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Am J Physiol Heart Circ Physiol 273: H2708-H2720, 1997;
0363-6135/97 $5.00
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Vol. 273, Issue 6, H2708-H2720, December 1997

Relaxation effect of CGP-48506, EMD-57033, and dobutamine in ejecting and isovolumically beating rabbit hearts

Bryan K. Slinker, Henry W. Green III, Yiming Wu, Robert D. Kirkpatrick, and Kenneth B. Campbell

Department of Veterinary and Comparative Anatomy, Pharmacology, and Physiology, Washington State University, Pullman, Washington 99164-6520

    ABSTRACT
Top
Abstract
Introduction
Methods
Results
Discussion
References

Because it is not known whether ejection influences the negative effect of the Ca2+-sensitizing drugs on ventricular relaxation, we extended our previous analysis of stress-dependent relaxation in isovolumic beats to encompass ejecting beats and evaluated the relationships between both the time of onset of relaxation and the rate of relaxation and wall stress in a broader analysis framework. Furthermore, because the sites of action of the Ca2+-sensitizing drugs CGP-48506 and EMD-57033 may be different, and thus CGP-48506 may have fewer adverse effects on resting muscle length or force, we compared these two drugs to test the hypothesis that CGP-48506 would have less effect than EMD-57033 on relaxation in the isolated buffer-perfused rabbit heart. This analysis of stress-dependent relaxation in both ejecting and isovolumic beats readily differentiates between the negative lusitropic effect of 2 × 10-6 M EMD-57033, the negligible lusitropic effect of 6 × 10-6 M CGP-48506, and the positive lusitropic effect of 1.25 × 10-6 M dobutamine. Furthermore, comparison of the effect of the two Ca2+-sensitizing drugs in ejecting versus isovolumic contractions shows that CGP-48506 affects relaxation differently in ejecting contractions than it does in isovolumic contractions, whereas EMD-57033 affects relaxation similarly in both ejecting and isovolumic contractions.

calcium sensitizer; contraction duration; ventricular relaxation

    INTRODUCTION
Top
Abstract
Introduction
Methods
Results
Discussion
References

CALCIUM (Ca2+)-sensitizing drugs increase the force of myocardial contraction by increasing the responsiveness of myofilaments to Ca2+ rather than by increasing the amount of Ca2+ released to activate myofilaments (15). Many Ca2+ sensitizers also possess some degree of phosphodiesterase (PDE) III-inhibiting activity. For the thiadiazinone derivative EMD-53998 {5-[1-(3,4-dimethoxybenzoyl)-1,2,3,4-tetrahydrochinolin-6-yl]-6-methyl-3,6-dihydro-2H-1,3,4-thiadiazin-2-one}, these two actions are enantiospecific, with the positive enantiomer, EMD-57033, acting predominately as a Ca2+ sensitizer and the negative enantiomer, EMD-57439, acting predominately as a PDE III inhibitor (5,16, 23). The isolation of very specific Ca2+-sensitizing action, as with EMD-57033, makes it important to understand the effects of these drugs on ventricular relaxation; although Ca2+-sensitizing compounds have generated considerable enthusiasm, there are concerns about their ultimate usefulness because a specific Ca2+-sensitizing effect might also prolong relaxation (3, 15, 22) or increase diastolic tone (5, 7, 19).

We have shown previously (21) that, in addition to slowing relaxation by increasing left ventricular (LV) wall stress, 2 × 10-6 M EMD-57033 also has a stress-independent effect to slow relaxation in the isolated rabbit heart (buffer perfused at 30°C). Hgashiyama et al. (11) also showed that EMD-57033 significantly prolonged relaxation in the isolated rabbit heart (blood perfused at 37°C). Furthermore, they noted a trend toward a stronger inotropic effect in ejecting versus isovolumic beats. However, they did not evaluate whether ejection influenced the effect of EMD-57033 on relaxation. Accordingly, the first purpose of our study was to develop a broader analysis of stress-dependent relaxation, which included ejecting beats, to evaluate whether the effects of positive inotropic interventions on relaxation were different in ejecting versus isovolumic beats.

We then applied this analysis to compare the lusitropic effects of EMD-57033 and another recently introduced Ca2+ sensitizer, the novel 1,5-benzodiazocine derivative BA-41899 (5-methyl-6-phenyl-1,3,5,6-tetrahydro-3,6-methano-1,5-benzodiazocine-2,4-dione) (8, 9). Like EMD-57033, BA-41988 possesses enantiospecific effects: the Ca2+-sensitizing activity resides in the positive enantiomer CGP-48506 (8), which is devoid of PDE I-IV activity at concentrations <= 3 × 10-4 M in both human (17) and guinea pig (27) myocardium, making it the most selective Ca2+ sensitizer introduced to date (8). Although in vitro studies have suggested that CGP-48506 slows relaxation (8, 9, 17, 18, 24, 27), some of these data also suggested that, unlike EMD-57033, CGP-48506 does not adversely affect resting cell length (24) or force (18). On the basis of these and other observations, it has been suggested both that the site of action of CGP-48506 is different from that of EMD-57033 and that CGP-48506 might have fewer adverse effects on diastolic function than EMD-57033 (18, 24). Accordingly, the second purpose of our study was to test the hypothesis that CGP-48506 would have less effect than EMD-57033 on the stress-independent effect on relaxation.

    METHODS
Top
Abstract
Introduction
Methods
Results
Discussion
References

Isolated Heart Preparation

This study was approved by the Institutional Animal Care and Use Committee. Experiments were performed using hearts isolated from 24 adult male New Zealand White rabbits (median weight 3.1 kg; range 2.8-3.5 kg). Details of the procedure for removing the heart from an anesthetized rabbit and mounting it on a volume-servo system for pressure- and volume-control experiments have been described previously (2, 14). Briefly, rabbits were anesthetized by intramuscular injection of ketamine, xylazine, and atropine (35, 7.5, and 0.02 mg/kg, respectively). After a tracheostomy was performed, surgical anesthesia was maintained with 1-2% isoflurane via positive-pressure ventilation. A midsternal thoracotomy was performed, the brachiocephalic artery was cannulated, and 1,000 U heparin were administered via the cannula. A modified Tyrode solution that contained 35 mM K+ was vigorously bubbled with 95% O2-5% CO2 and delivered via the brachiocephalic cannula to arrest the heart. This relaxing solution was composed of (in mM) 121 Na+, 35 K+, 138 Cl-, 1.24 Ca2+, 1.08 Mg2+, 21 HCO<SUP>−</SUP><SUB>3</SUB>, 0.36 PO<SUP>3−</SUP><SUB>4</SUB>, and 11.1 glucose, with 2.5 U/l regular insulin. The aorta was then ligated, and the heart was removed and perfused at a constant pressure of 90 mmHg.

