Articles |
the Department of Physiology, Loyola University Chicago, School of Medicine, Maywood, Ill. E-mail rbrande@luc.edu
| Abstract |
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Key Words: heart force ATP hydrolysis oxidative phosphorylation dehydrogenase
| Introduction |
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Although various parameters have been proposed to control flux through the respiratory chain, matching ATP production to energy demand, no general model has been agreed on.1 2 Nevertheless, most investigators believe that [O2] is not limiting in vivo,1 and in this case, most current theories and experimental results indicate that respiration rate (and therefore ATP production rate) depends on three cytosolic parameters (see Fig 1
), [ADP], [ATP], and [Pi]3 (or combinations such as [ATP]/[ADP][Pi]4 or [ATP]/[ADP]5 ), and on [NADH]m2 3 6 (or [NADH]m/[NAD+]m4 ). In particular, during conditions of nonlimiting [ADP], it has been suggested that [NADH]m may exert strong control of the oxidative phosphorylation rate and cellular energetic state.2 3 7
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During increased work, either increased [ADP]/[ATP], [NAD+]m/[NADH]m, or [Ca2+]m may cause increased NADH production rate8 and, consequently, [NADH]m (provided that the [NADH]m consumption rate is not correspondingly increased; see Fig 1
). [Ca2+]m has been implicated for two reasons. First, increases in [Ca2+]c often accompany increased energy consumption (eg, during muscle contraction, hormone secretion, or neuronal activity), and increased [Ca2+]c has been shown to increase [Ca2+]m.9 Second, there is clear evidence from isolated mitochondria and isolated enzymes that Ca2+ can stimulate three key mitochondrial enzymes: pyruvate dehydrogenase, NAD-linked isocitrate dehydrogenase, and 2-oxoglutarate dehydrogenase.8 10 11 Thus, as outlined in Fig 1
, when work is associated with increased [Ca2+]c and, subsequently, [Ca2+]m, NADH production may be stimulated.
We have previously shown that with nonlimiting O2 supply in intact heart muscle, increased work caused decreased [NADH]m and that prolonged stimulation caused a partial recovery of [NADH]m.12 However, we had no evidence regarding the mechanism of this recovery. We hypothesized that the recovery may have been caused by a work-dependent increase of [ADP]/ATP], [NAD+]m/[NADH]m, or [Ca2+]m. Furthermore, during increased work in vivo, there is currently no direct evidence demonstrating a Ca2+-dependent stimulation of [NADH]m or the role of Ca2+ in regulation of the oxidative phosphorylation rate. The main goal of the present study was therefore to explicitly test, for the first time, whether the recovery of [NADH]m during sustained increases in work depended on Ca2+. This was examined by increasing work by Ca2+-dependent and Ca2+-independent means.
| Materials and Methods |
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200-µm diameter) were isolated from rat right ventricle as described previously.12 Briefly, brown male LBN-F1 rats (370 to 510 g) were deeply anesthetized and anticoagulated by injecting 65 mg pentobarbital and 1000 U heparin intraperitoneally. The hearts were excised and then perfused at
28°C using the Langendorff method before removing the trabeculae. The perfusion solution contained (mmol/L) NaCl 108, KCl 21, MgCl2 1.2, CaCl2 0.5, NaHCO3 24, glucose 4, and sodium pyruvate 10, along with insulin (20 U/L), and was equilibrated with a 95% O2/5% CO2 gas mixture to produce pH 7.40 (at 24°C). After dissection, the muscle was mounted in a muscle chamber, paced at 0.5 Hz, and superfused at 15 mL/min with the solution described above, except that 6 mmol/L KCl, instead of 21 mmol/L, was used and the temperature was 24°C. This solution was used for all experiments except for the [CaCl2], which depended on protocol (see below). Muscle force was measured during isometric contractions, and sarcomere length was varied by adjusting muscle stretch. Sarcomere length was assessed from laser light (Uniphase 102-4) diffraction patterns, created by transmitting the light through the muscle.13
[NADH]m Measurements
[NADH]m was assessed using methods described previously.12 Briefly, the trabeculae were excited by light at 350 nm, and fluorescence was detected at 385 and 456 nm. The fluorescence signal at 456 nm predominantly arises from mitochondrial NADH14 15 and motion artifact, whereas the reference signal at 385 nm mainly reflects motion artifact.12 We used a previously developed method to eliminate the motion artifact from the fluorescence signal at 456 nm by dividing it with a modified reference signal.12 [NADH]m was calibrated to obtain the NADH ratio (NADH/NAD+) by using sodium cyanide to maximally reduce NAD+ and carbonyl cyanide p-(trifluoromethoxy)phenylhydrazone (FCCP) to maximally oxidize it; see Brandes and Bers12 for further technical details.
