Tanelian D L, Markin V S
Eugene McDermott Center for Pain Management, Department of Anesthesiology and Pain Management, University of Texas Southwestern Medical Center, Dallas 75235-9068, USA.
Biophys J. 1997 Mar;72(3):1092-108. doi: 10.1016/S0006-3495(97)78759-9.
Stimulation of the nervous system by substance P, a G protein-coupled receptor, and subsequent receptor internalization causes dendrites to change their shape from homogeneous cylinders to a heterogeneous string of swollen varicosities (beads) connected by thin segments. In this paper we have analyzed this phenomenon and propose quantitative mechanisms to explain this type of physical shape transformation. We developed a mathematical solution to describe the relationship between the initial radius of a cylindrical nerve fiber and the average radii of the subsequently created varicosities and connecting segments, as well as the periodicity of the varicosities along the nerve fiber. Theoretical predictions are in good agreement with our own and published experimental data from dorsal root ganglion neurons, spinal cord, and brain. Modeling the electrical properties of these beaded fibers has led to an understanding of the functional biophysical consequences of nerve fiber transformation. Several hypotheses for how this shape transformation can be used to process information within the nervous system have been put forth.
P物质(一种G蛋白偶联受体)对神经系统的刺激以及随后的受体内化,会导致树突的形状从均匀的圆柱体变为由细段连接的肿胀静脉曲张(珠子)组成的异质串。在本文中,我们分析了这一现象,并提出了定量机制来解释这种物理形状转变。我们开发了一种数学解决方案,以描述圆柱形神经纤维的初始半径与随后形成的静脉曲张和连接段的平均半径之间的关系,以及静脉曲张沿神经纤维的周期性。理论预测与我们自己以及来自背根神经节神经元、脊髓和大脑的已发表实验数据高度吻合。对这些串珠状纤维的电学特性进行建模,有助于理解神经纤维转变的功能生物物理后果。关于这种形状转变如何用于神经系统内信息处理,已经提出了几种假设。