The heart was transferred to a perfusion support system, which was maintained at a constant temperature of 30°C. A thin latex balloon (constructed from an adult esophageal balloon) was secured to the flared ostium of the piston cylinder of the volume-servo system. A suture attached to the end of the balloon was passed through the mitral orifice and out through a puncture in the LV apex. A purse-string suture was then tightened around the flared ostium to secure the balloon within the LV chamber. A 5-Fr Millar Micro-Tip catheter pressure transducer was advanced through a side port in the piston cylinder into the center of the balloon. The perfusate was then changed to a modified Tyrode solution, which contained a lower K+ concentration, to allow contractions. This solution was composed of (in mM) 147 Na+, 7.44 K+, 138 Cl-, 1.24 Ca2+, 1.08 Mg2+, 21 HCO<SUP>−</SUP><SUB>3</SUB>, 0.36 PO<SUP>3−</SUP><SUB>4</SUB>, and 11.1 glucose, with 2.5 U/l insulin. The heart beat isovolumically and was paced at 1 beat/s using punctate stimulation with the electrodes placed at the LV apex.

A single-beat, variably preloaded Frank-Starling (FS) protocol (2) was conducted to identify the LV volume (Vmax) at which the peak developed pressure of the Frank-Starling curve was obtained. LV volume was then adjusted so that it was 80% of Vmax, and this was the baseline volume (VBL) used throughout the experiment.

Preparation of Solutions

EMD-57033 and CGP-48506 were prepared as stock solutions in propylene glycol, protected from light, and stored at 4°C for a maximum of 3 wk. Stock solution was diluted to deliver these drugs at the desired concentrations. The same amount of propylene glycol was added to the control solution to account for any effect of the solvent. The perfusion system was protected from light during EMD-57033 infusion. The final dobutamine concentration was obtained by diluting from a commercial preparation (Gensia Laboratories).

Experimental Protocols

Hearts were randomly assigned to one of three treatment groups, each consisting of eight hearts: the CGP group received 6 × 10-6 M CGP-48506; the EMD group received 2 × 10-6 M EMD-57033; and the dobutamine group received 1.25 × 10-6 M dobutamine (these doses were chosen from preliminary studies such that each treatment generated about the same increase in peak isovolumic pressure at VBL).

After VBL was established, but before treatment with an inotropic drug, two protocols were conducted while in the control state: 1) a single-beat, isovolumic, variably preloaded FS protocol and 2) a single-beat, ejecting, variably afterloaded (AL) protocol. Records taken during these protocols yielded a family of functional indexes to serve as control values. After these two protocols were completed, perfusion was switched from control perfusate to a perfusate containing one of the three inotropic drugs, followed by a 15-min period for a stable baseline to be established, as indicated by stable peak pressure. The FS and AL protocols were then once again conducted, and records were taken during the influence of the inotropic drug.

FS Protocol. The single-beat FS protocol has been described in detail elsewhere (2, 20, 21). Briefly, with the heart beating isovolumically at VBL, 80 ms before a selected beat the volume was commanded to be 1 of 10 volumes (50-140% of VBL, in 10% increments) (Fig. 1A). This selected beat is called the volume-perturbed beat. The contraction and relaxation of the volume-perturbed beat took place isovolumically at the commanded volume. The heart period of the volume-perturbed beat was prolonged to 115% of the basal period to ensure complete relaxation during the diastolic period at the commanded volume. The ensuing beat also took place at the commanded volume, and, after this beat, volume and heart period were returned to baseline. Fifteen seconds were allowed for transients to die out, and then the procedure was repeated at one of the other commanded volumes. This sequence was repeated until records (digitally sampled at 250 Hz) had been taken for the set of 10 commanded volumes. Stability during the protocol was assessed by variation in peak isovolumic pressure of the beat before the volume-perturbed beat among the full set of records. This variation was always <3%.


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Fig. 1.   A: 10 superimposed pressure and volume records for volume-perturbed isovolumic beats generated from a single-beat Frank-Starling (FS) protocol. Set of 10 beats provides information necessary for determining FS relationship, passive pressure-volume relationship, and isovolumic relaxation-stress relationship. B: pressure variables: Ppeak, maximal isovolumic pressure; Ppass, minimum pressure measured during a prolonged diastole; and DPpeak, peak developed pressure (Ppeak - Ppass). Timing variables: Tpeak, time from pacing pulse to occurrence of DPpeak; T75-25, characteristic time of relaxation, measured as time necessary for pressure to fall from 75 to 25% of DPpeak; and Ttotal, total duration of pressure development measured from time of pacing pulse to time during relaxation when pressure falls to 10% of DPpeak.

As we have done previously (21), we measured fully relaxed, passive pressure (Ppass) as the lowest pressure during the prolonged pause following each volume-perturbed beat (Fig. 1B), and peak LV developed pressure (DPpeak) was determined by subtracting Ppass from peak pressure (Ppeak). The duration of pressure development (Ttotal) was defined as the time from the pacing stimulus to 10% of DPpeak during the relaxation phase. The time to peak pressure (Tpeak) was defined as time from the pacing stimulus to DPpeak. The characteristic time of relaxation (T75-25) was defined as the time of pressure decay from 75 to 25% DPpeak. Finally, DPpeak was converted to peak midwall stress (sigma peak) according to
&sfgr;<SUB>peak</SUB> = <FR><NU>DP<SUB>peak</SUB></NU><DE><FENCE><FENCE><FR><NU>V<SUB>w</SUB></NU><DE>V</DE></FR></FENCE> + 1</FENCE><SUP>2/3</SUP> − 1</DE></FR> (1)
where Vw is LV wall volume (LV wall mass/1.05). When plotted against sigma peak, T75-25 yields the relaxation-wall stress relationship for isovolumic beats (20, 21).

AL Protocol. The AL protocol is one we have used previously to construct end-systolic pressure-volume relationships and has been described in detail elsewhere (2). Briefly, with the heart beating isovolumically at VBL, a beat was selected, called the pressure-clamped beat, in which pressure was not allowed to rise above one of eight commanded pressures (100-40% of Ppeak, in 10% decrements) (Fig. 2A). This was achieved by allowing the beat to proceed isovolumically until pressure rose to the commanded value, at which point pressure was clamped. Pressure clamping, which was achieved by volume withdrawal, continued until maintenance of the commanded pressure required volume infusion. At that point, volume was held constant at the end-systolic volume (Ves) while pressure fell as the heart relaxed. The heart was refilled to VBL before the ensuing beat and was allowed to beat isovolumically for 15 s, and then the next record was taken. This sequence was repeated for all eight commanded pressures.


