以球-环-柱组合壳型式的球面舱壁结构为研究对象,分析不同几何形状下球面舱壁结构静强度及承载能力的特性。为表征球面舱壁扁平几何形状,初步提出“扁平度”的概念,借助结构有限元软件,对系列不同扁平度球面舱壁模型进行计算,分析其对结构静强度及极限承载能力的影响作用。研究表明:当球面舱壁扁平度较小(约小于0.2)时,过渡环段的内表面应力强度问题突出,容易产生塑性变形并扩展至整个过渡环段,并在过渡环区域发生破坏;当扁平度较大(约大于0.7)时,球壳区域出现弯曲应力,初挠度影响较为敏感,易在初挠度区域产生塑性变形导致结构失效;建议扁平度取值范围为0.35~0.55,对应球面舱壁极限承载能力相对较高。本文的研究结论可为球-环-柱结构设计提供参考。
A spherical bulkhead structure in style of sphere-toroid-cylinder combined shells is taken as the research object, and its structural strength characteristic is studied. In order to characterize the geometric flat shape of the spherical bulkhead, the concept of “flatness” is put forward preliminary. Systematic numerical simulations of spherical bulkheads with different flatness are performed, and the effects of flatness on stress strength and ultimate bearing capacity are analyzed. The results show that when the flatness of the spherical bulkhead is small (about less than 0.2), the stress on the inner-surface of the toroidal transition is great, and the plastic deformation tends to soon occur and rapidly develop in the toroidal transition until the structure fails. And when the flatness is large (about larger than 0.7), there is high-level bending stress in the spherical shells and the ultimate bearing pressure is affected significantly by the initial deflection. The range of the flatness is suggested to be 0.35~0.55. The conclusion of this paper could provide a reference for the design of spherical-toroid-cylinder combined shells structure.
2017,(): 26-32 收稿日期:2017-01-09
DOI:10.3404/j.issn.1672-7649.2017.11.006
分类号:U663.4
作者简介:熊景毅(1991-),男,硕士,助理工程师,研究方向为潜艇结构设计
参考文献:
[1] 许辑平. 潜艇强度[M]. 北京: 国防工业出版社, 1980.
[2] 朱邦俊, 王丹, 万正权. 端部球面舱壁应力近似解[J]. 船舶力学, 2011, 15(11): 1255-1263.
ZHU Bang-jun, WANG Dan, WAN Zheng-quan. An analytical solution for stresses of the end spherical bulkhead[J]. Journal of Ship Mechanics, 2011, 15(11): 1255-1263.
[3] 黄旎, 夏飞, 杨宇华, 等. 环-锥处折角对球-环-锥组合壳的影响[J]. 舰船科学技术, 2011, 33(10): 25-28.
HUANG Ni, XIA Fei, YANG YU-hua, et al. A effect study on the curved angle in toroid-cone of the sphere-toroid-cone combined shells[J]. Ship Science and Technology, 2011, 33(10): 25-28.
[4] GJB/Z 21A-2001. 潜艇结构设计计算方法[S]. 北京: 国防科技工业委员会, 2001.
GJB/Z21A-2001. Method for design and calculation of submarine structure [S]. Beijing: COSTIND, 2001.
[5] 范名琦, 王永军, 刘鑫. 潜艇端部舱壁结构分析[J]. 船舶力学, 2007, 11(4): 594-599.
FAN Ming-qi, WANG Yong-jun, LIU Xin. Analysis of dome for submarine structure[J]. Journal of Ship Mechanics, 2007, 11(4): 594-599.
[6] 郑衍双, 陆正福, 张定武. 均匀外压下有几何缺陷球壳的破坏压力[J]. 中国造船, 1986(1): 48-58.
ZHENG Yan-shuang, LU Zheng-fu, ZHANG Ding-wu. Collapse pressure of spherical shells with initial imperfections under uniform pressure[J]. Shipbuilding of China, 1986(1): 48-58.
[7] 李天匀, 郑衍双. 均匀外压下非完善球壳的非线性稳定性分析[J]. 华中理工大学学报, 1997, 25(11): 90-92.
LI Tian-yun, ZHENG Yan-shuang. Nonlinear stability analysis of spherical shell with imperfection under uniform external pressure[J]. J. Huazhong Univ. of Sci. & Tech. 1997, 25(11): 90-92.
[8] 王自力, 王仁华, 俞铭华, 等. 初始缺陷对不同深度载人潜水器耐压球壳极限承载力的影响[J]. 中国造船. 2007, 48(2): 45-50.
WANG Zi-li, WANG Ren-hua, YU Ming-hua, et al. The influence of the initial imperfections on the ultimate strength of manned deep-sea submersible pressure sphere hull[J]. Shipbuilding of China. 2007, 48(2): 45-50.
[9] 陆蓓, 刘涛, 崔维成. 深海载人潜水器耐压球壳极限强度研究[J]. 船舶力学, 2004, 8(1): 51-58.
LU Bei, LIU Tao, CUI Wei-cheng. Ultimate strength of pressure spherical hull in deep-sea manned submersibles[J]. Journal of Ship Mechanics, 2004, 8(1): 51-58.
[10] 王仁华, 俞铭华, 李良碧, 等. 初始缺陷对深海载人潜水器耐压球壳弹塑性稳定性影响[J]. 海洋工程, 2006, 23(4): 111-115.
WANG Ren-hua, YU Ming-hua, LI Liang-bi, et al. Influence of initial deflection on plastic stability of manned deep-sea submersible's pressure sphere hull[J]. The Ocean Engneering, 2006, 23(4): 111-115.
[11] 黄旎. 球-环-锥旋转组合壳强度和稳定性研究[D]. 武汉: 中国舰船研究设计中心, 2012.
HUANG Ni. Strength and stability analyses for sphere-toroid-cone rotational shells[D]. Wuhan: China Ship Development & Design Center, 2012.