喷嘴喷雾液滴分散的欧拉-拉格朗日耦合模型

Carlos G. Sedano, C. Aguirre, A. Brizuela
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引用次数: 2

摘要

在这一章中,提出了一个欧拉-拉格朗日双向耦合模型来模拟高压喷嘴喷射出的液体颗粒的分散。欧拉代码是由美国俄克拉荷马大学和美国风暴分析预报中心共同开发的先进的区域预报系统(ARPS),专门用于天气模拟。该码是双路耦合的拉格朗日单粒子模型。描述了双向耦合的理论说明,液滴轨迹的模拟,以及液滴在喷雾云中使用二元碰撞模型的碰撞。液滴速度和直径的计算结果与实验室测量结果进行了比较。最后,展示了在弱风和高温条件下对农田喷洒农药的效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Eulerian-Lagrangian Coupled Model for Droplets Dispersion from Nozzle Spray
In this chapter, an Euler-Lagrangian double-way coupled model is presented for simulating the liquid particle dispersion ejected from a high-pressure nozzle. The Eulerian code is advanced regional prediction system (ARPS), developed by Center of Analysis and Prediction of Storm (CAPS) and Oklahoma University, USA, which is specialized in weather simulation. This code is the double way coupled with a Lagrangian one-particle model. The theoretical remarks of the double-way coupling, the simulation of the liquid droplet trajectory, and, finally, the droplet collision in the spray cloud using a binary collision model are descripts. The results of droplet velocities and diameters are compared with experimental laboratory measurements. Finally, agrochemical spraying over a cultivated field in weak wind and high air temperature conditions is showed.
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