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Numerical simulation for deformation of multi-layer steel plates under underwater impulsive loading 被引量:3

Numerical simulation for deformation of multi-layer steel plates under underwater impulsive loading
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摘要 To further understand the dynamic deformation and impact resistance of thin-plate hull structure under impulse wave,the deformation of multi-layer steel plates under underwater impulsive loading has been studied by AUTODYN V6.1.In order to verify the validity of numerical methods,the experimental results are compared with the simulation results.The multi-layer plate types include 1 mm + 3 mm,2 mm + 2 mm,3 mm + 1 mm double-layer,and 4 mm monolayer annealed 304 stainless steel plates.Each type of target plates has four flyer plate's velocities.There are 150,200,250 m /s and 300 m /s.The pressure wave histories in water and deformation of specimens have been predicted and measured by numerical simulations.The simulation results demonstrate that the protective capacity of 2mm + 2mm double-layer annealed 304 stainless steel plates is the best one in this velocity range of flyer plate,as the integral deformation is the smallest among the four structure types. To further understand the dynamic deformation and impact resistance of thin-plate hull structure un- der impulse wave, the deformation of multi-layer steel plates under underwater impulsive loading has been stud- ied by AUTODYN V6. 1. In order to verify the validity of numerical methods, the experimental results are com- pared with the simulation results. The multi-layer plate types include 1 mm + 3 ram, 2 mm+ 2 ram, 3 mm + 1 mm double-layer, and 4 mm monolayer annealed 304 stainless steel plates. Each type of target plates has four flyer plate' s velocities. There are 150, 200, 250 m/s and 300 m/s. The pressure wave histories in water and deforumtion of specimens have been predicted and measured by numerical simulations. The simulation resuhs demonstrate that the protective capacity of 2ram + 2ram double-layer annealed 304 stainless steel plates is the best one in this velocity range of flyer plate, as the integral deformation is the smallest among the four structure
出处 《Journal of Harbin Institute of Technology(New Series)》 EI CAS 2012年第3期68-72,共5页 哈尔滨工业大学学报(英文版)
关键词 underwater shock wave numerical simulation thin plate structure dynamic response underwater shock wave numerical simulation thin plate structure dynamic response
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