Peyser Alexander, Nonner Wolfgang
Department of Physiology and Biophysics, University of Miami, Coral Gables, Florida 33146, USA.
Phys Rev E Stat Nonlin Soft Matter Phys. 2012 Jul;86(1 Pt 1):011910. doi: 10.1103/PhysRevE.86.011910. Epub 2012 Jul 11.
Electrical signaling via voltage-gated ion channels depends upon the function of a voltage sensor (VS), identified with the S1-S4 domain in voltage-gated K(+) channels. Here we investigate some energetic aspects of the sliding-helix model of the VS using simulations based on VS charges, linear dielectrics, and whole-body motion. Model electrostatics in voltage-clamped boundary conditions are solved using a boundary element method. The statistical mechanical consequences of the electrostatic configurational energy are computed to gain insight into the sliding-helix mechanism and to predict experimentally measured ensemble properties such as gating charge displaced by an applied voltage. Those consequences and ensemble properties are investigated for two alternate S4 configurations, α and 3(10) helical. Both forms of VS are found to have an inherent electrostatic stability. Maximal charge displacement is limited by geometry, specifically the range of movement where S4 charges and countercharges overlap in the region of weak dielectric. Charge displacement responds more steeply to voltage in the α-helical than in the 3(10)-helical sensor. This difference is due to differences on the order of 0.1 eV in the landscapes of electrostatic energy. As a step toward integrating these VS models into a full-channel model, we include a hypothetical external load in the Hamiltonian of the system and analyze the energetic input-output relation of the VS.
通过电压门控离子通道进行的电信号传导取决于电压传感器(VS)的功能,电压门控钾通道中的S1 - S4结构域可识别该电压传感器。在此,我们基于VS电荷、线性电介质和整体运动,通过模拟研究了VS滑动螺旋模型的一些能量方面。使用边界元法求解电压钳制边界条件下的模型静电学。计算静电构型能量的统计力学结果,以深入了解滑动螺旋机制,并预测实验测量的整体性质,如施加电压时移动的门控电荷。针对两种交替的S4构型,即α螺旋和3(10)螺旋,研究了这些结果和整体性质。发现两种形式的VS都具有固有的静电稳定性。最大电荷位移受几何结构限制,具体而言,是S4电荷与反电荷在弱电介质区域重叠的运动范围。α螺旋传感器中的电荷位移对电压的响应比3(10)螺旋传感器更陡峭。这种差异是由于静电能量态势中约0.1 eV量级的差异所致。作为将这些VS模型整合到全通道模型的一步,我们在系统的哈密顿量中纳入一个假设的外部负载,并分析VS的能量输入 - 输出关系。