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F-ATP 酶分子马达的弹性耦合动力冲程机制。

Elastic coupling power stroke mechanism of the F-ATPase molecular motor.

机构信息

School of Life Sciences, Arizona State University, Tempe, AZ 85287.

School of Life Sciences, Arizona State University, Tempe, AZ 85287

出版信息

Proc Natl Acad Sci U S A. 2018 May 29;115(22):5750-5755. doi: 10.1073/pnas.1803147115. Epub 2018 May 14.

Abstract

The angular velocity profile of the 120° F-ATPase power stroke was resolved as a function of temperature from 16.3 to 44.6 °C using a Δμ = -31.25 at a time resolution of 10 μs. Angular velocities during the first 60° of the power stroke (phase 1) varied inversely with temperature, resulting in negative activation energies with a parabolic dependence. This is direct evidence that phase 1 rotation derives from elastic energy (spring constant, κ = 50 ·rad). Phase 2 of the power stroke had an enthalpic component indicating that additional energy input occurred to enable the γ-subunit to overcome energy stored by the spring after rotating beyond its 34° equilibrium position. The correlation between the probability distribution of ATP binding to the empty catalytic site and the negative values of the power stroke during phase 1 suggests that this additional energy is derived from the binding of ATP to the empty catalytic site. A second torsion spring (κ = 150 ·rad; equilibrium position, 90°) was also evident that mitigated the enthalpic cost of phase 2 rotation. The maximum Δ was 22.6 , and maximum efficiency was 72%. An elastic coupling mechanism is proposed that uses the coiled-coil domain of the γ-subunit rotor as a torsion spring during phase 1, and then as a crankshaft driven by ATP-binding-dependent conformational changes during phase 2 to drive the power stroke.

摘要

在 10 μs 的时间分辨率下,使用 Δμ = -31.25,从 16.3°C 到 44.6°C 解析了 120° F-ATP 酶动力冲程的角速度分布作为温度的函数。动力冲程前 60°(第 1 相)的角速度随温度呈反比变化,导致激活能呈抛物线依赖性的负值。这直接证明第 1 相旋转来自于弹性能量(弹簧常数,κ = 50·rad)。动力冲程的第 2 相具有焓成分,表明额外的能量输入发生了,以使γ亚基在旋转超过其 34°平衡位置后克服弹簧储存的能量。ATP 与空催化位点结合的概率分布与第 1 相动力冲程的负值之间的相关性表明,这种额外的能量来自于 ATP 与空催化位点的结合。还明显存在第二个扭转弹簧(κ = 150·rad;平衡位置为 90°),这减轻了第 2 相旋转的焓成本。最大 Δ 为 22.6,最大效率为 72%。提出了一种弹性耦合机制,该机制在第 1 相期间使用 γ 亚基转子的卷曲螺旋域作为扭转弹簧,然后在第 2 相期间作为由 ATP 结合依赖性构象变化驱动的曲柄,从而驱动动力冲程。

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