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Fig. 2.   A: 8 superimposed pressure and volume records for pressure-clamped ejecting beats generated from a single-beat variably afterloaded (AL) protocol. Set of 8 beats provides information necessary for determining ejecting relaxation-stress relationships. B: characteristic features of an ejecting beat measured for these analyses: Tej, time from pacing pulse to time of maximal pressure-volume ratio during ejection (end ejection); Pej, left ventricular (LV) pressure at Tej; Ppass, minimum pressure at end-systolic volume (Ves); and Pes, end-systolic pressure (Pej - Ppass).

Similar to the isovolumic beats from the FS protocol, Ppass was determined as the minimum pressure measured before volume was returned to VBL following ejection (Fig. 2B). The time of the maximal pressure-volume ratio of each pressure-clamped beat was defined as the time of end ejection (Tej), and the pressure at this time was defined as the end-ejection pressure (Pej). End-systolic pressure (Pes) was calculated as Pej - Ppass. The volume at Tej was defined as end-systolic volume (Ves). Stroke circumference (Cs), defined as the change in calculated midwall (half-mass) circumference during ejection, was calculated as CBL - Ces after VBL and Ves were converted to their corresponding circumferences according to
<IT>C</IT><SUB>i</SUB> = <FENCE>6&pgr;<SUP>2</SUP><FENCE>V<SUB>i</SUB> + <FR><NU>V<SUB>w</SUB></NU><DE>2</DE></FR></FENCE></FENCE><SUP>1/3</SUP> (2)
where the subscript i denotes either BL or es for baseline or end-systolic conditions, respectively. The T75-25 in these ejecting beats was quantified as the time of pressure decay from 75 to 25% Pes. Pes was converted to end-systolic midwall stress (sigma es) according to
&sfgr;<SUB>es</SUB> = <FR><NU>P<SUB>es</SUB></NU><DE><FENCE><FENCE><FR><NU>V<SUB>w</SUB></NU><DE>V<SUB>es</SUB></DE></FR></FENCE> + 1</FENCE><SUP>2/3</SUP> − 1</DE></FR> (3)
When plotted against sigma es, T75-25 yielded the relaxation-wall stress relationship for ejecting beats.

Data Analysis

Frank-Starling relationship and passive pressure-volume relationship. The effects of each treatment on the fully relaxed, pressure-volume relationship and the Frank-Starling relationship were evaluated within each treatment group. The passive pressure-volume relationships were compared visually. The Frank-Starling relationships were compared using a multiple linear regression in which DPpeak was related to volume (V) according to
DP<SUB>peak</SUB> = <IT>b</IT><SUB>0</SUB> + <IT>b</IT><SUB>v</SUB>V + <IT>b</IT><SUB>v2</SUB>V<SUP>2</SUP> + <IT>b</IT><SUB>d</SUB><IT>D</IT> + <IT>b</IT><SUB>vd</SUB>V · <IT>D</IT> (4)
where D is a dummy variable to encode control (D = 0) and drug treatment (D = 1) conditions and the b terms are regression coefficients (b0, DPpeak intercept; bv, initial "slope"; and bv2, quadratic term). The term bdD allows for a drug-induced change in the DPpeak-axis intercept, which would be seen as a parallel shift in the Frank-Starling relationship. The term bvdV · D allows for a drug-induced change in the initial slope, which would be seen as a nonparallel shift in the Frank-Starling relationship.

Wall-Stress Dependence of Relaxation. Similarly, the difference in the T75-25-sigma peak relationships for isovolumic beats under control conditions and during perfusion with a drug was analyzed using multiple linear regression in which T75-25 was related to sigma peak according to
<IT>T</IT><SUB>75-25</SUB> = <IT>c</IT><SUB>0</SUB> + <IT>c</IT><SUB>&sfgr;</SUB>&sfgr;<SUB>peak</SUB> + <IT>c</IT><SUB>&sfgr;2</SUB>&sfgr;<SUP>2</SUP><SUB>peak</SUB> + <IT>c</IT><SUB>d</SUB><IT>D</IT> + <IT>c</IT><SUB>&sfgr;d</SUB>&sfgr;<SUB>peak</SUB> · <IT>D</IT> (5)
where D is a dummy variable as defined for Eq. 4 and the c terms are regression coefficients that form the basis for interpreting the effects of a drug. If drug treatment did not change the relationship between T75-25 and sigma peak, (i.e., the control and drug treatment data fell on the same regression line), then any effect of this agent to slow relaxation would be ascribable entirely to its effect in increasing sigma peak. However, if drug treatment changed the slope (i.e., csigma d is significant in Eq. 5) or intercept (i.e., cd is significant in Eq. 5) of the relationship between T75-25 and sigma peak, this would indicate that the drug had an additional effect on the duration of LV relaxation that occurred independently of its effect in changing sigma peak.

A similar analysis was done to characterize the effect of drug treatment on relaxation for ejecting beats obtained from the AL protocol. In this case, T75-25 is related to sigma es according to
<IT>T</IT><SUB>75-25</SUB> = <IT>d</IT><SUB>0</SUB> + <IT>d</IT><SUB>&sfgr;</SUB>&sfgr;<SUB>es</SUB> + <IT>d</IT><SUB>&sfgr;2</SUB>&sfgr;<SUP>2</SUP><SUB>es</SUB> + <IT>d</IT><SUB>d</SUB><IT>D</IT> + <IT>d</IT><SUB>&sfgr;d</SUB>&sfgr;<SUB>es</SUB> · <IT>D</IT> (6)
where the d terms are regression coefficients. Although Eq. 6, which characterizes ejecting beats, was formulated analogously to Eq. 5, which characterizes isovolumic beats, doing so ignores a potentially important difference between isovolumic and ejecting beats. Relaxation in ejecting beats depends on Cs, i.e., the amount of shortening or ejection (see Fig. 3). However, in this analysis, in which only ejecting beats are considered, Cs and sigma es are so highly correlated that we can safely ignore the explicit effects of Cs. In fact, the strong correlation between Cs and sigma es requires omission of Cs in Eq. 6 to avoid serious multicollinearity in the regression analysis (6).


