环形夹杂物对球壳细长椭圆开口附近应力集中影响的模拟

V. Hudramovich, E. Hart, O. A. Marchenko
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摘要

由于具有高强度和相对轻的重量,壳结构广泛应用于各种技术和工业领域。在大多数情况下,由于制造或设计原因,实际结构存在开口,从而导致局部应力急剧增加,从而导致整体结构的强度和可靠性下降。这就是为什么减少薄壁结构单元的应力集中是变形体力学中一个重要和热门的问题。本文对具有细长椭圆开口的薄壁球壳及其在一定距离处环绕开口的环形内含物的应力场和应变场进行了计算机模拟和有限元分析。研究了夹杂物的几何和力学参数及其与开口轮廓的距离对壳体应力场和应变场参数集中的影响。得到了局部应力集中区的应力应变强度分布。结果表明,在距离开口一定距离处的刚性环形夹杂物使应力集中系数降低近27%,而开口附近的应变强度则成比例降低。椭圆开口延伸度对应力场和应变场参数的集中影响较大。如果开口沿其轮廓直接加入刚性环形夹杂物,则其附近的应力强度增加,而应变强度降低。数值计算结果表明,在开口附近设置刚性环形夹杂物可降低开口附近的应力和应变强度。如果开口沿其轮廓立即进行加固,则与开口周围的刚性年度夹杂物位于开口周围一定距离的情况相比,最大应变强度的下降要大一些。在球壳中使用特别选择和定位的细长椭圆开口的增强材料,可以控制其应力和应变场参数局部集中区域的应力和应变强度分布和大小。
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Simulation of the effect of an annular inclusion on stress concentration near an elongated elliptical opening in a spherical shell
Shell structures are widely used in various branches of technology and industry due to a combination of a high strength and a relatively light weight. In the majority of cases, actual structures have openings for manufacturing or design reasons, thus leading to a sharp increase in local stresses and, as a result, to a decrease in the strength and reliability of the structure as a whole. That is why reducing stress concentration in thin-walled structural elements is an important and topical problem in deformable body mechanics. This paper presents the results of a computer simulation and finite-element analysis of the stress and strain field of a thin-walled spherical shell with an elongated elliptical opening and an annular inclusion that surrounds the opening at a certain distance therefrom. The effect of the geometrical and mechanical parameters of the inclusion and its distance from the opening contour on the concentration of the stress and strain field parameters of the shell is studied. The stress and strain intensity distribution in the local stress concentration zones is obtained. It is shown that a rigid annular inclusion located at a certain distance from an opening allows one to reduce the stress concentration factor by nearly 27 percent with a proportional decrease in strain intensity in the vicinity of the opening. The elliptical opening elongation degree greatly affects the concentration of the stress and strain field parameters. If an opening is reinforced with a rigid annular inclusion immediately along its contour, the stress intensity in its vicinity increases, while the strain intensity decreases. The numerical calculations conducted show that surrounding an opening with a rigid annular inclusion located remotely therefrom reduces both the stress and the strain intensity in the vicinity of the opening. If an opening is reinforced immediately along its contour, a decrease in the maximum strain intensity is somewhat greater in comparison with the case where the rigid annual inclusion surrounding the opening is located at some distance therefrom. The use of specially selected and located reinforcements of elongated elliptical openings in spherical shells allows one to control the stress and strain intensity distribution and magnitude in the zones of local concentration of their stress and strain field parameters.
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