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采用反射性油水界面处理方法对重力-惯性油在平静海面上的扩散进行拉格朗日分析。

A Lagrangian analysis of the gravity-inertial oil spreading on the calm sea using the reflective oil-water interface treatment.

作者信息

Fraga Filho Carlos Alberto Dutra

机构信息

Federal Institute of Education, Science and Technology of Espírito Santo (IFES) - Mechanical Coordination, Alameda Francisco Vieira Simões, 720, Aeroporto, 29216-795, Guarapari - ES, Brazil.

出版信息

Environ Sci Pollut Res Int. 2021 Apr;28(14):17170-17180. doi: 10.1007/s11356-020-11508-2. Epub 2021 Jan 4.

Abstract

Negative impacts are caused by oil spills on coastal ecosystems. In the phenomenon of oil spreading, the knowledge of the physical properties of the pollutant, such as velocities and positions, is of fundamental importance for the adoption of timely contingency measures to protect the environment (Fraga Filho, Smoothed Particle Hydrodynamics: Fundamentals and Basic Applications in Continuum Mechanics, 2019). This paper presents a Lagrangian particle modelling for the prediction of the oil slick diameter in the first stage of the oil spreading on a calm sea. At the first studies on the oil spreading (Fay, The Spread of Oil Slicks on a Calm Sea, 1969; Fay, Physical Processes in the Spread of Oil on a Water Surface, 1971), curves were adjusted to laboratory experimental data. The modelling employed in this work is based on the continuum Navier-Stokes equations, and the Smoothed Particle Hydrodynamics (SPH) method has been used to obtain the solution for the conservation equations of mass and momentum. The oil-water interface was treated using a reflective treatment. The solution achieved was compared to the oil slick diameter predicted by Fay's equation, and an error lower than 1% was found.

摘要

石油泄漏会对沿海生态系统造成负面影响。在石油扩散现象中,了解污染物的物理特性,如速度和位置,对于采取及时的应急措施保护环境至关重要(弗拉加·菲略,《光滑粒子流体动力学:连续介质力学的基础与基本应用》,2019年)。本文提出了一种拉格朗日粒子模型,用于预测在平静海面上石油扩散第一阶段的浮油直径。在最初关于石油扩散的研究中(费伊,《平静海面上浮油的扩散》,1969年;费伊,《水面上石油扩散的物理过程》,1971年),曲线被拟合到实验室实验数据。本工作中采用的建模基于连续介质纳维 - 斯托克斯方程,并且使用光滑粒子流体动力学(SPH)方法来求解质量和动量守恒方程。油水界面采用反射处理。将得到的解与费伊方程预测的浮油直径进行比较,发现误差低于1%。

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