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Monte Carlo analysis of obstructed diffusion in three dimensions: application to molecular diffusion in organelles.

机译:蒙特卡洛分析阻塞扩散的三个方面:在细胞器分子扩散中的应用。

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摘要

Molecular transport in the aqueous lumen of organelles involves diffusion in a confined compartment with complex geometry. Monte Carlo simulations of particle diffusion in three dimensions were carried out to evaluate the influence of organelle structure on diffusive transport and to relate experimental photobleaching data to intrinsic diffusion coefficients. Two organelle structures were modeled: a mitochondria-like long closed cylinder containing fixed luminal obstructions of variable number and size, and an endoplasmic reticulum-like network of interconnected cylinders of variable diameter and density. Trajectories were computed in each simulation for >10(5) particles, generally for >10(5) time steps. Computed time-dependent concentration profiles agreed quantitatively with analytical solutions of the diffusion equation for simple geometries. For mitochondria-like cylinders, significant slowing of diffusion required large or wide single obstacles, or multiple obstacles. In simulated spot photobleaching experiments, a approximately 25% decrease in apparent diffusive transport rate (defined by the time to 75% fluorescence recovery) was found for a single thin transverse obstacle occluding 93% of lumen area, a single 53%-occluding obstacle of width 16 lattice points (8% of cylinder length), 10 equally spaced 53% obstacles alternately occluding opposite halves of the cylinder lumen, or particle binding to walls (with mean residence time = 10 time steps). Recovery curve shape with obstacles showed long tails indicating anomalous diffusion. Simulations also demonstrated the utility of measurement of fluorescence depletion at a spot distant from the bleach zone. For a reticulum-like network, particle diffusive transport was mildly reduced from that in unobstructed three-dimensional space. In simulated photobleaching experiments, apparent diffusive transport was decreased by 39-60% in reticular structures in which 90-97% of space was occluded. These computations provide an approach to analyzing photobleaching data in terms of microscopic diffusive properties and support the paradigm that organellar barriers must be quite severe to seriously impede solute diffusion.
机译:细胞器水腔中的分子运输涉及在具有复杂几何形状的密闭隔室中扩散。进行了三维三维粒子扩散的蒙特卡罗模拟,以评估细胞器结构对扩散传输的影响,并将实验性光漂白数据与固有扩散系数相关联。对两个细胞器结构进行了建模:包含可变数目和大小的固定腔阻塞的线粒体状长封闭圆柱体,以及直径和密度可变的互连圆柱体的内质网状网络。在每个模拟中,通常对> 10(5)个时间步长计算> 10(5)个粒子的轨迹。计算的时间相关浓度曲线与简单几何形状的扩散方程的解析解定量地吻合。对于线粒体状圆柱体,扩散的显着减慢需要较大或较宽的单个障碍物或多个障碍物。在模拟的光斑漂白实验中,发现一个薄的横向障碍物占据了93%的管腔面积,一个53%的障碍物被遮挡了,视在扩散迁移率下降了25%(由到达75%荧光恢复的时间定义)。宽度16个晶格点(圆柱长度的8%),10个等距的53%障碍物交替地阻塞圆柱腔的相对的两半,或者粒子与壁结合(平均停留时间= 10个时间步长)。具有障碍物的恢复曲线形状显示出长尾巴,表明异常扩散。模拟还证明了在距漂白区较远的位置测量荧光消耗的效用。对于网状网络,粒子的扩散传输比无障碍三维空间的扩散缓慢。在模拟的光漂白实验中,在网状结构中,其90-97%的空间被遮挡,其表观扩散扩散减少了39-60%。这些计算提供了一种从微观扩散特性角度分析光漂白数据的方法,并支持了这样的范例:细胞器屏障必须非常严格才能严重阻碍溶质扩散。

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