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具有快动力学和慢动力学的非线性生理系统建模。II. 应用于脑自动调节。

Modeling of nonlinear physiological systems with fast and slow dynamics. II. Application to cerebral autoregulation.

作者信息

Mitsis G D, Zhang R, Levine B D, Marmarelis V Z

机构信息

Department of Biomedical Engineering, University of Southern California, Los Angeles 90089-1451, USA.

出版信息

Ann Biomed Eng. 2002 Apr;30(4):555-65. doi: 10.1114/1.1477448.

Abstract

Dynamic autoregulation of cerebral hemodynamics in healthy humans is studied using the novel methodology of the Laguerre-Volterra network for systems with fast and slow dynamics (Mitsis, G. D., and V. Z. Marmarelis, Ann. Biomed. Eng. 30:272-281, 2002). Since cerebral autoregulation is mediated by various physiological mechanisms with significantly different time constants, it is used to demonstrate the efficacy of the new method. Results are presented in the time and frequency domains and reveal that cerebral autoregulation is a nonlinear and dynamic (frequency-dependent) system with considerable nonstationarities. Quantification of the latter reveals greater variability in specific frequency bands for each subject in the low and middle frequency range (below 0.1 Hz). The nonlinear dynamics are prominent also in the low and middle frequency ranges, where the frequency response of the system exhibits reduced gain.

摘要

使用针对具有快速和慢速动力学系统的拉盖尔 - 沃尔泰拉网络的新方法,对健康人类大脑血流动力学的动态自动调节进行了研究(米齐斯,G.D.,和V.Z.马尔马雷利斯,《生物医学工程年鉴》30:272 - 281,2002年)。由于大脑自动调节是由具有显著不同时间常数的各种生理机制介导的,因此它被用于证明新方法的有效性。结果在时域和频域中呈现,揭示大脑自动调节是一个具有相当大非平稳性的非线性和动态(频率依赖性)系统。对后者的量化显示,在低频和中频范围(低于0.1赫兹)内,每个受试者在特定频段具有更大的变异性。非线性动力学在低频和中频范围内也很突出,在该范围内系统的频率响应表现出增益降低。

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