Mechanical effects of muscle contraction do not blunt sympathetic vasoconstriction in humans

Sympathetic vasoconstrictor responses are blunted in the vascular beds of contracting muscle (functional sympatholysis), but the mechanism(s) have been difficult to elucidate. We tested the hypothesis that the mechanical effects of muscle contraction blunt sympathetic vasoconstriction in human muscle. We measured forearm blood flow (Doppler ultrasound) and calculated the reductions in forearm vascular conductance (FVC) in response to reflex increases in sympathetic activity evoked via lower body negative pressure (LBNP). In protocol 1, eight young adults were studied under control resting conditions and during simulated muscle contractions using rhythmic forearm cuff inflations (20 inflations/min) with cuff pressures of 50 and 100 mmHg with the arm below heart level (BH), as well as 100 mmHg with the arm at heart level (HL). Forearm vasoconstrictor responses (%DeltaFVC) during LBNP were -26 +/- 2% during control conditions and were not blunted by simulated contractions (range = -31 +/- 3% to -43 +/- 6%). In protocol 2, eight subjects were studied under control conditions and during rhythmic handgrip exercise (20 contractions/min) using workloads of 15% maximum voluntary contraction (MVC) at HL and BH (similar metabolic demand, greater mechanical muscle pump effect for the latter) and 5% MVC BH alone and in combination with superimposed forearm compressions of 100 mmHg (similar metabolic demand, greater mechanical component of contractions for the latter). The forearm vasoconstrictor responses during LBNP were blunted during 15% MVC exercise with the arm at HL (-1 +/- 3%) and BH (-2 +/- 3%) compared with control (-25 +/- 3%; both P < 0.005) but were intact during both 5% MVC alone (-24 +/- 4%) and with superimposed compressions (-23 +/- 4%). We conclude that mechanical effects of contraction per se do not cause functional sympatholysis in the human forearm and that this phenomenon appears to be coupled with the metabolic demand of contracting skeletal muscle.     

Aerobic lactate synthesis by cardiac muscle.

Cardiac lactate production under aerobic conditions is absolutely dependent upon the availability of extracellular pyruvate. In the steady state, aerobic lactate output is largely independent of cardiac work load, but increases slightly when octanoate is included in addition to pyruvate in the perfusion fluid. Transient episodes of supra-normal lactate production are seen after sudden increases in cardiac work output, and also after transitions from octanoate to pyruvate in the perfusion media. These pulses of lactate production are invariably associated with the slow activation of pyruvate dehydrogenase in response to a sudden change in cardiac metabolic state, and they are abolished by pre-perfusion with dichloracetate, which converts pyruvate dehydrogenase into the fully active form. A second, additional component of the lactate pulses is sensitive to pre-perfusion with the transaminase inhibitor aminooxyacetate. The size of the second component is markedly dependent upon the precise protocol adopted for the experiment, and these variations suggest that the second component is associated with a major redistribution of cardiac Krebs' cycle intermediates and amino acids following the initial exposure to pyruvate-containing media. Steadystate aerobic lactate production is insensitive to both dichloroacetate and aminooxyacetate, and is thought to result from a direct exchange of malate for oxaloacetate across the heart mitochondrial membranes.     

Mysteries of muscle contraction

According to the cross-bridge theory, the steady-state isometric force of a muscle is given by the amount of actin-myosin filament overlap. However, it has been known for more than half a century that steady-state forces depend crucially on contractile history. Here, we examine history-dependent steady-state force production in view of the cross-bridge theory, available experimental evidence, and existing explanations for this phenomenon. This is done on various structural levels, ranging from the intact muscle to the myofibrillar and isolated contractile protein level, so that advantages and limitations of the various preparations can be fully exploited and overcome. Based on experimental evidence, we conclude that steady-state force following active muscle stretching is enhanced, and this enhancement has a passive and an active component. The active component is associated with the cross-bridge kinetics, and the passive component is associated with a calcium-dependent increase in titin stiffness.     

