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库欣反应对体循环动脉压的影响。

Effect of cushing response on systemic arterial pressure.

作者信息

Ursino Mauro, Giannessi Massimo, Frapparelli Marta, Magosso Elisa

机构信息

Dipartimento di Elettronica, Informatica e Sistemistica, Via Venezia 52, I- 47023 Cesena, Italy.

出版信息

IEEE Eng Med Biol Mag. 2009 Nov-Dec;28(6):63-71. doi: 10.1109/MEMB.2009.934622.

DOI:10.1109/MEMB.2009.934622
PMID:19914890
Abstract

This work investigates the complex relationships between cerebrovascular dynamics, intracranial pressure (ICP), Cushing response, and short-term systemic regulation via an original mathematical model. The model has been used to analyze the effects of Cushing response on cardiovascular and cerebrovascular quantities during constant ICP elevation and during the occurrence of ICP plateau waves and to investigate the conditions leading to system instability with the formation of slow (0.05-0.1 Hz) arterial pressure waves. The model may be of value to assist clinicians in finding the balance between clinical benefits of Cushing response and its shortcomings.

摘要

本研究通过一个原创数学模型,探讨脑血管动力学、颅内压(ICP)、库欣反应以及短期全身调节之间的复杂关系。该模型已被用于分析在颅内压持续升高期间以及颅内压平台波出现时,库欣反应对心血管和脑血管参数的影响,并研究导致系统不稳定并形成缓慢(0.05 - 0.1赫兹)动脉压波的条件。该模型可能有助于临床医生在库欣反应的临床益处与其缺点之间找到平衡。

相似文献

1
Effect of cushing response on systemic arterial pressure.库欣反应对体循环动脉压的影响。
IEEE Eng Med Biol Mag. 2009 Nov-Dec;28(6):63-71. doi: 10.1109/MEMB.2009.934622.
2
Estimation of hidden state variables of the Intracranial system using constrained nonlinear Kalman filters.使用约束非线性卡尔曼滤波器估计颅内系统的隐藏状态变量。
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3
[Intracranial pressure and mean arterial pressure: possibilities and necessity of their control].[颅内压与平均动脉压:控制它们的可能性与必要性]
Rocz Akad Med Bialymst (1989). 1990;35-36:65-9.
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A whole-body mathematical model for intracranial pressure dynamics.一种用于颅内压动力学的全身数学模型。
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Intracranial pressure and cerebral perfusion pressure in severe head injury.重型颅脑损伤中的颅内压和脑灌注压
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Changes in Cerebral Partial Oxygen Pressure and Cerebrovascular Reactivity During Intracranial Pressure Plateau Waves.
颅内压平台波期间脑局部氧分压和脑血管反应性的变化
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Blood pressure regulation: every adaptation is an integration?血压调节:每一种适应都是一种整合?
Eur J Appl Physiol. 2014 Mar;114(3):445-50. doi: 10.1007/s00421-013-2636-5. Epub 2013 Apr 5.