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沟连接。关于外毛细胞参与耳蜗力学的一种方式。

The sulcus connection. On a mode of participation of outer hair cells in cochlear mechanics.

作者信息

de Boer E

机构信息

Academical Medical Centre (AMC), Amsterdam, The Netherlands.

出版信息

J Acoust Soc Am. 1993 May;93(5):2845-59. doi: 10.1121/1.406851.

Abstract

Motile outer hair cells (OHCs) can only participate well in cochlear mechanics when one end of the hair cells is more restrained in its movements than the other. On this thought a model of the organ of Corti (OoC) is developed in which (in every cross section) the tectorial membrane (TM) is considered to consist of two stiff segments connected by a hinge. Movements of the TM then induce movements of the fluid contained in the inner spiral sulcus (ISS) and the fluid dynamics of the sulcus will play an important part in restraining the top ends of the hair cells. Since the model is meant to reflect low-level phenomena, it is conceived as linear. For simplicity, it operates in the long-wave mode. The sulcus is considered as a narrow channel that is closed at both ends. Since the sulcus fluid is an independent energy-storage element of the system, the entire cochlear model, consisting of two main fluid channels, the organ of Corti (OoC), the three-element TM and the sulcus, and equipped with motile OHCs, can be described by a fourth-order differential equation, with four boundary conditions. It is shown that the model can ideally produce response curves that reflect more than 40 dB of cochlear gain. When the actual effect of the sulcus is taken into account, however, the maximum gain is reduced to approximately 30 dB. The main reason for the reduction is that the sulcus cannot produce a large enough pressure to restrain the upper ends of the OHCs.

摘要

只有当毛细胞的一端在运动中比另一端受到更多限制时,能动的外毛细胞(OHCs)才能很好地参与耳蜗力学。基于这一想法,建立了一个柯蒂氏器(OoC)模型,其中(在每个横截面中)盖膜(TM)被认为由通过铰链连接的两个刚性段组成。TM的运动进而引起内螺旋沟(ISS)中所含液体的运动,并且沟的流体动力学将在限制毛细胞的顶端方面发挥重要作用。由于该模型旨在反映低水平现象,所以将其构想为线性模型。为了简单起见,它以长波模式运行。沟被视为两端封闭的狭窄通道。由于沟内液体是系统的一个独立储能元件,整个耳蜗模型,由两个主要流体通道、柯蒂氏器(OoC)、三元盖膜和沟组成,并配备能动的OHCs,可以用一个具有四个边界条件的四阶微分方程来描述。结果表明,该模型理想情况下可以产生反映超过40 dB耳蜗增益的响应曲线。然而,当考虑沟的实际作用时,最大增益降低到约30 dB。增益降低的主要原因是沟不能产生足够大的压力来限制OHCs的上端。

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