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Nonlinear mathematical model and numerical algorithm for monitoring and predicting the concentration of harmful substances in the atmosphere

机译:监测和预测大气中有害物质浓度的非线性数学模型和数值算法

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The article developed a nonlinear mathematical model and an effective numerical algorithm for monitoring and forecasting the process of spreading industrial emissions in the atmosphere, taking into account the orography of the area and the speed of movement of fine substances. Multidimensional partial differential equations describe the model with corresponding initial, internal, and boundary conditions of the third kind to consider mass transfer across the interface. In the work, to prove the adequacy of the developed mathematical apparatus, the calculated data are compared with field data taken from a specific object, in which the computational algorithm provides sufficient accuracy of the solution, based on which it can be concluded that the developed mathematical model and the numerical algorithm have a certain advantage over others numerical methods.
机译:本文开发了一个非线性数学模型和一种有效的数值算法,用于监测和预测大气扩散工业排放过程的过程,考虑到该地区的地区和细物质的运动速度。 多维局部微分方程描述了第三种初始,内部和边界条件的模型,以考虑界面的质量传输。 在工作中,为了证明所开发的数学设备的充分性,将计算的数据与从特定对象所采取的现场数据进行比较,其中计算算法提供了解决方案的足够精度,基于其可以得出结论 数学模型和数值算法对其他数值方法具有一定的优势。

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