Assessment of ATP Hydrolysis Rate and Data Analysis
Time-averaged force was used as an index of work-related ATP hydrolysis rate.12 This indirect and simplified measure assumes that the ATP hydrolysis rate is related to active force during the whole (isometric) contraction cycle.16 A 0.2-Hz low-pass filter was applied to the force signal to obtain average force by using software digital filtering (MicroCal Software Inc). The signal-to-noise ratio of the fluorescence ratio was similarly improved by digital low-pass filtering. Results were reported as mean±SE. Statistical analysis was performed using Student's t test (paired where applicable), and differences were considered significant at P<.05.
Experimental Protocols
To separate effects of Ca2+-dependent and Ca2+-independent mechanisms regulating [NADH]m during altered work, three different types of protocol were used. In the first, various standard perfusion solutions with increasing [Ca2+]o (0.3, 0.6, and 2.0 mmol/L) were used at constant pacing frequency (1 Hz) and maximum sarcomere length. This is expected to increase the intracellular Ca2+ transient amplitude and time-averaged [Ca2+]c, as well as time-averaged force (work). In the second protocol, the pacing frequency was varied from 0.25 to 3 Hz at constant [Ca2+]o (2 mmol/L) and maximum sarcomere length. This is also expected to increase the time-averaged [Ca2+]c and work, although the individual Ca2+ transients may be less affected.17 In the third protocol, sarcomere length (and consequently myofilament overlap) was varied from a length (at peak of contraction) of
1.7 µm to maximum (
2.1 to 2.2 µm) at constant pacing frequency (1 Hz) and [Ca2+]o (2 mmol/L). This is expected to increase work without significantly altering the Ca2+ transient amplitudes.13
| Results |
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Fig 2A
demonstrates that the increase in time-averaged force, or work, caused [NADH]m to rapidly decrease to MIN. However, during sustained work elevation, [NADH]m partially recovered to a new steady state level (SS) slightly below the original control value, creating an apparent undershoot. When [Ca2+]o was reduced back to 0.3 mmol/L, there was a transient overshoot of [NADH]m, causing it to reach MAX before it eventually returned to the original control level. These dynamic changes in [NADH]m were more pronounced when increasing [Ca2+]o from 0.3 to 2 mmol/L rather than 0.6.
Increased pacing frequency is a second direct way to increase both time-averaged [Ca2+]c and work. Fig 2B
shows that in contrast to increased [Ca2+]o, increased pacing frequency did not dramatically alter the amplitudes of individual contractions.17 The slight negative force-frequency relationship typically observed in rat ventricle was also observed here and may be associated with a small reduction in individual Ca2+ transients.17 However, our large increase in the number of Ca2+ transients per unit time (twofold to eightfold) more than offset this effect, such that time-averaged [Ca2+]c and force would be considerably elevated, as shown in Fig 2B
. Fig 2B
further demonstrates an undershoot and overshoot of [NADH]m qualitatively similar to that seen for altered [Ca2+]o (Fig 2A
). Again, larger increments in work (average force) produced larger initial decreases in [NADH]m (MIN) and larger overshoots (MAX) upon the abrupt reduction in work and ATP consumption rate.
The rapid initial decrease in [NADH]m, upon a sudden increase in work using either protocol, can be explained by a rapid increase of NADH consumption via an increased oxidative phosphorylation rate, which is not matched by a corresponding stimulation of the NADH production rate (via the tricarboxylic acid cycle). That is, decreased [NADH]m is a consequence of stimulation of oxidative phosphorylation by a parameter other than NADH. Furthermore, since [NADH]m is lowered under these conditions, the initial increase in the oxidative phosphorylation rate cannot be controlled by increased [NADH]m (or redox potential).
