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Probabilistic model of electric current inducing ventricular fibrillation in human hearts

机译:电流诱发人心室颤动的概率模型

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The article discusses the factors and circumstances which are decisive for the value of the current which induces ventricular fibrillation. It presents an analytical description of a probabilistic model of currents causing ventricular fibrillation in human hearts. The model includes the following types of shock currents: sinusoidally alternating and direct currents, short-duration current impulses during discharging a capacitor by a human body. An analytical description is provided of the dependence of the median values of the fibrillation current on: the shock duration time, the route the current takes through the body, the individual's weight, the type of current, and, in the case of the alternating current, on its frequency. Dependencies for calculating standard deviation of the conditional logarithm-normal distribution of the fibrillation current values are given. With the use of the developed probabilistic model, the latest IEC provisions concerning fibrillation current quantiles are approximated. A graphical interpretation is included of a probabilistic model of fibrillation currents in the form of the Bayesian network which makes it possible to perform cause and effect reasoning. The authors present exemplary dependencies for such reasoning; for effect reasoning - dependencies concerning the function of the random value probability density of fibrillation currents for the pre-defined probability of occurrence of the given shock conditions, for cause reasoning - dependencies referring to the probability of occurrence of the given shock conditions for the pre-defined probability of occurrence of fibrillation current values.
机译:本文讨论了决定电流诱发心室颤动的因素和情况。它提供了一种导致人心室颤动的电流概率模型的分析描述。该模型包括以下类型的冲击电流:正弦交流电和直流电,人体对电容器放电期间的短时电流脉冲。分析性描述了原纤维电流的中间值对以下因素的依赖性:电击持续时间,电流通过人体的路径,个体的体重,电流的类型以及交流电的情况,其频率。给出了用于计算原纤电流值的条件对数正态分布的标准偏差的依赖性。通过使用开发的概率模型,可以得出关于原纤维电流分位数的最新IEC规定。贝叶斯网络形式的颤动电流概率模型的图形解释包括在内,这使得执行因果推理成为可能。作者提出了这种推理的示例性依赖性。对于效果推理-与给定冲击条件发生的预定义概率有关的颤动电流的随机值概率密度函数的依赖关系;对于原因推理-与冲击响应的给定冲击条件发生的概率有关确定的原纤电流值出现概率。

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