1) ring-stiffened cylindrical shell
环肋圆柱壳
1.
Research on stability of ring-stiffened cylindrical shells under various uniform lateral external pressures;
不同纵横均匀外压作用下环肋圆柱壳稳定性分析
2.
Sound radiation analysis of low order modes from the ring-stiffened cylindrical shells in fluid medium;
有限长环肋圆柱壳低阶模态声辐射性能分析
3.
Regression analysis of lowest frequency for ring-stiffened cylindrical shell under hydrostatic pressure
静水压力作用下环肋圆柱壳自由振动基频的数值拟合公式
3) periodic ring-stiffened cylindrical shell
周期环肋圆柱壳
1.
Sound radiation of a submerged periodic ring-stiffened cylindrical shell by space-harmonic analysis;
水下周期环肋圆柱壳声辐射的空间简谐分析
2.
Radiated sound pressure of an infinite periodic ring-stiffened cylindrical shell in fluid field was studied by both theoretical and experimental method.
对流场中一无限长周期环肋圆柱壳受激振动的辐射声压进行了理论和实验研究。
4) ring-stiffened cylindrical shell
环加肋圆柱壳
1.
In order to find the post-buckling path for ring-stiffened shells under hydrostatic pressure and consider the practical shapes of ring sections, the Compound Strip Method (CSM) is applied to the post-buckling analysis of ring-stiffened cylindrical shells.
为了研究水压作用下的加肋柱壳的后屈曲状况,并且能考虑到肋骨的实际截面形状和分布情况,本文将复合有限条方法应用于环加肋圆柱壳的后屈曲分析。
2.
A comparison is made among current calculation methods for the buckling of ring-stiffened cylindrical shells under hydrostatic pressure.
对静水压力下环加肋圆柱壳弹性失稳临界载荷现有计算方法进行了比较和计论。
3.
The procedtires for the general buckling analysis 0f ring-stiffened cylindrical shells under hydrostatic presstlre by finite strip method are formulated.
导出了有限条法分析环加肋圆柱壳在静水压力作用下总体屈曲的计算格式,将环加肋圆柱壳作为一个构造上的正交各向异性壳处理,推导了考虑环向加肋影响后有限条元的正交各向异性弹性矩阵。
5) ring-stiffened cylindrical shell
环肋柱壳
1.
In this paper a general analysis method is presented for evaluating the steady state response of submerged evenly spaced uniform ring-stiffened cylindrical shells coated with viscoelastic damping materialsubject to a radical harmonic force.
采用Flugge壳体理论,讨论了敷设自由层粘弹性阻尼材料的环肋柱壳受周期性径向激励的稳态响应。
6) circumferentially stiffened non-circular cylindrical shell
环肋加强非圆柱壳
1.
A novel method for analyzing circumferentially stiffened non-circular cylindrical shells subjected to external pressure;
环肋加强非圆柱壳的齐次扩容精细积分法
2.
The systemic and thorough researches on the strength problem of circumferentially stiffened non-circular cylindrical shells have been carried out in this thesis supported by the project be accomplished by cooperated with Wuhan Ship Design & Development Institute.
本学位论文在中国船舶重工集团公司的横向协作项目资助下,针对环肋加强非圆柱壳的强度问题进行了系统、深入的研究,重点放在建模、求解方法以及基本力学特性分析上面。
补充资料:壳壳
1.亦作"殻殻"。 2.诚笃貌。 3.中空貌。 4.象声词。
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