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豚鼠中耳积液模型中中耳传递函数的变化

Change of middle ear transfer function in otitis media with effusion model of guinea pigs.

作者信息

Dai Chenkai, Gan Rong Z

机构信息

School of Aerospace and Mechanical Engineering and Bioengineering Center, University of Oklahoma, Norman, OK 73019, USA.

出版信息

Hear Res. 2008 Sep;243(1-2):78-86. doi: 10.1016/j.heares.2008.05.010. Epub 2008 Jun 13.

Abstract

Otitis media with effusion (OME) is an inflammatory disease of the middle ear that causes most cases of conductive hearing loss observed in the pediatric population. With the long term goal of evaluating middle ear function with OME, the aim of the current study was to create an animal model of OME in which middle ear transfer functions could be measured. In guinea pigs, OME was created by injecting lipopolysaccharide (LPS) into the middle ear. Evidence of OME was assessed by otoscopy, tympanometry, histology, and by measuring the volume of fluid in the middle ear. Vibrations of the umbo and round window membrane were measured with a laser Doppler vibrometer at frequency range of 200-40 kHz in three groups of 3, 7, and 14 days after injection of LPS. Changes in displacement of the umbo and round window membrane in response to 80 dB SPL sound in the ear canal were measured across the frequency range. Displacement of both the umbo and round window membrane was reduced at all time points following LPS injections. Further, the change of the displacement transmission ratio (DTR) from the tympanic membrane to the round window occurred mainly in chronic (e.g. 14 days post-LPS injection) OME ears. This study provides useful data for analyzing the change of middle ear transfer function in OME ears.

摘要

分泌性中耳炎(OME)是一种中耳的炎性疾病,它导致了儿科人群中观察到的大多数传导性听力损失病例。为了实现评估OME中耳功能的长期目标,本研究的目的是创建一种可以测量中耳传递函数的OME动物模型。在豚鼠中,通过向中耳注射脂多糖(LPS)来创建OME。通过耳镜检查、鼓室图、组织学以及测量中耳内的液体体积来评估OME的证据。在注射LPS后的3、7和14天的三组豚鼠中,使用激光多普勒振动计在200 - 40 kHz的频率范围内测量鼓膜脐部和圆窗膜的振动。在整个频率范围内测量耳道内80 dB SPL声音引起的鼓膜脐部和圆窗膜位移的变化。在注射LPS后的所有时间点,鼓膜脐部和圆窗膜的位移均降低。此外,从鼓膜到圆窗的位移传递率(DTR)的变化主要发生在慢性(例如LPS注射后14天)OME耳朵中。本研究为分析OME耳朵中耳传递函数的变化提供了有用的数据。

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