Numerical simulation on free motion response of a submarine induced by internal solitary wave

被引:2
作者
Sun, Peng [1 ]
Li, Hongfei [1 ]
Xianbiao, K. [2 ]
机构
[1] Civil Aviat Flight Univ China, Aviat Engn Inst, Guanghan, Peoples R China
[2] Civil Aviat Flight Univ China, Coll Aviat Meteorol, Guanghan, Peoples R China
来源
REVISTA INTERNACIONAL DE METODOS NUMERICOS PARA CALCULO Y DISENO EN INGENIERIA | 2023年 / 39卷 / 04期
关键词
internal solitary waves; submarine; dynamic response; numerical simulation; EVOLUTION; DYNAMICS;
D O I
10.23967/j.rimni.2023.09.006
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
The internal solitary waves (ISWs) in the ocean carry huge energy and pose a serious threat to the safety of underwater vehicle. In order to obtain the dynamic response of the submarine under the action of ISWs, the amplified SUBOFF model was placed in a large numerical water tank with 5000x200x500 m dimension in which the water depth was 500 m. The Korteweg-de Vries (KdV) theory was adopted to simulate the generation of ISWs in the two-layer flow, and overset grid technology was used to ensure the grid quality during the submarine movement. The results show that before the ISWs peak reaches the position of the submarine, the submarine will move, which causes the submarine to sink, move laterally and pitch. The longitudinal velocity is obviously greater than the lateral velocity, and the submarine finally hits the water tank bottom. With the increase of the ISWs amplitude, the time needed for submarine to reach the bottom increases, and the pitching angle increases greatly. The ISWs amplitude has no effect on the motion trajectory of the submarine's center of gravity, and has little effect on the lateral and longitudinal velocity. With the decrease of submergence depth of the submarine, the time required for submarine to reach the bottom will also increase, and the motion trajectory will change, but the trend of change is basically the same. The submergence depth has little influence on the variation range of lateral velocity, longitudinal velocity and pitching angle.
引用
收藏
页数:6
相关论文
共 19 条
[1]   Speed and Evolution of Nonlinear Internal Waves Transiting the South China Sea [J].
Alford, Matthew H. ;
Lien, Ren-Chieh ;
Simmons, Harper ;
Klymak, Jody ;
Ramp, Steve ;
Yang, Yiing Jang ;
Tang, David ;
Chang, Ming-Huei .
JOURNAL OF PHYSICAL OCEANOGRAPHY, 2010, 40 (06) :1338-1355
[2]  
Chen J, 2010, Chinese Journal of Hydrodynamics
[3]   Laboratory observations on internal solitary wave evolution on steep and inverse uniform slopes [J].
Chen, -Yuan Chen ;
Hsu, John Rong-Chung ;
Chen, Hsin-Hsun ;
Kuo, Ching-Feng ;
Cheng, Min-Hung .
OCEAN ENGINEERING, 2007, 34 (01) :157-170
[4]   Study on applicability of internal solitary wave theories by theoretical and numerical method [J].
Cui, Junnan ;
Dong, Sheng ;
Wang, Zhifeng .
APPLIED OCEAN RESEARCH, 2021, 111
[5]   Kinematic response of submerged structures under the action of internal solitary waves [J].
Cui, Junnan ;
Dong, Sheng ;
Wang, Zhifeng ;
Han, Xinyu ;
Lv, Peng .
OCEAN ENGINEERING, 2020, 196
[6]   3D Numerical Investigation of Forces and Flow Field around the Semi-Submersible Platform in An Internal Solitary Wave [J].
Ding, Weiye ;
Ai, Congfang ;
Jin, Sheng ;
Lin, Jinbo .
WATER, 2020, 12 (01)
[7]  
[杜辉 Du Hui], 2017, [船舶力学, Journal of Ship Mechanics], V21, P1210
[8]  
Groves N.C., 1989, GEOMETRIC CHARACTERI
[9]  
Guan Hui, 2012, Journal of PLA University of Science and Technology (Natural Science Edition), V13, P577
[10]   A review of internal solitary wave dynamics in the northern South China Sea [J].
Guo, C. ;
Chen, X. .
PROGRESS IN OCEANOGRAPHY, 2014, 121 :7-23