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Physical model for the width distribution of axons

机译:轴突宽度分布的物理模型

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The distribution of widths of axons was recently investigated, and was found to have a distinct peak at an optimized value. The optimized axon width at the peak may arise from the conflicting demands of minimizing energy consumption and assuring signal transmission reliability. The distribution around this optimized value is found to have a distinct non-Gaussian shape, with an exponential "tail". We propose here a mechanical model whereby this distribution arises from the interplay between the elastic energy of the membrane surrounding the axon core, the osmotic pressure induced by the neurofilaments inside the axon bulk, and active processes that remodel the microtubules and neurofilaments inside the axon. The axon's radius of curvature can be determined by the cell's control of the osmotic pressure difference across the membrane, the membrane tension or by changing the composition of the different components of the membrane. We find that the osmotic pressure, determined by the neurofilaments, seems to be the dominant control parameter.
机译:最近研究了轴突宽度的分布,并发现在最佳值处具有明显的峰。最佳的轴突宽度可能是由于相互矛盾的需求而产生的,这些需求是将能量消耗最小化和确保信号传输可靠性的矛盾。发现围绕该优化值的分布具有明显的非高斯形状,具有指数“尾巴”。我们在这里提出一种机械模型,由此分布是由围绕轴突核心的膜的弹性能,由轴突内部的神经丝引起的渗透压与重塑轴突内部的微管和神经丝的活跃过程之间的相互作用产生的。轴突的曲率半径可以通过细胞对跨膜渗透压差的控制,膜张力或通过改变膜不同成分的组成来确定。我们发现,由神经丝决定的渗透压似乎是主要的控制参数。

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