TY - JOUR
T1 - Biophysical and functional consequences of receptor-mediated nerve fiber transformation
AU - Tanelian, Darrell L.
AU - Markin, Vladislav S.
N1 - Funding Information:
We wish to thank Professor Edgar T. Walters for allowing us permission to publish figure 3 from his paper (Clatworthy and Walters, 1993b) as Fig. 11 in our text. We also greatly appreciate his helpful discussion of his sensory physiology research. This work was supported by the Sid W. Richardson Foundation and the Jane and Bill Browning, Jr., Chair in Medical Science, held by D. L. Tanelian.
PY - 1997/3
Y1 - 1997/3
N2 - 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.
AB - 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.
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U2 - 10.1016/S0006-3495(97)78759-9
DO - 10.1016/S0006-3495(97)78759-9
M3 - Article
C2 - 9138558
AN - SCOPUS:0031056608
SN - 0006-3495
VL - 72
SP - 1092
EP - 1108
JO - Biophysical Journal
JF - Biophysical Journal
IS - 3
ER -