Chiok Y H, Ng E Y-K, Kulish V V
College of Engineering, School of Mechanical and Production Engineering, 50 Nanyang Avenue, Nanyang Technological University, Singapore 639798.
J Med Eng Technol. 2002 Nov-Dec;26(6):231-8. doi: 10.1080/03091900210124396.
The paper presents a physical and mathematical model of the thermoregulatory system of the human body. The model takes into account tissue physiology, structure and general physiological parameters such as blood flow. The global response of the body to underlying physiological variations as well as to any change in ambient conditions can be simulated. The analysis is based on a one-dimensional tissue layer and a two-node core and shell array of the entire body. Application of the model indicates that the body is particularly sensitive to ambient changes in the cold, where a slight drop in gain produces an adverse change in the temperature profile of the physiological system. The gain, G, of the feedback system also suggests that it is an essential parameter in determining the range of the negative feedback as well as the sensitivity of the unacclimizated body to its surroundings. It is also the critical parameter to determine how hard the feedback system works to maintain a homeostatic state. At temperature extremes, G either will cause the system to attain beyond the critical temperatures needed for survival or it will cease to cause the system to respond further to any more changes in the external environment.
本文提出了人体体温调节系统的物理和数学模型。该模型考虑了组织生理学、结构以及诸如血流量等一般生理参数。可以模拟身体对潜在生理变化以及环境条件任何变化的整体反应。分析基于一维组织层以及整个身体的双节点核心和外壳阵列。该模型的应用表明,身体在寒冷环境中对环境变化特别敏感,此时增益稍有下降就会使生理系统的温度分布产生不利变化。反馈系统的增益G还表明,它是确定负反馈范围以及未适应环境的身体对周围环境敏感性的关键参数。它也是确定反馈系统为维持稳态而工作强度的关键参数。在极端温度下,G要么会使系统达到生存所需的临界温度以上,要么会使系统不再对外部环境的更多变化做出进一步反应。