共查询到20条相似文献,搜索用时 203 毫秒
1.
2.
3.
潜艇耐压结构全船有限元应力分析 总被引:1,自引:1,他引:0
在对潜艇全船耐压结构有限元应力分析的基础上,又进行了各局部结构的二级甚至三级离散有限元应力分析,比较了一般环肋圆柱壳、环肋圆锥壳、环肋锥-柱结合壳、横舱壁区域结构、耐压液舱区域结构典型点应力与现有解析算法结果的差异程度,得出了一些有工程实用意义的结论. 相似文献
4.
对纵骨式双层圆柱壳结构应力计算方法进行了研究,在双层同心纵向加强圆柱壳假设下,建立了力学模型,利用扁壳理论以及应力函数方法建立了平衡方程,并利用梁振型函数的级数展开作为位移和应力函数的待定解,求解出内,外壳板典型部位应力,本方法计算结果与有限元计算值比较吻合,与试验测量值也吻合较好。 相似文献
5.
在对潜艇全船耐压结构有限元应力分析的基础上,又进行了各局部结构的二级甚至三级离散有限元应力分析,比较了一般环肋圆柱壳、环肋圆锥壳、环肋锥-柱结合壳、横舱壁区域结构、耐压液舱区域结构典型点应力与现有解析算法结果的差异程度,得出了一些有工程实用意义的结论。 相似文献
6.
7.
文章基于经典弹性板壳理论,通过解析方法导出两端圆板封闭圆柱壳自由振动的求解方程和边界条件。圆柱壳与两端圆板的连接条件由连接处的变形连续性和内力平衡关系得出。应用三角函数和Bessel函数构造该组合壳体的模态振型,对决定任意边界条件圆柱壳模态振型的八次方程的根进行了详细讨论。在MATLAB中编写固有频率的搜索程序,给出了两端圆板封闭圆柱壳自由振动的半解析解。半解析方法得到的固有频率和振型的数值结果与有限元方法计算的结果作了比较,两者几乎完全一致。该半解析方法不存在高频处理难的问题,并且计算速度远远高于有限元方法。 相似文献
8.
潜艇全船耐压结构有限元应力分析 总被引:1,自引:0,他引:1
本文对潜艇全船耐压结构进行了有限元应力分析,在此基础上,又进行了各局部结构的二级甚至三级离散有限元应力分析,比较了一般环肋圆柱壳、环肋圆锥壳、环肋锥-柱结合壳、横舱壁区域结构,耐压液舱区域结构典型点应力与现有解析算法结果的差异程度,得出了一些有工程实用意义的结论。 相似文献
9.
系统地讨论了环肋圆柱壳、环肋圆锥壳、锥-柱结合壳以及耐压液舱等结构的稳定性问题.通过大量有限元计算和理论分析,指出了有的解析法公式可用,有的要作修正,有的需要进一步探讨,有的给出了计算方法的具体建议,使正确理解和使用各种稳定性解析公式成为可能.因而本文具有重要的理论和工程应用价值. 相似文献
10.
11.
将缩减弹性模量的思想融入基于轴对称壳单元的有限元分析,建立缩减弹性模量有限元法,计算加肋轴对称组合壳的极限载荷。建立壳单元弹性状态、局部屈服状态和截面屈服状态的判断条件;提出弹性模量调整策略和组合壳极限状态的判断方法,实现对加肋轴对称组合壳的塑性极限分析。编制了计算程序,算例表明该方法计算时间省,计算精度较高。 相似文献
12.
加肋轴对称壳非线性分析方法的探讨 总被引:1,自引:0,他引:1
将Sanders-Koiter几何非线性壳体理论与理想弹塑性本构关系结合,建立了加肋轴对称壳体结构的非线性有限元计算方法,并对加肋锥-环-柱组合壳塑性力学现象进行了观测,发现加肋锥-环-柱组合壳在失稳破坏时,环壳屈服厚度占壳体厚度的44%。 相似文献
13.
马鞍形是船体外板中比较常见的一种,在船体板的冷压成形中回弹是影响成形件质量的主要因素之一。本文针对马鞍形面的船体板进行了回弹模拟,分析了板厚和不同曲率变化条件下对回弹的影响规律,为后续的利用回弹规律进行模具补偿提供依据。 相似文献
14.
