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Position dependent diffusion tensors in anisotropic media from simulation: oxygen transport in and through membranes

机译:通过模拟得出各向异性介质中与位置有关的扩散张量:氧气在膜中和通过膜的传输

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摘要

A Bayesian-based methodology is developed to estimate diffusion tensors from molecular dynamics simulations of permeants in anisotropic media, and is applied to oxygen in lipid bilayers. By a separation of variables in the Smoluchowski diffusion equation, the multidimensional diffusion is reduced to coupled one-dimensional diffusion problems that are treated by discretization. The resulting diffusivity profiles characterize the membrane transport dynamics as a function of the position across the membrane, discriminating between diffusion normal and parallel to the membrane. The methodology is first validated with neat water, neat hexadecane, and a hexadecane slab surrounded by water, the latter being a simple model for a lipid membrane. Next, a bilayer consisting of pure 1-palmitoyl 2-oleoyl phosphatidylcholine (POPC), and a bilayer mimicking the lipid composition of the inner mitochondrial membrane, including cardiolipin, are investigated. We analyze the detailed time evolution of oxygen molecules, in terms of both normal diffusion through and radial diffusion inside the membrane. Diffusion is fast in the more loosely packed interleaflet region, and anisotropic, with oxygen spreading more rapidly in the membrane plane than normal to it. Visualization of the propagator shows that oxygen enters the membrane rapidly, reaching its thermodynamically favored center in about 1 ns, despite the free energy barrier at the head group region. Oxygen transport is then quantified by computing the oxygen permeability of the membranes and the average radial diffusivity, which confirm the anisotropy of the diffusion. The position dependent diffusion constants and free energies are used to construct compartmental models and test assumptions used in estimating permeability, including Overton’s rule. In particular, a hexadecane slab surrounded by water is found to be a poor model of oxygen transport in membranes because the relevant energy barriers differ substantially.
机译:开发了一种基于贝叶斯的方法,通过各向异性介质中渗透物的分子动力学模拟来估计扩散张量,并将其应用于脂质双层中的氧。通过分离Smoluchowski扩散方程中的变量,多维扩散被简化为通过离散化处理的耦合一维扩散问题。所得的扩散率曲线将膜传输动力学表征为跨膜位置的函数,从而在法线扩散和平行于膜的扩散之间进行区分。该方法首先用纯水,纯十六烷和被水包围的十六烷平板验证,后者是脂质膜的简单模型。接下来,研究了由纯的1-棕榈酰基2-油酰基磷脂酰胆碱(POPC)组成的双层,以及模仿包括心磷脂在内的线粒体内膜脂质组成的双层。我们通过膜内的正常扩散和径向扩散分析了氧分子的详细时间演化。扩散在较松散的小叶间区域迅速扩散,且各向异性,并且氧在​​膜平面内的扩散速度快于其正常方向。繁殖器的可视化显示,尽管头组区域具有自由能垒,但氧气仍迅速进入膜,在约1 ns内到达其热力学上有利的中心。然后,通过计算膜的透氧性和平均径向扩散率来量化氧气的输送,从而确定了扩散的各向异性。位置相关的扩散常数和自由能用于构造隔室模型和用于估计渗透率的测试假设,包括Overton规则。特别地,发现水包围的十六烷平板是膜中氧传输的不良模型,因为相关的能垒显着不同。

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