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Fig. 3.   T75-25-sigma relationship determined in 1 left ventricle during control state. Data illustrate interpretation of Eqs. 8 and 9. For isovolumic beats, stroke circumference (Cs) triple-bond  0 and regression fit follows isovolumic open circle  data points as indicated by curve A. For variably ejecting beats, Cs triple-bond  0 and regression fit follows + data points as indicated by curve B. Note that isovolumic and ejecting curves increasingly diverge with increasing Cs (i.e., lower sigma ). Regression coefficients fc and fsigma c in Eqs. 8 and 9 quantify this effect of ejection on T75-25-sigma relationship.

Another way that characterization of relaxation in ejecting beats differs from that in isovolumic beats is that the time of onset of relaxation (i.e., Tej) must also be considered. Hence, Tej was also related to sigma es according to
<IT>T</IT><SUB>ej</SUB> = <IT>e</IT><SUB>0</SUB> + <IT>e</IT><SUB>&sfgr;</SUB>&sfgr;<SUB>es</SUB> + <IT>e</IT><SUB>&sfgr;2</SUB>&sfgr;<SUP>2</SUP><SUB>es</SUB> + <IT>e</IT><SUB>&sfgr;3</SUB>&sfgr;<SUP>3</SUP><SUB>es</SUB> + <IT>e</IT><SUB>d</SUB><IT>D</IT> + <IT>e</IT><SUB>&sfgr;d</SUB>&sfgr;<SUB>es</SUB> · <IT>D</IT> (7)
where the e terms are regression coefficients. The cubic form of Eq. 7 was suggested by results from Elzinga and Westerhof (3), who showed that the time to end ejection (defined as the time to the maximal pressure-volume ratio, Emax) was nonlinearly related to end-systolic pressure.

Finally, a global analysis of the effect of drug treatment on the characteristic time of relaxation was done using data combined from both isovolumic and ejecting beats. This analysis used a regression model that related T75-25 to sigma  (either sigma peak or sigma es, depending on whether the beat was from an isovolumic or ejecting beat) and Cs, where Cs triple-bond  0 for isovolumic beats, according to
<IT>T</IT><SUB>75-25</SUB> = <IT>f</IT><SUB>0</SUB> + <IT>f</IT><SUB>&sfgr;</SUB>&sfgr; + <IT>f</IT><SUB>&sfgr;2</SUB>&sfgr;<SUP>2</SUP> + <IT>f</IT><SUB>c</SUB><IT>C</IT><SUB>s</SUB> + <IT>f</IT><SUB>&sfgr;c</SUB>&sfgr; · <IT>C</IT><SUB>s</SUB>  (8)
+ <IT>f</IT><SUB>d</SUB><IT>D</IT> + <IT>f</IT><SUB>cd</SUB><IT>C</IT><SUB>s</SUB> · <IT>D</IT> + <IT>f</IT><SUB>&sfgr;cd</SUB>&sfgr; · <IT>C</IT><SUB>s</SUB> · <IT>D</IT>
where the f terms are regression coefficients. In this analysis using Eq. 8, unlike when ejecting beat data were considered separately using Eq. 6, Cs is explicitly included. Wall stress and Cs are not as strongly correlated in the set of data that combines both ejecting beats (wall stress and Cs highly correlated) and isovolumic beats (Cs triple-bond  0; wall stress and Cs noncorrelated), so the separate effect of Cs is accounted for explicitly in this equation.

The interpretation of Eq. 8 can be illustrated by the combined data from the FS and AL protocols under control conditions shown in Fig. 3. For these data, D triple-bond  0 and Eq. 8 reduces to
<IT>T</IT><SUB>75-25</SUB> = <IT>f</IT><SUB>0</SUB> + <IT>f</IT><SUB>&sfgr;</SUB>&sfgr; + <IT>f</IT><SUB>&sfgr;2</SUB>&sfgr;<SUP>2</SUP> + <IT>f</IT><SUB>c</SUB><IT>C</IT><SUB>s</SUB> + <IT>f</IT><SUB>&sfgr;s</SUB>&sfgr; · <IT>C</IT><SUB>s</SUB> (9)
The effect of ejection to speed relaxation is shown by curve B (Fig. 3), projecting below the isovolumic T75-25-sigma relationship (curve A; Fig. 3). As one moves to lower sigma es along curve B, Cs increases, which is associated with a greater divergence of curves A and B, and thus there is increasingly faster relaxation. Drug effects may reposition both curves A and B through fd, may change the slope of the ejecting beat portion of the relationship (curve B) through fcd, or may influence the interaction between ejection and wall stress through fsigma cd.

Because each heart served as its own control, dummy variables defined using effects coding (6) were included in each regression equation to account for between-subjects variation in each parameter (excluding esigma 3 in Eq. 7). For simplicity, these dummy variables are not shown in Eqs. 4-9. Unless otherwise stated, all summary statistics are given as means ± SD. All statistical analyses were performed using Minitab 11.12.

    RESULTS
Top
Abstract
Introduction
Methods
Results
Discussion
References

Frank-Starling and Passive PressureVolume Relationships

Equation 4 fit these FS protocol data uniformly well, with the R2 >= 0. 99 for all three groups. The regression coefficients b0, bv, and bv2 for the DPpeak intercept, initial "slope," and quadratic term in Eq. 4, respectively, were similar for the control condition in all three experimental groups. Likewise, the coefficients bd and bvd, which quantify the drug-induced changes in intercept and initial slope, respectively, were significant in all three experimental groups (all P < 0.01) and were similar in magnitude (Table 1). From the fits to Eq. 4, the Vmax under control conditions was found to be similar in all three treatment groups: 2.64 ml for the CGP group, 2.40 ml for the EMD group, and 2.71 ml for the dobutamine group. The positive inotropic effect of each drug, as judged by the upward shift in the Frank-Starling relationship at approximately Vmax, was comparable in each group: the average Frank-Starling relationship evaluated from the fit to Eq. 4 at V = 2.6 ml increased from 118 to 139 mmHg in the CGP group, from 120 to 138 mmHg in the EMD group, and from 125 to 147 mmHg in the dobutamine group. These effects are similar to those we have shown previously with EMD-57033 [for example, see Fig. 3 in Tobias et al. (21)]. Furthermore, the similarity of these fits and calculated shifts indicates that, as we expected, all three drugs induced similar nonparallel upward shifts in the Frank-Starling relationships.

                              
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Table 1.   Selected regression coefficients

As we have shown previously for EMD-57033 (21), there was little or no effect of these three inotropic drugs on the fully relaxed, passive pressure-volume relationship [data not shown; for example, see Fig. 3 in Tobias et al. (21)].

