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Statistical Analysis of Kinetics of an Adiabatic Thermal Explosion

机译:绝热爆炸动力学的统计分析

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Stochastic phenomena in the kinetics of chemical reactions induced by a thermal explosion are studied. The statistical analysis is performed on the basis of nonlinear differential equations for gas temperature and concentration of reacting particles with random initial conditions,and also corresponding equations for the probability density function of the state variables of the system. The results of the numerical solution of these equations are presented in the graphical form as a statistical set of an ensemble of kinetic curves of concentration of reacting particles and gas temperature and as the time evolution of their probability density function. Small random fluctuations of gas temperature and particle concentration at the beginning of the reaction are demonstrated to induce significant fluctuations of the induction period.
机译:研究了由热爆炸引起的化学反应动力学中的随机现象。统计分析是基于具有随机初始条件的气体温度和反应颗粒浓度的非线性微分方程,以及系统状态变量的概率密度函数的对应方程进行的。这些方程式的数值解的结果以图形形式表示为反应粒子浓度和气体温度的动力学曲线集合的统计集合,以及其概率密度函数的时间演化。在反应开始时,气体温度和颗粒浓度的小随机波动被证明会引起诱导期的明显波动。

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