Fontecave-Jallon Julie, Thomas S Randall
CNRS, TIMC-IMAG Laboratory CNRS UMR 5525, PRETA Team, University Joseph Fourier-Grenoble 1, 38041, Grenoble, France,
Acta Biotheor. 2015 Sep;63(3):269-82. doi: 10.1007/s10441-015-9250-3. Epub 2015 May 3.
The classic model of blood pressure regulation by Guyton et al. (Annu Rev Physiol 34:13-46, 1972a; Ann Biomed Eng 1:254-281, 1972b) set a new standard for quantitative exploration of physiological function and led to important new insights, some of which still remain the focus of debate, such as whether the kidney plays the primary role in the genesis of hypertension (Montani et al. in Exp Physiol 24:41-54, 2009a; Exp Physiol 94:382-388, 2009b; Osborn et al. in Exp Physiol 94:389-396, 2009a; Exp Physiol 94:388-389, 2009b). Key to the success of this model was the fact that the authors made the computer code (in FORTRAN) freely available and eventually provided a convivial user interface for exploration of model behavior on early microcomputers (Montani et al. in Int J Bio-med Comput 24:41-54, 1989). Ikeda et al. (Ann Biomed Eng 7:135-166, 1979) developed an offshoot of the Guyton model targeting especially the regulation of body fluids and acid-base balance; their model provides extended renal and respiratory functions and would be a good basis for further extensions. In the interest of providing a simple, useable version of Ikeda et al.'s model and to facilitate further such extensions, we present a practical implementation of the model of Ikeda et al. (Ann Biomed Eng 7:135-166, 1979), using the ODE solver Berkeley Madonna.
盖顿等人提出的经典血压调节模型(《生理学年度评论》34:13 - 46,1972年a卷;《生物医学工程年报》1:254 - 281,1972年b卷)为生理功能的定量探索设定了新的标准,并带来了重要的新见解,其中一些见解至今仍是争论的焦点,比如肾脏在高血压发生过程中是否起主要作用(蒙塔尼等人,《实验生理学》24:41 - 54,2009年a卷;《实验生理学》94:382 - 388,2009年b卷;奥斯本等人,《实验生理学》94:389 - 396,2009年a卷;《实验生理学》94:388 - 389,2009年b卷)。该模型成功的关键在于作者免费提供了计算机代码(用FORTRAN语言编写),并最终为早期微型计算机上探索模型行为提供了友好的用户界面(蒙塔尼等人,《国际生物医学计算杂志》24:41 - 54,1989年)。池田等人(《生物医学工程年报》7:135 - 166,1979年)开发了盖顿模型的一个分支,特别针对体液和酸碱平衡的调节;他们的模型提供了扩展的肾脏和呼吸功能,将是进一步扩展的良好基础。为了提供一个简单、可用的池田等人模型版本,并便于进一步进行此类扩展,我们展示了池田等人(《生物医学工程年报》7:135 - 166,1979年)模型的一个实际实现,使用了常微分方程求解器伯克利圣母软件。