Timing of Contraction Events in Isovolumic Beats

Neither CGP-48506 nor EMD-57033 substantially affected Tpeak, as can be seen in the examples shown in Fig. 4 [Tpeak was 308 ± 14 ms in the control state and 300 ± 6 ms with 6 × 10-6 M CGP-48506 (2.6% shortening; P = 0.006) and 307 ± 16 ms in the control state and 304 ± 18 ms with 2 × 10-6 M EMD-57033 (1% shortening; P = 0.65)]. In contrast, both Ca2+ sensitizers prolonged Ttotal, as can also be seen in Fig. 4 [Ttotal was 684 ± 35 ms in the control state and 727 ± 42 ms with 6 × 10-6 M CGP-48506 (6% lengthening; P = 0.002) and 708 ± 37 ms in the control state and 812 ± 43 ms with 2 × 10-6 M EMD-57033 (15% lengthening; P = 0.001)].


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Fig. 4.   Examples of volume-perturbed isovolumic beats from FS protocol and pressure-clamped ejecting beats from AL protocol. Isovolumic beats have been normalized by subtracting Ppass from pressure of perturbed beat [P(t)] and then dividing by DPpeak so that pressure varies from 0 to 1. Two superimposed isovolumic beats are shown in each panel. Pressure-clamped ejecting beats have been normalized by subtracting Ppass from P(t) and then dividing by clamp pressure percentage such that pressure varies from 0 at end diastole to clamp-pressure level as a percentage of Ppeak. Two superimposed ejecting beats are also shown in each panel. Left: a pair of isovolumic beats and a pair of ejecting beats for which pressure-clamp level was set to 40% of Ppeak. Right: same pair of isovolumic beats and a pair of ejecting beats for which pressure-clamp level was set to 80% of Ppeak. A: each pair of beats shows a control beat (dashed line) superimposed with a beat measured with 6 × 10-6 M CGP-48506 (solid line). B: each pair of beats shows a control beat (dashed line) superimposed with a beat measured with 2 × 10-6 M EMD-57033 (solid line). C: each pair of beats shows a control beat (dashed line) superimposed with a beat measured with 1.25 × 10-6 M dobutamine (solid line). Effects of these 3 drugs on contraction and relaxation timing are readily apparent. See text for average values of timing variables.

As expected, Tpeak and Ttotal were significantly shortened by 1.25 × 10-6 M dobutamine [Tpeak was 314 ± 13 ms in the control state and 262 ± 14 ms with dobutamine (16.6% shortening; P < 0.001) and 693 ± 53 ms in the control state and 575 ± 40 ms with 1.25 × 10-6 M dobutamine (17% shortening; P < 0.001)].

T75-25-sigma peak Relationship in Isovolumic Beats

The T75-25-sigma peak relationships (Fig. 5) were fit well by Eq. 5, with all R2 >=  0.99. For the CGP group, the coefficients associated with drug treatment, cd and csigma d, were both significant (P < 0.03; Table 1). However, as shown by the average fit lines drawn in Fig. 5, these effects are physiologically meaningless, because the T75-25-sigma peak relationship obtained with 6 × 10-6 M CGP-48506 coincides almost perfectly with the T75-25-sigma peak relationship in the control state.


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Fig. 5.   Effect of 6 × 10-6 M CGP-48506 (A), 2 × 10-6 M EMD-57033 (B), and 1.25 × 10-6 M dobutamine (C) on T75-25-peak midwall stress (sigma peak) relationship in isovolumic beats (T75-25 in s and sigma peak in mmHg). All observations from all 8 hearts in each group are shown for control (open circle ) and drug treatment (bullet ). Dashed line is regression fit to control observations using Eq. 5, ignoring dummy variables, and represents average control curve for all 8 hearts. Similarly, solid line is regression fit to drug-treatment observations using Eq. 5, ignoring dummy variables, and represents average drug-treatment curve for all 8 hearts. See text and Table 1 for details of regression fits to Eq. 5.

In contrast, as we have observed previously (21), 2 × 10-6 M EMD-57033 shifted the T75-25-sigma peak relationship upward such that relaxation at any given sigma peak was significantly slower with EMD-57033. Both cd and csigma d were significant (P < 0.001; Table 1). Thus the upward shift caused by EMD-57033 was not parallel (i.e., both slope and intercept increased with EMD-57033).

Dobutamine (1.25 × 10-6 M) shifted the T75-25-sigma peak relationship downward such that relaxation at any given sigma peak was significantly shorter with dobutamine. Both cd and csigma d were significant (P < 0.001; Table 1). Thus the downward shift caused by dobutamine was not parallel (i.e., both slope and intercept decreased with dobutamine).

Timing of Contraction Events in Ejecting Beats

The time of onset of relaxation in ejecting beats or, equivalently, Tej, depended on sigma es, as shown in Fig. 6 (and can also be seen by comparing the different pressure-clamped beats in Fig. 4), in which Tej increases slowly as sigma es increases above its minimum value, reaches a maximum at an intermediate value of sigma es, then falls steeply with continued increases in sigma es as the pressure-clamped beats approach isovolumic contraction. These Tej-sigma es relationships were fit well by Eq. 7 in all three groups, with R2 equal to 0.90, 0.92, and 0.93 for the CGP, EMD, and dobutamine groups, respectively.


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Fig. 6.   Effect of 6 × 10-6 M CGP-48506 (A), 2 × 10-6 M EMD-57033 (B), and 1.25 × 10-6 M dobutamine (C) on Tej-end-systolic midwall stress (sigma es) relationship in ejecting beats (Tej in s and sigma es in mmHg). For clarity of presentation, individual observations from 8 hearts are not shown (between-heart variation is similar to that shown in Fig. 5). Dashed line is regression fit to control observations using Eq. 7, ignoring dummy variables, and represents average control curve for all 8 hearts. Similarly, solid line is regression fit to drug-treatment observations using Eq. 7, ignoring dummy variables, and represents average drug-treatment curve for all 8 hearts. Note biphasic effect of Ca2+ sensitizers. Both drugs shorten Tej for lowest values of sigma es, but this effect crosses over to a prolongation of Tej as sigma es increases. Dobutamine shortens Tej for all sigma es, but this effect diminishes as sigma es increases.

The effect of both Ca2+ sensitizers on this relationship is biphasic (Fig. 6). For the lowest levels of sigma es (i.e., the largest ejections), Tej is reached more quickly when the heart is perfused by either CGP-48506 or EMD-57033 than in the control. However, at intermediate levels of sigma es, this effect crosses over to an effect in which at the highest levels of sigma es (i.e., smallest ejections) Tej is reached at a later time in the presence of either CGP-48506 or EMD-57033. From the regression fits to Eq. 7 in each drug group, these crossover points are estimated to be 37 mmHg for 6 × 10-6 M CGP-48506 and 31 mmHg for 2 × 10-6 M EMD-57033.

