Revealing the contribution of basilar membrane’s biological activity to the mechanism of the cochlear phonosensitive amplification

IF 4.5 2区 工程技术 Q1 MATHEMATICS, APPLIED
J. Y. Liang, Wenjuan Yao
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引用次数: 0

Abstract

Explaining the mechanism of the cochlear active phonosensitive amplification has been a major problem in medicine. The basilar membrane (BM) is the key infrastructure. In 1960, Nobel Laureate von Békésy first discovered BM’s traveling wave motion. Since that time, BM’s models only have considered the traveling wave but not the biological activity. Therefore, a new model considering changes of BM’s stiffness in space and time is established based on the immersed boundary method to describe its biological activity. It not only reproduces the results of traveling wave motion but also explains the mechanization on the generation of traveling wave. An important discovery is that changes of BM’s stiffness in space and time will cause the unstable global resonance, which will induce amplification of sounds in cochlea. An important inference is that biological activity shall be included in the application of mechanical principles to the analysis of life, which is the essential difference between biomechanics and general mechanics.

揭示基底膜生物活性对耳蜗声敏放大机制的贡献
解释耳蜗主动声敏放大的机制一直是医学上的一个主要问题。基底膜(BM)是关键的基础设施。1960年,诺贝尔奖获得者冯·贝克西首次发现BM的行波运动。从那时起,BM的模型只考虑了行波,而没有考虑生物活动。因此,在浸入边界法的基础上,建立了一个考虑BM刚度在空间和时间上变化的新模型来描述其生物活性。它不仅再现了行波运动的结果,而且解释了行波产生的机械化。一个重要的发现是,BM在空间和时间上的刚度变化会导致不稳定的全局共振,从而导致耳蜗中的声音放大。一个重要的推论是,力学原理应用于生命分析时应包括生物活动,这是生物力学与一般力学的本质区别。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
6.70
自引率
9.10%
发文量
106
审稿时长
2.0 months
期刊介绍: Applied Mathematics and Mechanics is the English version of a journal on applied mathematics and mechanics published in the People''s Republic of China. Our Editorial Committee, headed by Professor Chien Weizang, Ph.D., President of Shanghai University, consists of scientists in the fields of applied mathematics and mechanics from all over China. Founded by Professor Chien Weizang in 1980, Applied Mathematics and Mechanics became a bimonthly in 1981 and then a monthly in 1985. It is a comprehensive journal presenting original research papers on mechanics, mathematical methods and modeling in mechanics as well as applied mathematics relevant to neoteric mechanics.
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