A general method was proposed to study the sound and vibration of a finite cylindrical shell with elastic theory.This method was developed through comprehensive analysis of the uncoupled Helmholtz equation obtained by the decomposition of elastic equations and the structure of the solution of a finite cylindrical shell analyzed by thin shell theory.The proposed method is theoretically suitable for arbitrary thickness of the shell and any frequency.Also,the results obtained through the method can be used to determine the range of application of the thin shell theory.Furthermore,the proposed method can deal with the problems limited by the thin shell theory.Additionally,the method can be suitable for several types of complex cylindrical shell such as the ring-stiffened cylindrical shell,damped cylindrical shell,and double cylindrical shell. 相似文献
15.
16.
[Objective]This paper proposes a method for calculating the acoustic and vibration response of underwater cylindrical shell structures based on land-based vibration test results.[Methods]An axisymmetric boundary element method (BEM) is introduced to describe the radiation acoustic field of the shell. The relationship of acoustic pressure at the nodal point of the generatrix with velocity is obtained by solving the numerical solution of the boundary element integral equation, then the acoustic radiation impedance matrix of the outer surface of the shell and acoustic transfer vector (ATV) are constructed. Based on the assumption that the low-order vibration mode of an underwater cylindrical shell is the same as that of an onshore cylindrical shell, combined with the modes and acoustic radiation impedance matrix of an onshore cylindrical shell, the modal added mass and damping are calculated. [Results]The natural frequency calculation formula of the underwater cylindrical shell is established on the basis of the onshore mode, and the calculation method of underwater vibration response and acoustic radiation characteristics with the vibration response in air as input is obtained based on mode superposition method.[Conclusion ] The numerical results of a typical cylindrical shell with internal structure show that the method meets the engineering accuracy requirements. © 2023 Chinese Journal of Ship Research. All rights reserved. 相似文献
17.
In this paper, analytical expressions for stress concentration factors in pipes subjected to internal pressure and axial force are derived for a number of design cases based on classical shell theory. The effect of fabrication tolerances in simple butt welds is assessed. Analyses based on classical mechanics are compared with results from axisymmetric finite element analyses for verification of the presented methodology. Stress concentration factors are presented for circumferential butt welds in pipes welded together from pipes with different thicknesses, welds at buckling arrestors, welds at flanged connections in pipelines, and welds at ring stiffeners on the inside and the outside of the pipes. It also includes stress concentration factors at end closures in pipes for gas storage. Larger pipes are fabricated from plates with a longitudinal weld. This fabrication process introduces out-of-roundness in the pipes. The actual out-of-roundness is a function of internal pressure. An analytical expression for the bending stress in the pipe wall due to this out-of-roundness is presented. The derived stress concentration factors can be used together with a hot spot stress S–N curve for calculation of fatigue damage. 相似文献
18.
19.
疲劳裂纹扩展模型中表征裂纹闭合水平参数的确定 总被引:1,自引:1,他引:0
借助7075-T 6铝合金、6013铝合金以及0.45w t%碳钢的疲劳试验数据,结合上述材料的力学性能参数,通过非线性最小平方拟合方法,研究了表征裂纹闭合水平参数k对疲劳裂纹扩展率的影响。研究结果表明,对于宏观裂纹范围内的疲劳裂纹扩展,参数k只要大于某个值就对疲劳裂纹扩展率无影响;而对于小裂纹阶段的疲劳裂纹扩展,参数k对疲劳裂纹扩展率的影响较明显,因此参数k的大小主要取决于小裂纹扩展数据。依据0.45w t%碳钢疲劳试验数据,相应参数k的建议值为6 000m-1。 相似文献
20.
Sanders中长圆柱壳理论及其在海洋工程中的应用(英文) 总被引:1,自引:0,他引:1
The cylindrical shell is one of the main structural parts in ocean engineering structures.These cylinders are mostly of medium length,which means that the radius of the cross section is significantly smaller than the length of the cylindrical shell.From the viewpoint of the shell theory,they belong to the mid-long cylindrical shell category.To solve mechanical problems on this kind of structure,especially a cracked cylindrical shell,analysis based on shell theory is necessary.At present the generally used solving system for the mid-long cylindrical shell is too complicated,difficult to solve,and inapplicable to engineering.This paper introduced the Sanders’ mid-long cylindrical shell theory which reduces the difficulty of the solution process,and will be suitable for solving problems with complicated boundary conditions.On this basis,the engineering applications of this theory were discussed in conjunction with the problem of a mid-long cylindrical shell having a circumferential crack.The solution process is simple,and the closed form solution can usually be found.In practical engineering applications,it gives satisfactory precision. 相似文献