynchrony further, suggesting that our phase angle analyses may also be applicable for the study of myocardial ischemia.
| Acknowledgments |
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The authors would like to thank John Melick and Brian Ondulick for their expert technical assistance and John Lutz for his assistance with computer-based acquisition of the conductance catheter and piezoelectric crystal data.
| References |
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