The recovery of [NADH]m from the initial nadir, however, could reflect an additional mechanism that causes stimulation of NADH production, thereby opposing the initial decline of [NADH]m. If this mechanism was also slow to deactivate, that would explain the overshoot as well (ie, maintained stimulation of NADH production after consumption had declined). We hypothesize that the [NADH]m undershoot and overshoot are a consequence of slowly increasing and decreasing [Ca2+]m, which in turn would be related to the time-averaged value of [Ca2+]c.8 9 To test whether the initial decline and recovery of [NADH]m are Ca2+ dependent, work alone was next altered by a protocol that does not alter time-averaged [Ca2+]c.
Ca2+-Independent Changes of Work
To increase work without changing time-averaged [Ca2+]c, the sarcomere length was abruptly increased, because this has previously been shown to result in unaltered [Ca2+]c.13 24 Fig 2C
shows the effects of increasing work by increasing sarcomere length from a slack control length to various lengths, up to that generating maximum force, using constant frequency (1 Hz) and [Ca2+]o (2 mmol/L). At each length, the force transient amplitudes remained constant, suggesting that the Ca2+-transient amplitudes were also constant. The immediate response to the stretch is similar to that obtained by Allen and Kurihara,24 who reported that force quickly increased but that [Ca2+]c did not change significantly after a quick stretch from slack to optimum (maximum force). However, in contrast to our results, they also observed slowly increasing force and [Ca2+]c after the initial changes. This discrepancy may be explained by their use of a slack force that was only
5% of maximum compared with our shortest length, which produced
30% of maximum force. Furthermore, the time constant for the slow increase was
4 minutes, whereas our measurement time, at each length, was only
1 minute.
Fig 2C
demonstrates that the fall of [NADH]m was similar to that observed initially when increased work was associated with increased time-averaged [Ca2+]c (Fig 2A and 2B![]()
). However, in this case, in which time-averaged [Ca2+]c did not increase, there was neither recovery of [NADH]m during sustained work nor overshoot of [NADH]m on return to the initial sarcomere length. In Fig 2C
, MIN is equal to SS and therefore corresponds to the MIN values obtained in Fig 2A and 2B![]()
. This result supports the hypothesis that the partial recovery of [NADH]m, when work was elevated by increased frequency or [Ca2+]o, is Ca2+ dependent. Furthermore, this result also indicates that feedback by [ADP]/[ATP] or by [NAD+]m/[NADH]m was not responsible for the recovery or overshoot of [NADH]m observed in Fig 2A and 2B![]()
.8
Work-Dependent Initial Changes of [NADH]m
Fig 3A
demonstrates that the initial decrease of [NADH]m (MIN) as a function of work was qualitatively similar for all three protocols used to vary work. Thus, both the Ca2+-dependent protocols (changing [Ca2+]o or frequency) and the Ca2+-independent protocol (changing sarcomere length) caused [NADH]m to initially fall with increasing work. The initial decline in [NADH]m, resulting from increased rate of oxidative phosphorylation, was therefore independent of [Ca2+]c but depended on work level. Consequently, we conclude that the oxidative phosphorylation rate is initially not uniquely controlled by [NADH]m3 or [Ca2+]c.2
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The Ca2+-independent mechanism of [NADH]m downregulation during the initial stages of increased work is opposed by the Ca2+-dependent mechanism, which caused [NADH]m to recover (and overshoot) when using the frequency or [Ca2+]o protocol (Fig 2A and 2B![]()
). Based on Fig 3A
, the Ca2+-independent mechanism appears to be faster than the Ca2+-dependent recovery mechanism, because the slopes of the frequency and [Ca2+]o-dependent data were not shallower than the slope of the sarcomere lengthdependent data. This is consistent with the results of Fig 2A and 2B![]()
and with the notion that increased [Ca2+]m and activation of dehydrogenases occurs with some time lag after abrupt changes in time-averaged [Ca2+]c.8 9
Work- and Ca2+-Dependent Changes of [NADH]m During Sustained Work
Fig 3B
shows pooled data from experiments in which frequency was altered (as in Fig 2B
). It is clear that the Ca2+-dependent recovery mechanism limits the decline of [NADH]m (SS) versus the initial Ca2+-independent fall (MIN). Indeed, at higher work, SS fell only to a level that was within
12% of the control value. MAX during the overshoot also increases monotonically with work (measured immediately before the sudden reduction back to control). Pooled data using the protocol in which [Ca2+]o was altered produced qualitatively similar results.