In contrast, 1.25 × 10-6 M dobutamine shortened Tej at all values of sigma es, with the Tej-sigma es relationship for baseline control and dobutamine conditions converging only at the highest sigma es (the point of convergence calculated from the fit to Eq. 7 is 106 mmHg).

T75-25-sigma es Relationship in Ejecting Beats

The T75-25-sigma es relationships in ejecting beats (Fig. 7) were fit well by Eq. 6 in all three groups, with all R2 >=  0.99. These high R2 show that it is reasonable to exclude explicit consideration of Cs in Eq. 5.


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Fig. 7.   Effect of 6 × 10-6 M CGP-48506 (A), 2 × 10-6 M EMD-57033 (B), and 1.25 × 10-6 M dobutamine (C) on T75-25-sigma es relationship in ejecting beats (T75-25 in s and sigma es in mmHg). For clarity of presentation, individual observations from 8 hearts are not shown (between-heart variation is similar to that shown in Fig. 5). Dashed line is regression fit to control observations using Eq. 6, ignoring dummy variables, and represents average control curve for all 8 hearts. Similarly, solid line is regression fit to drug-treatment observations using Eq. 6, ignoring dummy variables, and represents average drug-treatment curve for all 8 hearts. There are qualitative differences among effects of these drugs in ejecting beats compared with their effects in isovolumic beats. For example, CGP-48506 has no effect on T75-25-sigma peak relationship in isovolumic beats (see Fig. 5) but has a biphasic effect in ejecting beats which slows relaxation slightly at low sigma es and then speeds relaxation slightly at higher sigma es. See text and Table 1 for details of regression fits to Eq. 6.

For the CGP group, the coefficients dd and dsigma d were both significant (P < 0.001; Table 1). Thus there was a significant CGP-48506-induced increase in intercept and decrease in slope of the T75-25-sigma es relationship, as can be seen by the average fit lines drawn in Fig. 7A. Hence, unlike the response to this drug in isovolumic contractions, relaxation was prolonged slightly by CGP-48506 at the lowest sigma es (i.e., largest ejections). This effect is opposite to the effect of this drug on Tej, with the overall result that the Ttotal-sigma es relationship in ejecting beats was largely unaffected by 6 × 10-6 M CGP-48506 (Fig. 8A).


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Fig. 8.   Effect of 6 × 10-6 M CGP-48506 (A), 2 × 10-6 M EMD-57033 (B), and 1.25 × 10-6 M dobutamine (C) on Ttotal-sigma es relationship in ejecting beats (Ttotal in s and sigma es in mmHg). For clarity of presentation, individual observations from 8 hearts are not shown (between-heart variation is similar to that shown in Fig. 5). Dashed line is average regression fit to control observations. Similarly, solid line is average regression fit to drug-treatment observations. Summed effects of a drug on Tej and T75-25 to determine Ttotal in ejecting beats closely parallel effects of drug on T75-25-sigma peak relationship in isovolumic beats.

The upward shift in the T75-25-sigma es relationship that occurred with 2 × 10-6 M EMD-57033 was larger than that for CGP-48506; the coefficients dd and dsigma d were both significant (P < 0.006; Table 1), indicating a significant EMD-57033-induced increase in intercept and decrease in slope of the T75-25-sigma es relationship, as can be seen by the average fit lines drawn in Fig. 7B. Hence, relaxation was prolonged by EMD-57033 at all sigma es, but the prolongation was slightly less at higher sigma es. The overall result, combining the dependence of both Tej and T75-25 on sigma es, was that the Ttotal-sigma es relationship in ejecting beats was shifted upward by 2 × 10-6 M EMD-57033. This shift was such that the slope of the Ttotal-sigma es relationship was increased by EMD-57033. Thus Ttotal was relatively more prolonged with EMD-57033 at high sigma es compared with at low sigma es (Fig. 8B).

Dobutamine (1.25 × 10-6 M) shifted the T75-25-sigma es relationship downward such that the time of relaxation at any given sigma es was significantly shorter with dobutamine. The coefficients dd and dsigma d were both significant (P < 0.001; Table 1). Thus both the slope and intercept decreased with dobutamine (Fig. 7C). The overall result, combining the dependence of both Tej and T75-25 on sigma es, was that the Ttotal-sigma es relationship in ejecting beats was shifted downward by 1.25 × 10-6 M dobutamine. Dobutamine decreased the slope of the Ttotal-sigma es relationship, with the result that Ttotal was shortened a relatively larger amount with dobutamine at high sigma es compared with at low sigma es (Fig. 8C).

T75-25-sigma Relationship in Both Isovolumic and Ejecting Beats

The foregoing analyses characterize the effects of CGP-48506, EMD-57033, and dobutamine on relaxation separately in isovolumic and ejecting beats. To determine directly whether the effect of these drugs on relaxation was different in isovolumic versus ejecting beats, we performed an analysis that fit Eq. 8 to the combined data from isovolumic and ejecting beats. The average fits computed from Eq. 8 for these T75-25-sigma relationships are shown in Fig. 9. The T75-25-sigma relationships were fit well by Eq. 8 in all three groups, with R2 equal to 0.98, 0.99, and 0.98 for the CGP, EMD, and dobutamine groups, respectively.


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Fig. 9.   Effect of 6 × 10-6 M CGP-48506 (A), 2 × 10-6 M EMD-57033 (B), and 1.25 × 10-6 M dobutamine (C) on T75-25-wall stress (sigma ) relationship in data combined from both isovolumic and ejecting beats (T75-25 in s and sigma  in mmHg). For clarity of presentation, individual observations from 8 hearts are not shown (between-heart variation is similar to that shown in Fig. 5). Dashed lines show regression fit to control observations using Eq. 8, ignoring dummy variables, and represent average control fit for all 8 hearts. Similarly, solid lines show regression fit to drug-treatment observations using Eq. 8, ignoring dummy variables, and represent average drug-treatment fit for all 8 hearts. See Fig. 3 for explanation of relationship between isovolumic and ejecting data; see text and Table 1 for details of regression fits to Eq. 8.

The effect of ejection on relaxation could enter either directly (i.e., the term fcCs in Eq. 8) or as a work-related term (i.e., fcsigma Cs · sigma es in Eq. 8). In a regression model this complex, it is difficult to determine unequivocally which of these two possibilities is involved. For example, in the control state, fc was significant for the CGP and EMD groups (P < 0.001; Table 1), whereas fcsigma was significant for the CGP and dobutamine groups (P < 0.001; Table 1). In the absence of a more consistent finding in the control state, we will not attempt to interpret either effect separately but rather will treat these as a lumped effect of Cs.

