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锚泊多浮体系统动态响应
引用本文:王翔,沈庆,王广东,施杰.锚泊多浮体系统动态响应[J].解放军理工大学学报,2007,8(4):368-374.
作者姓名:王翔  沈庆  王广东  施杰
作者单位:[1]解放军理工大学工程兵工程学院,江苏南京210007 [2]武警北京市总队,北京100002 [3]军事交通运输研究所,天津300161
摘    要:为保证锚泊多浮体系统能够在波浪中正常作业和生存,基于三维频域Green函数法就一定水深不同浪向下锚泊多浮体系统的运动响应、锚缆拉力和连接器载荷进行了数值预报.分析中考虑到了浮体辐射势之间的相互影响以及连接器和锚系对于浮体运动响应的影响.分析表明,浮体的运动响应、连接器栽荷以及锚缆张力受波频和浪向的影响很大,各项的极值出现在低频范围,浪向在30°和45°之间,连接器载荷出现最大值,而锚缆张力则在浪向90°时张力最大,处于迎浪面的锚缆张力较大于处于背浪面的锚缆张力.

关 键 词:锚泊多浮体  动态响应  三维势流理论  水动力相互作用  锚泊  多浮体系统  动态响应  system  response  锚缆张力  最大值  范围  低频  极值  分析表  锚系  连接器载荷  影响  辐射  数值预报  拉力  运动响应  浪向  函数法
文章编号:1009-3443(2007)04-0368-07
修稿时间:2007-03-12

Dynamic response of muti-floating-body system
WANG Xiang,SHEN Qing,WANG Guang-dong and SHI Jie.Dynamic response of muti-floating-body system[J].Journal of PLA University of Science and Technology(Natural Science Edition),2007,8(4):368-374.
Authors:WANG Xiang  SHEN Qing  WANG Guang-dong and SHI Jie
Abstract:The mot ion response o f float ing body system, tension force of mo oring chains and linking loadings of connectors were predicted under differ ent incident w ave ang les and w ave frequencies based on 3-dimensio n po tent ial f low theory , the inter act ion betw een the radiat ion potent ial s of f loat ing bo dies w as co nsidered and the ef fect s caused by tensile forces of chains and linking forces on the mot ion r espo nse of the system w ere taken into account . T he results show that the incident w ave angles and fr equencies affect the dy namic response o f f loat ing bodies obviously . The ex t remum of the mot ion response of the float ing bodies, tension for ces of moo ring chains and linking lo ads o f connectors occur in the area of low f requency . When w ave direct ion is f rom 30°t o 45°, the ex tr emum of the co nnectoring lo ads o f connector s w ill appear. If the w ave direct ion is 90°, the ext remum of the tension force of mo oring chains will happen. T he tension fo rces of mooring chains in head w aves is greater than the one in fo llow ing w aves.
Keywords:floating body  dynamic respond  3-D potential theory  hydrodynamic interaction
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