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Non-linear mathematical models for the jets penetrating liquid pool of different density under diverse physical conditions and their simulation

机译:喷射在不同物理条件下渗透不同密度液池的非线性数学模型及其仿真

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摘要

The problem of modelling and simulation for the jets penetrating pool of other liquids is considered under different physical conditions and situations. It may happen for example in severe accidents at the nuclear power plants in touch with development and operation of the passive protection systems against severe accidents, as well as in many other problems. The specific peculiarities of the penetrating jets are discussed and mathematical modelling of the problem is considered. The non-linear second-order differential equation and the Cauchy problem is analyzed and solved analytically using the simultaneous transformation for both dependent and independent variables. The result obtained may be useful for theoretical and practical applications, where the liquid jet or solid rod is penetrating the pool of other liquid.
机译:在不同的物理条件和情况下,考虑了射流穿透其他液体池的建模和仿真问题。例如,在发生与严重事故相关的被动保护系统的开发和运行有关的核电厂严重事故中,以及在许多其他问题中,可能会发生这种情况。讨论了射流的特殊特性,并考虑了该问题的数学模型。使用因变量和自变量的同时变换,对非线性二阶微分方程和柯西问题进行了分析和解析。所获得的结果可能对理论和实际应用很有用,因为在这种情况下,液体射流或固体棒会渗入其他液体。

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