A probabilistic method for damage stability assessment of surface combatants
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摘要: 水面舰船生命力的主要影响因素之一是舰船遭遇不同武器破坏下的薄弱性，而薄弱性主要由破损稳性决定。目前，舰船破损稳性评估主要运用确定性方法，但该方法不能全面评估舰船破损稳性。为了更加客观、全面地评估舰船破损稳性，探讨水面舰船破损稳性评估的概率方法，提出变区间线性插值计算残存概率Si的新方法并开发计算程序。以某水面舰船为例，计算各种破损情况的进水概率Pi以及残存概率Si，并累加所有破损情况Pi和Si的乘积，得到分舱指数A。研究表明：通过将分舱指数A作为评估指标并考虑不同武器和碰撞的综合破坏效应，概率方法可以实现水面舰船破损稳性定量且整体的评估，能为舰船初步设计阶段主船体的分舱优化以致提高舰船生命力提供一种解决途径。Abstract: One of the main influential factors on the survivability of a surface combatant is its vulnerability to weapon effects,which means that its damage stability determines the vulnerability of a vessel. Currently,a surface combatant's damage stability is mainly assessed via the deterministic method,which offers no comprehensive assessment compared with the probabilistic method. This paper discusses the probabilistic method of evaluating the damage stability of a surface combatant,presents a new method named'variable interval linear interpolation'for the calculation of survival probability,and develops numerical procedures. Taking a certain combatant as an example, through calculating the damage probability Pi and the survival probability Si,the subdivision index A is obtained by the sum of the product of Pi and Si for each compartment and compartment group. Research shows that,by taking the subdivision index as an evaluation index and considering the damage effects of different weapons and collisions,the probabilistic method can realize a quantitative overall assessment of a surface combatant's damage stability,thereby providing a way to increase the survivability of a combatant through the optimization of the hull subdivision in the primary stages of ship design.
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[1] PAPANIKOLAOU A,ELIOPOULOU E. On the development of the new harmonised damage stability regulations for dry cargo and passenger ships[J]. Reliability Engineering & System Safety, 2008, 93(9):1305-1316.
[2] 马涅采夫. 船舶不沉性理论[M]. 键链,译. 北京:国防工业出版社,1977. [3] 徐彦哲. SOLAS概率破舱稳性及计算结果分析[J]. 船舶标准化工程师,2014,47(1):1-4 ,8. XU Yanzhe. Analysis of SOLAS probabilistic damage stability and the calculation result[J]. Ship Standardization Engineer,2014,47(1):1-4,8.
[4] 胡铁牛. 货船概率破舱稳性计算及对分舱的影响[J]. 上海交通大学学报,1997,31(11):26-31. HU Tieniu. Probability calculation of ship damage stability and its influence on subdivision[J]. Journal of Shanghai Jiaotong University,1997,31(11):26-31.
[5] 户艳宏. 规则波中客滚船破损横摇时域运动分析及概率破损稳性研究[D]. 上海:上海交通大学,2011. HU Yanhong. Time domain roll motion of the damaged Ro-Ro passenger in beam regular waves and study of probabilistic damage stability[D]. Shanghai:Shanghai Jiao Tong University,2011. [6] BOULOUGOURIS E,PAPANIKOLAOU A. Advanced damaged stability assessment for surface combatants[C]//Proceeding of the 12th International Conference on the Stability of Ships and Ocean Vehicles. Glasgow, UK,2015.
[7] HARSEN E,KRIKKE M. A probabilistic damage stability calculation method for naval ship vessels[C]//Proceedings of the 7th International Conference on Stability of Ships and Ocean Vehicles. Australia,Tasmania:STAB,2000.
[8] BOULOUGOURIS E,PAPANIKOLAOU A. Risk-based design of naval combatants[J]. Ocean Engineering, 2013,65:49-61.
[9] BOULOUGOURIS E,PAPANIKOLAOU A. Optimisation of the survivability of naval ships by genetic algorithms[C]//Proceedings of the 3rd International Euro conference on Computer Applications and Information Technologies in the Maritime Industries(COMPIT'04). Siguenza,Spain:[s.n.],2004.
[10] 胡丽芬,马坤,张凤香. 破损舰船浮态稳性实时计算研究[J]. 武汉理工大学学报(交通科学与工程版), 2009,33(6):1160-1163,1182. HU Lifen,MA Kun,ZHANG Fengxiang. Study on real-time calculation of stability for damaged warship[J]. Journal of Wuhan University of Technology (Transportation Science & Engineering),2009,33(6):1160-1163,1182. [11] 蔡成涛,夏桂华. 一种舰船破损稳性计算方法研究[J]. 信息系统工程,2012(10):133-135,130. CAI Chengtao,XIA Guihua. A study on the calculation method for damaged stability of warships[J]. Information System Engineering,2010(10):133-135, 130.
[12] 吕振望,马坤,姜彭,等. 基于提高舰船不沉性的分舱优化[J]. 中国造船,2015,56(3):108-115. LV Zhenwang,MA Kun,JIANG Peng,et al. Optimization of subdivision based on the ship's insinkability[J]. Shipbuilding of China,2015,56(3):108-115.
[13] 曹冬华,浦金云,熊凯军. 舰艇作战系统生命力的模糊综合评估[J]. 武汉理工大学学报(交通科学与工程版),2006,30(1):110-112. CAO Donghua,PU Jinyun,XIONG Kaijun. A fuzzy comprehensive evaluation on combat system of warship[J]. Journal of Wuhan University of Technology (Transportation Science & Engineering),2006,30(1):110-112. [14] 中国船级社. 分舱与破损稳性要求实施指南:SOLAS 2009[S]. 北京:人民交通出版社,2009. [15] 刘玉秋,聂武,王建国,等. 鱼雷命中前后舰船主船体水线以下部分结构的应力分析与比较[J]. 哈尔滨工程大学学报,2001,22(2):15-19. LIU Yuqiu,NIE Wu,WANG Jianguo,et al. Stress analysis of torpedo-damaged warship structure under waterline[J]. Journal of Harbin Engineering University,2001,22(2):15-19.
[16] LYU Z W,MA K,LIU F. Military ship's subdivision optimization for reinforcement of anti-wind capacity after damage[J]. Journal of Marine Science and Technology,2015,20(3):579-589.
[17] BROWN A J,DEYBACH F. Towards a rational intact stability criteria for naval ships[J]. Naval Engineers Journal,1998,110(1):65-77.
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