Considerations on muscle contraction

The independent force generator and the power-stroke cross-bridge model have dominated the thinking on mechanisms of muscular contraction for nearly the past five decades. Here, we review the evolution of the cross-bridge theory from its origins as a two-state model to the current thinking of a multi-state mechanical model that is tightly coupled with the hydrolysis of ATP. Finally, we emphasize the role of skeletal muscle myosin II as a molecular motor whose actions are greatly influenced by Brownian motion. We briefly consider the conceptual idea of myosin II working as a ratchet rather than a power stroke model, an idea that is explored in detail in the companion paper.     

Theory of muscle contraction II. Isotonic contraction

The theory of muscle contraction developed in Part I is extended to non-isometric cases. The basic feature of the approach is the strong viscous coupling of the movement of the counterionic (K⁺) layer with the movement of I-filaments. The surface conductance of the K⁺ layer governs the flux of H⁺ along the I-filaments which in turns regulates the rate of ATP hydrolysis. The energy output of the muscle becomes the function of its mechanical activity. By assuming linear dependence of the K⁺ layer's surface conductance on the velocity of shortening Hill's equation has been derived. With a set of reasonably chosen values of the basic parameters of the theory the values of Hill's constants have been computed. The theory has been also shown to provide the observed dependence of the isometric tension on the degree of the myofilamental overlap.     

Myoepithelial cell contraction and milk ejection are impaired in mammary glands of mice lacking smooth muscle alpha-actin

Mammary myoepithelial cells are specialized smooth musclelike epithelial cells that express the smooth muscle actin isoform: smooth muscle alpha-actin (ACTA2). These cells contract in response to oxytocin to generate the contractile force required for milk ejection during lactation. It is believed that ACTA2 contributes to myoepithelial contractile force generation; however, this hypothesis has not been directly tested. To evaluate the contribution of ACTA2 to mammary myoepithelial cell contraction, Acta2 null mice were utilized and milk ejection and myoepithelial cell contractile force generation were evaluated. Pups suckling on Acta2 null dams had a significant reduction in weight gain starting immediately postbirth. Cross-fostering demonstrated the lactation defect is with the Acta2 null dams. Carmine alum whole mounts and conventional histology revealed no underlying structural defects in Acta2 null mammary glands that could account for the lactation defect. In addition, myoepithelial cell formation and organization appeared normal in Acta2 null lactating mammary glands as evaluated using an Acta2 promoter-GFP transgene or phalloidin staining to visualize myoepithelial cells. However, mammary myoepithelial cell contraction in response to oxytocin was significantly reduced in isolated Acta2 null lactating mammary glands and in in vivo studies using Acta2 null lactating dams. These results demonstrate that lack of ACTA2 expression impairs mammary myoepithelial cell contraction and milk ejection and suggests that ACTA2 expression in mammary myoepithelial cells has the functional consequence of enhancing contractile force generation required for milk ejection.     

Theory of muscle contraction: I. Isometric contraction

For each molecule of ATP hydrolyzed by the ATPase at the subfragment 1 of the heavy meromyosin, one H⁺ is produced and remains associated with the myosin heads until a contact with the G-actins of the I-filaments is established. This contact is brought about by the calcium ions released in the sarcomeres by the sarcoplasmic reticulum at the arrival of nerve impulses. A rapid flux of protons along the I-filaments towards the Z-membrane down the concentration gradient leads to the buildup of a diffusion potential which in turn causes a charge-compensating movement of the diffused cationic layer around the I-filaments in the opposite direction. The latter movement exerts a viscous drag on the actins and tends to move the I-filaments deeper into the inter-A-filament spaces towards the M-line. A consistent and straightforward theory of muscular contraction is developed on these lines. The value of the isometric tension in striated muscle fiber of frog at slack length calculated on the basis of this theory agrees well with the measured value.