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microcirculatory dynamics
相关语句
  微循环系统动力学
     Comprehensive Mathematical Model of Microcirculatory Dynamics (Ⅰ)——Basic Theory
     微循环系统动力学综合数学模型研究(Ⅰ)——理论基础
短句来源
     Comprehensive Mathematical Model of Microcirculatory Dynamics(Ⅱ)——Calculation and the Results
     微循环系统动力学综合数学模型研究(Ⅱ)———计算方法及结果
短句来源
  “microcirculatory dynamics”译为未确定词的双语例句
     Objective: To study the changes of segmental pressure drop at peripheral artery and its effects for microcirculatory dynamics of skin in pateint with hypertension.
     目的 :研究高血压病人外周动脉节段性压降及其对微循环的影响。
短句来源
     The elevated Pc that is major elements among microcirculatory dynamics abnoimalities at skin,which may be act as assessment index of peripheral effects of antihypertensive therapy.
     皮肤毛细血管压升高是高血压微循环血流动力改变主要参数 ,可作为降压治疗外周效应的评估指标。
短句来源
  相似匹配句对
     METALLOGENIC DYNAMICS
     成矿动力学刍议
短句来源
     On Dynamics of Handwriting
     “笔迹动力学”探析
短句来源
     Comprehensive Mathematical Model of Microcirculatory Dynamics (Ⅰ)——Basic Theory
     微循环系统动力学综合数学模型研究(Ⅰ)——理论基础
短句来源
     Comprehensive Mathematical Model of Microcirculatory Dynamics(Ⅱ)——Calculation and the Results
     微循环系统动力学综合数学模型研究(Ⅱ)———计算方法及结果
短句来源
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  microcirculatory dynamics
In this study, we investigated the effects of different forms of adrenergic stimulation on simultaneously measured macro- and microcirculatory dynamics in the rat mesenteric vascular bed.
      
Many important aspects of microcirculatory dynamics were analyzed and discussed.
      
Comprehensive mathematical model of microcirculatory dynamics (II)-Calculation and the results
      
Under the basis of physiological data, a nonlinear and unsteady comprehensive mathematical model of microcirculatory dynamics with distributed parameters is developed.
      
Comprehensive mathematical model of microcirculatory dynamics (I) - Basic theory
      


Changes of cerebral microcirculation and tissue cells after Hyperbaric Oxygen(HBO) exposure were observed in 136 gerbils with cerebral ischemia by observation of meningeal microcirculation pathological study in cerebral tissues and determination of Na,K-ATPase.It is indicated that HBO may be helpful in improving microcirculatory dynamics and other microcirculatory functions,and enhancing cerebral tissue cell activity and cell function,as well as increasing oxygen content.It is suggested that HBO...

Changes of cerebral microcirculation and tissue cells after Hyperbaric Oxygen(HBO) exposure were observed in 136 gerbils with cerebral ischemia by observation of meningeal microcirculation pathological study in cerebral tissues and determination of Na,K-ATPase.It is indicated that HBO may be helpful in improving microcirculatory dynamics and other microcirculatory functions,and enhancing cerebral tissue cell activity and cell function,as well as increasing oxygen content.It is suggested that HBO (250~300kPa) may play a role in protecting vessel endothelial cells and nerve cells.

为了探讨缺血性脑损伤动物经高压氧治疗后大脑微循环与脑组织细胞的改变特征 ,应用活体动物脑膜微循环观测、脑组织病理学研究以及脑组织匀浆测定细胞膜Na ,K-ATP酶等技术 ,对 1 3 6只沙鼠作了研究 ,表明高压氧对缺血性脑损伤的治疗除了增加组织氧含量以外 ,可能还与增强微循环血流动力学、改善微循环的其他功能、加强脑组织细胞酶活力以及细胞自身的功能有关。提示在缺血性脑损伤中高压氧 ( 2 50~ 3 0 0kPa)具有保护血管内皮细胞和大脑神经细胞的作用。

Under the basis of physiological data, a non_linear and unsteady comprehensive mathematical model of microcirculatory dynamics with distributed parameters is developed. Hemodynamics, interstitium dynamics, lymph dynamics, dynamics of protein transport, oxygen dynamics, dynamics of heat transfer, and myogenic and metabolic regulation procedures are included. The interactions between these factors are comprehensively exhibited. The influences of arteriolar vasomotion and non_linear...

Under the basis of physiological data, a non_linear and unsteady comprehensive mathematical model of microcirculatory dynamics with distributed parameters is developed. Hemodynamics, interstitium dynamics, lymph dynamics, dynamics of protein transport, oxygen dynamics, dynamics of heat transfer, and myogenic and metabolic regulation procedures are included. The interactions between these factors are comprehensively exhibited. The influences of arteriolar vasomotion and non_linear viscoelasticity of blood in arteriole are considered. A simplified vessel network consisting of arteriole, open and reserved capillaries, venule, initial lymphatics and arteriole_venule anastomose is adopted as the geometrical model. This kind of comprehensive mathematical model is helpful in analyzing clinical data and developing a “numerical experiment method” in microcirculation research.

根据微循环系统的生理情况,建立了微循环系统动力学非定常、非线性分布参数模型,包括血液动力学、间质动力学、淋巴动力学、蛋白质传输动力学、氧动力学、热量传输动力学和肌原性与代谢性调控过程,综合反映了它们之间的相互作用,并考虑了微动脉自律运动和血液非线性粘弹性的影响· 几何模型是一个包括微动脉、开放与储备毛细血管、微静脉、初始淋巴管和微动静脉吻合支的简单网络· 这种综合模型有助于临床数据的分析研究和“数值实验手段”的建立·

The mathematical model described in Part I was solved using “influence line method” combining analytical method and finite element method. Many important aspects of microcirculatory dynamics were analyzed and discussed. It show that interstitial fluid pressure changes its sign twice within one arteriolar vasomotion period and it is therefor not important that interstitial fluid pressure is a little higher or lower than atmospheric pressure; arteriolar vasomotion can periodically result in lymph formation...

The mathematical model described in Part I was solved using “influence line method” combining analytical method and finite element method. Many important aspects of microcirculatory dynamics were analyzed and discussed. It show that interstitial fluid pressure changes its sign twice within one arteriolar vasomotion period and it is therefor not important that interstitial fluid pressure is a little higher or lower than atmospheric pressure; arteriolar vasomotion can periodically result in lymph formation and interstitial total pressure plays an important role in this procedure; local regulation of microcirculation can meet metabolic need to some extent in the form of dynamic equilibrium. The property of arteriole as a “resistant vessel” and the efficiency of microvascular network as heat exchanger are also shown. These results show that the comprehensive mathematical model developed in Part I is physiologically reasonable.

利用解析法与有限元法相结合的“影响线算法” ,求解了第一部分中建立的数学模型 ,分析了微循环系统动力学的若干重要问题 ,表明在微动脉自律运动周期内 ,间质流体压力将两次改变符号 ,因而某些理论中十分强调的间质流体压力是略高于或略低于大气压力的问题显得并不重要 ;微动脉自律运动能导致周期性的淋巴形成 ,间质总应力在这一过程中起着重要作用 ;微循环局部调节可以以动态平衡的方式在一定范围内满足代谢的需要· 计算还表明了微动脉“阻力血管”的性质和微血管网络在热量交换过程中的高效性· 这些结果说明我们建立的综合模型符合生理实际

 
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