Allen Institute for Cell Science, Seattle, Washington; Department of Biology, University of Washington, Seattle, Washington.
Department of Biology, University of Washington, Seattle, Washington; Applied ML Group, Microsoft CSE, Redmond, Washington.
Biophys J. 2021 Sep 21;120(18):4079-4090. doi: 10.1016/j.bpj.2021.08.006. Epub 2021 Aug 10.
During muscle contraction, myosin motors anchored to thick filaments bind to and slide actin thin filaments. These motors rely on energy derived from ATP, supplied, in part, by diffusion from the sarcoplasm to the interior of the lattice of actin and myosin filaments. The radial spacing of filaments in this lattice may change or remain constant during contraction. If the lattice is isovolumetric, it must expand when the muscle shortens. If, however, the spacing is constant or has a different pattern of axial and radial motion, then the lattice changes volume during contraction, driving fluid motion and assisting in the transport of molecules between the contractile lattice and the surrounding intracellular space. We first create an advective-diffusive-reaction flow model and show that the flow into and out of the sarcomere lattice would be significant in the absence of lattice expansion. Advective transport coupled to diffusion has the potential to substantially enhance metabolite exchange within the crowded sarcomere. Using time-resolved x-ray diffraction of contracting muscle, we next show that the contractile lattice is neither isovolumetric nor constant in spacing. Instead, lattice spacing is time varying, depends on activation, and can manifest as an effective time-varying Poisson ratio. The resulting fluid flow in the sarcomere lattice of synchronous insect flight muscles is even greater than expected for constant lattice spacing conditions. Lattice spacing depends on a variety of factors that produce radial force, including cross-bridges, titin-like molecules, and other structural proteins. Volume change and advective transport varies with the phase of muscle stimulation during periodic contraction but remains significant at all conditions. Although varying in magnitude, advective transport will occur in all cases in which the sarcomere is not isovolumetric. Akin to "breathing," advective-diffusive transport in sarcomeres is sufficient to promote metabolite exchange and may play a role in the regulation of contraction itself.
在肌肉收缩过程中,附着在粗丝上的肌球蛋白马达与肌动蛋白细丝结合并滑动。这些马达依赖于 ATP 提供的能量,部分 ATP 通过扩散从肌浆进入肌动蛋白和肌球蛋白丝晶格的内部提供。在收缩过程中,晶格中的细丝的径向间距可能会发生变化或保持不变。如果晶格是等容的,那么当肌肉缩短时它必须膨胀。然而,如果间距保持不变或具有不同的轴向和径向运动模式,那么晶格在收缩过程中会改变体积,驱动流体运动,并协助收缩晶格和周围细胞内空间之间的分子运输。我们首先创建了一个平流扩散反应流模型,并表明在没有晶格膨胀的情况下,进入和离开肌节晶格的流动会非常显著。平流输运与扩散相结合有潜力大大增强肌节内代谢物的交换。通过对收缩肌肉进行时间分辨的 X 射线衍射,我们接下来表明收缩晶格既不是等容的,也不是间距不变的。相反,晶格间距是时变的,取决于激活,并且可以表现为有效时变泊松比。在同步昆虫飞行肌肉的肌节晶格中,由此产生的流体流动甚至比恒定晶格间距条件下预期的还要大。晶格间距取决于产生径向力的各种因素,包括交联桥、类似肌联蛋白的分子和其他结构蛋白。体积变化和平流输运随周期性收缩过程中肌肉刺激的相位而变化,但在所有条件下仍然很重要。尽管幅度不同,但在肌节不是等容的情况下,平流输运将始终发生。类似于“呼吸”,肌节中的平流扩散运输足以促进代谢物交换,并可能在收缩本身的调节中发挥作用。