Drug-induced changes in the stress-independent effects of ejection are represented by the coefficients fcd and fsigma cd in Eq. 8. If either coefficient is significant, the effect of the drug treatment on relaxation (as judged by the T75-25-sigma relationship) is different in ejecting versus isovolumic beats. The coefficient fsigma cd in Eq. 8 was not significant in any of the drug treatment groups (all P > 0.18; Table 1). In the CGP group, fcd was significant (P < 0.001; Table 1), indicating that CGP-48506 affects relaxation in ejecting beats differently from in isovolumic beats. Furthermore, the coefficient fd was not significant (P = 0.13; Table 1), indicating that there isno CGP-48506-induced offset in the combined T75-25-sigma relationship. Thus the only effect of CGP-48506 is to influence relaxation in ejecting beats but not in isovolumic beats (these effects are readily apparent visually in Fig. 9 and can also be appreciated by comparing Figs. 5A and 7A). In contrast, in the EMD group, fcd was not significant (P = 0.27; Table 1), indicating that EMD-57033 does not affect relaxation in ejecting beats differently from in isovolumic beats; that is, EMD-57033 slows relaxation similarly in both isovolumic and ejecting beats as indicated by the significance of the coefficient fd (P < 0.001; Table 1), which signifies a simple EMD-57033-induced offset in the combined T75-25-sigma relationship (Fig. 9). Finally, in the dobutamine group both fd and fcd were significant (P < 0.009; Table 1). Thus dobutamine speeds relaxation in both ejecting and isovolumic beats (i.e., fd is significant and negative), but it diminishes the effect of ejection to speed relaxation (i.e., fcd is significant and positive) (Fig. 9).

    DISCUSSION
Top
Abstract
Introduction
Methods
Results
Discussion
References

We applied a comprehensive analysis of LV relaxation that encompassed both isovolumic and ejecting beats to identify the lusitropic effects caused by different positive inotropic interventions. Our principal findings are that the two specific Ca2+ sensitizers, EMD-57033 and CGP-48506, have very different effects on LV relaxation and that differences in the effects of these two drugs depend on the mode of LV contraction. At the concentrations we used, neither EMD-57033 nor CGP-48506 has been shown to have significant confounding effects that might also influence relaxation. EMD-57033 does not significantly inhibit PDE III activity at concentrations <5 × 10-6 M (19), and CGP-48506 does not significantly inhibit PDE III activity at concentrations <3 × 10-4 M (17, 27). Further, at these concentrations neither drug affects Ca2+ binding to troponin C (19, 24). Finally, although CGP-48506 has been reported to increase L-type Ca2+-channel conductance, this effect was at a high concentration, 10-4 M (10). Accordingly, we assume that the differences we observed reside in differential effects of these drugs "downstream" from troponin C.

Effect of Ca2+ Sensitizers on Relaxation in Isovolumic Beats

As we have shown previously (20, 21), all hearts studied showed a positive relationship between T75-25 and sigma peak. This means that any positive inotropic drug will slow relaxation because it will increase wall stress. However, if a positive inotropic drug also has an effect on relaxation that is independent of its effect to increase wall stress (i.e., a so-called lusitropic effect), this independent lusitropic effect would be evident as a shift in the T75-25-sigma peak relationship. Hence, the overall effect on relaxation of a given dose of drug will be due to the balance of its stress-dependent and stress-independent effects.

EMD-57033 shifted the T75-25-sigma peak relationship in isovolumic beats upward. Thus, in addition to the effect of EMD-57033 to slow relaxation because its positive inotropic effect increased sigma peak, it also has a stress-independent negative lusitropic effect that further slowed relaxation by increasing T75-25 at any given sigma peak (21). In contrast, CGP-48506, when administered to give a similar increase in inotropic state, has a negligible effect on relaxation; that is, it did slow relaxation, as would any positive inotropic intervention, because it increased sigma peak. However, this is the only effect of CGP-48506, because the T75-25-sigma peak relationships with and without CGP-48506 were nearly superimposed.

For comparison, and as further validation of this framework for analyzing LV relaxation, we also studied the effect of 1.25 × 10-6 M dobutamine on the T75-25-sigma peak relationship. We chose a beta -agonist because its effect via the adenosine 3',5'-cyclic monophosphate-dependent protein kinase led us to predict that it would cause a downward shift in the T75-25-sigma peak relationship [consistent with its effect as shown in Zile et al. (25)]. Indeed, our analysis shows that dobutamine has a strong positive lusitropic effect.

Effect of Ca2+ Sensitizers on Relaxation in Ejecting Beats

An important result of the present study is the extension of the stress-dependent relaxation relationship to encompass ejecting beats by relating T75-25 to sigma es. In our analysis of ejecting beats, it is also apparent that the three inotropic agents studied have distinctly different lusitropic effects. The effects of both EMD-57033 and dobutamine on stress-dependent relaxation in ejecting beats are, at first glance, similar to their respective effects in isovolumic beats (compare Figs. 5 and 7); that is, at all values of wall stress, EMD-57033 slows relaxation in both isovolumic and ejecting beats and dobutamine speeds relaxation in both isovolumic and ejecting beats. The effect of CGP-48506 in ejecting beats differs slightly from its effect in isovolumic beats: in ejecting beats there is a small, nonparallel shift in the T75-25-sigma es relationship such that relaxation is slowed slightly at the lowest values of sigma es.

Furthermore, as shown in Eq. 8 and Fig. 9, by combining the measurements of T75-25, sigma peak from isovolumic beats, and sigma es and Cs from ejecting beats, we can determine directly whether the lusitropic effect of these positive inotropic drugs, as judged by the T75-25-sigma relationship, is different in ejecting versus isovolumic beats. This analysis shows that EMD-57033 affects stress-dependent relaxation in a similar way in both ejecting and isovolumic beats, whereas both CGP-48506 and dobutamine affect stress-dependent relaxation in ejecting beats differently from how they affect it in isovolumic beats. For CGP-48506 and EMD-57033, the result of this combined analysis agrees with the interpretation made when comparing separate data for isovolumic and ejecting beats in T75-25-sigma peak Relationship in Isovolumic Beats and T75-25-sigma es Relationship in Ejecting Beats. However, for dobutamine the result of this combined analysis suggests that its effect was different for isovolumic versus ejecting beats, which is difficult to appreciate from a visual comparison of the separate data shown in Figs. 5C and 7C. In summary, EMD-57033 slows relaxation similarly in both ejecting and isovolumic beats. CGP-48506 affects relaxation differently in ejecting versus isovolumic beats: it does not affect relaxation in isovolumic beats but reduces the effect of ejection to speed relaxation. Unlike CGP-48506, dobutamine affects relaxation in both ejecting and isovolumic beats but, like CGP-48506, it reduces the effect of ejection to speed relaxation.

