Pressure Vessels

D. Roylance
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引用次数: 39

Abstract

A good deal of the Mechanics of Materials can be introduced entirely within the confines of uniaxially stressed structural elements, and this was the goal of the previous modules. But of course the real world is three-dimensional, and we need to extend these concepts accordingly. We now take the next step, and consider those structures in which the loading is still simple, but where the stresses and strains now require a second dimension for their description. Both for their value in demonstrating two-dimensional effects and also for their practical use in mechanical design, we turn to a slightly more complicated structural type: the thin-walled pressure vessel. Structures such as pipes or bottles capable of holding internal pressure have been very important in the history of science and technology. Although the ancient Romans had developed municipal engineering to a high order in many ways, the very need for their impressive system of large aqueducts for carrying water was due to their not yet having pipes that could maintain internal pressure. Water can flow uphill when driven by the hydraulic pressure of the reservoir at a higher elevation, but without a pressure-containing pipe an aqueduct must be constructed so the water can run downhill all the way from the reservoir to the destination. Airplane cabins are another familiar example of pressure-containing structures. They illustrate very dramatically the importance of proper design, since the atmosphere in the cabin has enough energy associated with its relative pressurization compared to the thin air outside that catastrophic crack growth is a real possibility. A number of fatal commercial tragedies have resulted from this, particularly famous ones being the Comet aircraft that disintegrated in flight in the 1950’s1 and the loss of a 5-meter section of the roof in the first-class section of an Aloha Airlines B737 in April 19882 In the sections to follow, we will outline the means of determining stresses and deformations in structures such as these, since this is a vital first step in designing against failure.
压力容器
大量的材料力学可以完全在单轴受力结构元素的范围内引入,这是前面模块的目标。当然,现实世界是三维的,我们需要相应地扩展这些概念。我们现在采取下一步,考虑那些载荷仍然很简单,但应力和应变现在需要第二次元来描述的结构。由于它们在展示二维效果方面的价值,以及它们在机械设计中的实际应用,我们转向了一种稍微复杂一些的结构类型:薄壁压力容器。能够保持内部压力的管道或瓶子等结构在科学技术史上非常重要。尽管古罗马人在许多方面都把市政工程发展到了很高的水平,但他们之所以需要令人印象深刻的大型输水管道系统,是因为他们还没有能够维持内部压力的管道。在较高海拔的水库水压的推动下,水可以向山上流动,但如果没有承压管道,就必须建造渡槽,这样水才能从水库一路往山下流到目的地。飞机客舱是另一种常见的承压结构。它们非常戏剧性地说明了适当设计的重要性,因为与外部稀薄的空气相比,机舱内的大气有足够的能量与相对压力相关,因此灾难性的裂纹增长是一个真实的可能性。这导致了许多致命的商业悲剧,特别是著名的是20世纪50年代彗星飞机在飞行中解体,以及1982年4月阿罗哈航空公司B737头等舱屋顶5米长的部分的损失。在接下来的章节中,我们将概述确定结构中应力和变形的方法,因为这是设计抗故障的重要第一步。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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