Fig 3C
shows the relationship between the amount of [NADH]m recovery and work for the three protocols. The amount of [NADH]m recovery increases as a function of work when using increasing [Ca2+]o or frequency, whereas increasing sarcomere length shows no recovery of [NADH]m. This once again demonstrates the strict Ca2+ dependence of the [NADH]m recovery during sustained elevated work.
Kinetics of Ca2+-Dependent NADH Recovery
Our results also provide some kinetic information about the Ca2+-dependent activation of NADH production. When work was altered by increasing the pacing frequency from 0.25 to 1 Hz, [NADH]m recovered with
30 seconds (see Fig 2B
). This is similar to the rate of Ca2+ uptake by mitochondria in intact ventricular myocytes when the sarcoplasmic reticulum Ca2+ content was discharged into the cytosol (
41 seconds)25 and the rate of increased [Ca2+]m in intact rat ventricular myocytes in response to increased contraction frequency from 0 to 4 Hz (
40 seconds).9 The overshoot declined with 
35 seconds, similar to the kinetics of [Ca2+]m decline or Ca2+ efflux from the mitochondria in intact cells, 
21 seconds9 and 
45 seconds, respectively.26 Thus, the kinetics of the Ca2+-dependent stimulation of NADH production observed here in intact cardiac muscle likely reflect the kinetics of mitochondrial Ca2+ transport and the time needed for activation or deactivation of the mitochondrial dehydrogenases.
Work and Temperature Regimens
As we have discussed previously,12 a limitation of the results obtained here may be a result of using a nonphysiological temperature (24°C) and low work load. However, Fig 3A
demonstrated that the initial decrease of [NADH]m was related to work over the whole range of work levels studied here, from 25% to 160% of control, approaching the level in vivo.12 This suggests that increasing work further may lower the initial [NADH]m even more.
To evaluate the effects of using a physiological temperature and an even larger range of work levels, the frequency protocol was repeated at 37°C. Fig 4
shows that for the whole range of work levels (>13-fold increase) the results were qualitatively similar to those in Fig 2B
(at 24°C with a 6-fold increase in work levels). This suggests that the phenomena described here are not unique to studies at 24°C but also occur at physiological temperatures and pacing frequencies.
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| Discussion |
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When the increase in work was caused by increased time-averaged [Ca2+]c, [NADH]m slowly recovered. This is most likely a result of slowly increasing [Ca2+]m, which may stimulate mitochondrial dehydrogenases and, consequently, the flux of reducing equivalents through the tricarboxylic acid cycle to raise [NADH]m. The increased [NADH]m may subsequently further stimulate oxidative phosphorylation to better match the rate of ATP production to its consumption. In this scenario, the initially decreasing [NADH]m may correlate with increasing [ADP] and [Pi] (decreasing phosphorylation potential), whereas during [NADH]m recovery, [ADP] and [Pi] may decrease (increasing phosphorylation potential). Such large changes in [Pi] and [ADP] would occur only transiently and might not be observed in a typical (31P NMR) experiment, in which steady state phosphate levels are measured during increased work loads in vivo.3 27
However, using time-resolved 31P NMR, a transient increase in [ADP] was observed in intact perfused hearts within 30 seconds of increased work load by the addition of isoprenaline.28 In a pacing protocol, similar to that used in the present study, Elliott et al29 also demonstrated that [Pi] followed a time dependence that was the mirror image of the time dependence of [NADH]m observed here. Although increased [NADH]m and phosphorylation potential could occur without an increase in O2 consumption rate (or oxidative phosphorylation rate),7 Elliott et al showed that the O2 consumption rate also slowly increased after increased work (pacing frequency). These observations are consistent with the results obtained here and argues for shared control of the oxidative phosphorylation rate by [NADH]m (via [Ca2+]c) and phosphates. Specifically, the recovery of [NADH]m may switch some of the control of oxidative phosphorylation rate away from cytosolic phosphate control over to [NADH]m control.3
It has previously been suggested that oxidative phosphorylation may be exclusively controlled by either ADP (if [ADP] but not [NADH]m is rate limiting) or by NADH (if [NADH]m but not [ADP] is rate limiting).3 Therefore, at low but increasing work loads, [NADH]m may be constant while [ADP] increases and thereby increases the oxidative phosphorylation rate. Conversely, at higher increasing work loads, [ADP] may be constant while [NADH]m increases and thereby increases the oxidative phosphorylation rate. The progressive decline of [NADH]m with work observed in Fig 3A
(and Fig 4
), however, suggests that there was no such shift from an ADP- to an NADH-limited domain within the work regimen studied here.
