Absence of buckling in nerve fiber

S. Mazharimousavi, M. Halilsoy
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Abstract

In this study we give a geometrical model which employs the smoothness of nerve fibers as differentiable curves. We show that a nerve fiber may encounter large curvature due to the possible helicial bending and hence it could cause the fiber to buckle. However, its membrane structure provides a mechanism, entirely geometrical to avoid it. To overcome the challenge of emerging helix we project it into a plane.
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神经纤维无屈曲
本文提出了一种以神经纤维平滑度为可微曲线的几何模型。我们表明,由于可能的螺旋弯曲,神经纤维可能会遇到较大的曲率,因此它可能导致纤维弯曲。然而,它的膜结构提供了一种机制,完全几何来避免它。为了克服出现螺旋的挑战,我们把它投射到一个平面上。
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