Evaluation of the lusitropic effect of such drugs in ejecting beats is more complex than in isovolumic beats because, in addition to an effect on duration of relaxation, as quantified by T75-25, these drugs potentially affect the time of relaxation onset. Hence, we performed an additional analysis, relating Tej to sigma es (Fig. 6) according to Eq. 7. The effect of the two Ca2+ sensitizers is qualitatively similar in this analysis. Both drugs reduce Tej by a small amount at low sigma es and increase Tej at larger sigma es. These two drugs differ quantitatively in that CGP-48506 reduces Tej over a broader range of sigma es than does EMD-57033. In contrast, dobutamine reduces Tej over most of the range of sigma es in the ejecting beats. The effect of these drugs on T75-25 and Tej, combined, produces an overall effect on the duration of beat. The Ttotal-sigma es relationship in ejecting beats is affected by these three inotropic drugs in virtually the same manner as the T75-25-sigma peak relationship in isovolumic beats was affected.

The more complex nature of relaxation in ejecting beats has been highlighted previously, and the determinant of relaxation rate in ejecting beats has been suggested to be, variously, load (26) or ejection timing (12). Our approach is much like that of Zile et al. (25, 26), who related relaxation to ventricular loading and showed that the beta -agonist isoproterenol shifted the relaxation-load relationship (25). We treated load (sigma  in our study) as the determinant of relaxation rate (T75-25) in ejecting beats because it allowed us to analyze both isovolumic and ejecting beats in a similar manner. Moreover, doing so allowed us to combine data from both isovolumic and ejecting beats to evaluate whether an intervention had a different effect on isovolumic versus ejecting beats. We treated ejection timing as another important feature of relaxation in ejecting beats but did not treat ejection timing as a determinant of relaxation rate, as did Hori et al. (12). Because both Tej (Fig. 6) and T75-25 (Fig. 7) depend on sigma es, it is apparent that Tej and T75-25 could be analyzed in such a way as to treat Tej as a "determinant" of T75-25. However, it was not our intent to decouple Tej from sigma es so as to identify which was really the determinant of T75-25. Rather, we treated sigma es as the determinant of T75-25, because doing so allowed a consistent framework for analyzing the effects of interventions on relaxation in both isovolumic and ejecting beats.

Mechanism(s) of Action of CGP-48506 and EMD-57033

Although CGP-48506 has not been studied as widely as EMD-57033, two recent studies suggested that the mechanism of Ca2+ sensitization of CGP-48506 was different from the mechanism of EMD-57033. The effects of both drugs have been studied in isolated adult rat cardiomyocytes (19, 24). Although 1 × 10-6 M EMD-57033 significantly decreased resting myocyte length in these freely shortening cells, 1 × 10-5 M CGP-48506 did not affect resting myocyte length (24). Accordingly, it was concluded that CGP-48506, unlike the thiadiazinones such as EMD-57033, would not severely impair relaxation (24). Our results from the whole heart support this interpretation. We showed that CGP-48506 has little lusitropic activity beyond its effect, which it shares with all positive inotropic drugs, to increase T75-25 because it increased wall stress. In contrast, EMD-57033 has a negative lusitropic effect that slows relaxation more than is attributable to increased wall stress.

In a detailed study comparing EMD-57033 and CGP-48506 in both live and skinned fiber preparations, Palmer et al. (18) concluded that CGP-48506 and EMD-57033 increased the Ca2+ sensitivity of myofilaments via different mechanisms. One conclusion from their findings was that CGP-48506 did not affect the tension cost (i.e., did not shift the ATPase-force relationship) and that, therefore, assuming the number of cross bridges and force per cross bridge were unaffected [following Brenner (1)], CGP-48506 did not affect the cross-bridge detachment rate (gapp). On the basis of this finding and others, they proposed that CGP-48506 affected the transition from the detached to the weakly bound state. In contrast, they proposed that the site of action of EMD-57033 was at the weak-to-strong transition.

Our results from the whole heart are consistent with the interpretation that CGP-48506 does not affect gapp. However, we do not think our results allow us to speculate further about specific differences in the site(s) of action(s) of these two drugs that would be implied by a differential effect in ejecting versus isovolumic beats. Nevertheless, our results show that the Ca2+-sensitizing effects of CGP-48506 and EMD-57033 must be mediated by different sites of action on the myofilaments.

Using T75-25-sigma Relationship to Evaluate Lusitropy

Our analysis of the positive relationship between LV relaxation and wall stress is grounded in our initial whole heart study (20) and has strong support from an isolated rat trabecular study (13), which showed that, in isosarcomeric contractions, the twitch duration was a function of peak twitch force only and was independent of sarcomere length.

The implication of a positive T75-25-sigma relationship is that any positive inotropic drug will slow LV relaxation because it increases LV wall stress. When comparing one beat in the absence of a positive inotropic drug to another beat in the presence of drug, the net effect on relaxation will be the balance of this effect due to increased wall stress and any stress-independent lusitropic effect the drug may have. Accordingly, evaluation of a drug's effect by comparing only two beats will not allow discrimination between the negative lusitropic effect that would be present with any inotropic interven- tion of the same magnitude (i.e., slowed relaxation due to increased wall stress) and the stress-independent lusitropic effect of the drug.

The necessity for such an evaluation is depicted in Fig. 10, which shows a family of four hypothetical T75-25-sigma relationships. Three of these depict the results of this study, whereas the fourth depicts a hypothetical positive inotropic agent (Fig. 10, line C) with a smaller positive lusitropic effect than dobutamine (line D). Assume, for argument's sake, that all four drugs result in the same positive inotropic effect, and thus the same increased wall stress, as indicated by the vertical dashed line in Fig. 10. The arrows emanating from point 1 (i.e., the hypothetical baseline state) on the control curve (Fig. 10, line B) show the summed effect of the increased wall stress plus the stress-independent effect of the drug (i.e., shift of the curve up or down) on relaxation. Of most significance for the purposes of this illustration, consider the effect of the hypothetical inotrope (Fig. 10, line C), which has a net effect to shift the LV from point 1 to point 4. The net effect of this drug is, in fact, to slow relaxation when judged only by comparing a beat at point 1 with a beat at point 4. However