The changes in cytosolic phosphates, driven by changes in [NADH]m, may also have important consequences for regulation of the cytosolic phosphorylation potential. Initially, with increased work, the phosphorylation potential may fall, but this may be opposed by rising [NADH]m, causing the phosphorylation potential to recover.7 This recovery may be necessary for maintaining the cytosolic energetic state needed for processes that hydrolyze ATP (eg, sarcoplasmic reticulum Ca2+ uptake).
Summarizing Model
Our results are most consistent with the following control mechanisms (see Fig 1
): Increased cytosolic [Ca2+] causes increased work and ATP hydrolysis rate (by myofilament and transport ATPases). Increased ATP hydrolysis rate, in turn, may cause increased [ADP] (and/or Pi), which could stimulate the oxidative phosphorylation rate (more than the NADH production rate) and thereby a fall in [NADH]m. On a slower time scale, cytosolic Ca2+ may enter the mitochondria and activate pyruvate dehydrogenase, NAD-linked isocitrate dehydrogenase, or 2-oxoglutarate (
-ketoglutarate) dehydrogenase. (Note that in the present study 10 mmol/L pyruvate was used, and this may limit the amount of Ca2+-dependent activation of pyruvate dehydrogenase.) Activation of the dehydrogenases is expected to increase the NADH production rate and consequently cause [NADH]m to recover. Increased [NADH]m may further increase the oxidative phosphorylation rate and/or cause [ADP] (and the cytosolic phosphorylation potential) to return toward control levels.
Thus, we provide the first clear experimental evidence in intact cardiac muscle to support the idea that [Ca2+]c is an important dynamic control signal for stimulating the reduction of mitochondrial NAD+ to NADH, thereby actively adjusting the cellular energy state during conditions of increased ATP consumption rate. Since an increase in time-averaged [Ca2+]c is a physiological stimulus causing the immediate increase of myofilament ATP consumption rates, the parallel but time-delayed Ca2+-dependent activation of mitochondrial dehydrogenases constitutes part of a feed-forward control of cellular energetic state.
| Selected Abbreviations and Acronyms |
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| Acknowledgments |
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| Footnotes |
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Received July 23, 1996; accepted October 15, 1996.
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S. Pepe, N. Tsuchiya, E. G. Lakatta, and R. G. Hansford PUFA and aging modulate cardiac mitochondrial membrane lipid composition and Ca2+ activation of PDH Am J Physiol Heart Circ Physiol, January 1, 1999; 276(1): H149 - H158. [Abstract] [Full Text] [PDF] |
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R. Brandes, L. S. Maier, and D. M. Bers Regulation of Mitochondrial [NADH] by Cytosolic [Ca2+] and Work in Trabeculae From Hypertrophic and Normal Rat Hearts Circ. Res., June 15, 1998; 82(11): 1189 - 1198. [Abstract] [Full Text] [PDF] |
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L. S. Maier, R. Brandes, B. Pieske, and D. M. Bers Effects of left ventricular hypertrophy on force and Ca2+ handling in isolated rat myocardium Am J Physiol Heart Circ Physiol, April 1, 1998; 274(4): H1361 - H1370. [Abstract] [Full Text] [PDF] |
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Z. Zhou, M. A Matlib, and D. M Bers Cytosolic and mitochondrial Ca2+ signals in patch clamped mammalian ventricular myocytes J. Physiol., March 1, 1998; 507(2): 379 - 403. [Abstract] [Full Text] [PDF] |
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C.J. Zuurbier and J.H.G.M. van Beek Mitochondrial Response to Heart Rate Steps in Isolated Rabbit Heart Is Slowed After Myocardial Stunning Circ. Res., July 19, 1997; 81(1): 69 - 75. [Abstract] [Full Text] |
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