Mathematical Modeling of Oil Spill Dispersion Pattern in Penglai Oilfield

10.6919/ICJE.202205_8(5).0003

Chunxi Li；Yilin Wang；Zonghai Li；Anbo Ge；Weizhuo Li

Oil Spill ； Diffusion Model ； Hydrodynamics ； Fay Theory ； Oil Film Particleisation ； Planar Analytical Geometry

International Core Journal of Engineering

8卷5期（2022 / 05 / 01）

23 - 36

英文

The purpose of this paper is to establish a mathematical model that can reflect the oil spill diffusion pattern, and give a local optimal scheme to limit the pollution diffusion according to the given conditions and the actual situation. The results show that the approximate state of pollution diffusion is derived from the obtained mathematical model, and the setting principles of monitoring stations is determined, so as to determine the best position and minimum number of land-based monitoring stations, and the problem is solved.

1. Chen Ping, Wang Jinde. Wavelet estimation of diffusion coefficient in time-varying diffusion model [J]. Chinese Science (Part A: Mathematics), 2007,(06):719-732.
   連結：
2. Ye Xuguo. Nonparametric estimation of diffusion coefficient in diffusion model and its application [D]. Tutor: Lin Jinguan. Southeast University, 2017.
3. Chen Ping, Yang Xiaoping, Wang Jinde. Strong consistency of wavelet estimation of diffusion coefficient [J]. Yearbook of Mathematics A (Chinese version), 2005,(05):85-92.
4. Cai Chao. Image processing method and application based on wavelet and partial differential equation [D]. Tutor: Ding Mingyue. Huazhong University of Science and Technology, 2005.