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Application of reverse simulation to the pollution problem in a bay

机译:逆向模拟在海湾污染问题中的应用

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摘要

Reverse simulation is one of the useful tools to specify pollutant source. This is the solution of an advection and diffusion equation in negative time advancing. However, numerical instability arises with solving the negative diffusion term. The present study examines the cause of numerical instability and introduces the method to secure numerical stability in reverse simulation. A Gaussian filter is applied to the flux of pollutant. Reverse simulation was carried out for a simple rectangular bay using MEC Ocean Model. As a result, in the reverse simulation of the advection term, the numerical diffusion arises in the same way as the forward simulation. In the reverse simulation of the diffusion term, the numerical vibration arises, while its magnitude depends on the simulation area and period. The rate of the amplification of numerical vibration was larger with smaller mesh size and with longer period of numerical simulation. The numerical stability was secured by applying the Gaussian filter to the flux of the concentration of pollutant, resulting in the addition of 4th order derivative term to the governing equation. The numerical instability is also caused by the fixed boundary condition. This depends not on filter width but on the mesh size and the time step. As future study, the filter width, the mesh size, and the time step should be determined to obtain the stable solution of reverse simulation, and to keep the accuracy of the reverse simulation as much as possible.
机译:逆向仿真是指定污染物来源的有用工具之一。这是负时间前进中对流扩散方程的解。但是,求解负扩散项会产生数值不稳定性。本文研究了数值不稳定的原因,并介绍了在逆向仿真中确保数值稳定性的方法。高斯滤波器应用于污染物的通量。使用MEC海洋模型对一个简单的矩形海湾进行了反向仿真。结果,在对流项的反向模拟中,数值扩散的产生与正向模拟相同。在扩散项的反向模拟中,会出现数值振动,而其振幅取决于模拟区域和周期。数值振动的放大率越大,网格尺寸越小,数值模拟的周期越长。通过对污染物浓度通量应用高斯滤波器来确保数值稳定性,从而在控制方程式中添加了4 阶导数项。数值不稳定性也是由固定边界条件引起的。这不取决于过滤器的宽度,而是取决于网格大小和时间步长。在以后的研究中,应确定滤波器的宽度,网格尺寸和时间步长,以获得稳定的反向仿真解决方案,并尽可能保持反向仿真的准确性。

著录项

  • 来源
    《OCEANS 2012 MTS/IEEE Yeosu》|2012年|p.1- 6|共6页
  • 会议地点 Yeosu(KR)
  • 作者

    Yagi T.; Kitazawa D.;

  • 作者单位

    The University of Tokyo 4-6-1 Komaba, Meguro Tokyo 1538505, Japan;

  • 会议组织
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 海洋工程;
  • 关键词

  • 入库时间 2022-08-26 14:12:04

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