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Simulation of cumulative risk of developing altitude decompression sickness.

机译:模拟发生高原减压病的累积风险。

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BACKGROUND: Recently we proposed the probabilistic model of decompression sickness (DCS) based on stochastic simulation of bubbling processes in body tissues under decompression, and on the concept of a critical volume of a free gas phase in tissues. The model defines the cumulative probability of developing all DCS symptoms by an exponential equation whose index is the integral cumulative risk function of all body tissue lesions by bubbles, Fcum(t). METHODS: In this study, we modified this model by considering differences in the blood flow rates and the nucleation intensities in rested and exercised subjects. Using the new model, we analyzed the dependence of the function Fcum(t) on decompression magnitude, preoxygenation duration, and physical activity of subjects during sojourn at an altitude. RESULTS: Simulation of the integral function Fcum(t) for various decompression profiles with the use of the hypothetic values of tissue parameters showed that body tissues which experience the largest risk of bubble lesions are different for various decompression profiles. In a finite period, Fcum(t) for any profile is identical to the function Fw(t), defining the time history of the risk of bubble lesions of some virtual tissues having a comparatively small value of nitrogen washout half-time. The virtual rates of new bubble generation in such tissues are significantly smaller than the tentative values of the rates of new bubble generation in real tissues. Good agreement of predictions of the model with the known empirical data for DCS incidence justifies the specific features of the functions Fcum(t) and Fw(t). CONCLUSION: Our model provides a new approach to evaluating DCS risk for various decompression profiles.
机译:背景技术:最近,我们基于减压下人体组织中气泡过程的随机模拟以及组织中自由气相临界体积的概念,提出了减压病(DCS)的概率模型。该模型通过指数方程式定义了所有DCS症状发作的累积概率,该方程式的指数是所有身体组织病变的整体累积风险函数,气泡为Fcum(t)。方法:在这项研究中,我们通过考虑休息和运动的受试者的血流速度和成核强度差异来修改该模型。使用新模型,我们分析了函数Fcum(t)对海拔高度下的减压幅度,预充氧持续时间和受试者身体活动的依赖性。结果:使用组织参数假设值对各种减压曲线的积分函数Fcum(t)进行仿真,结果表明,在各种减压曲线下,经历气泡损伤风险最大的身体组织是不同的。在有限的时间内,任何曲线的Fcum(t)均与函数Fw(t)相同,从而定义了某些具有半小时氮气清除率相对较小的虚拟组织的气泡损伤风险的时程。在这样的组织中新气泡产生的虚拟速率显着小于在实际组织中新气泡产生的速率的暂定值。该模型的预测与已知的DCS发生经验数据的良好一致性证明了函数Fcum(t)和Fw(t)的特定特征是正确的。结论:我们的模型提供了一种评估各种减压情况下DCS风险的新方法。

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