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In-plane thermoelastic behaviour and buckling of pin-ended and fixed circular arches

机译:销端和固定圆拱的面内热弹性行为和屈曲

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This paper presents a systematic treatment of the in-plane thermoelastic analysis of pin-ended and fixed circular arches that are subjected to a uniform temperature field. A virtual work method is used to develop the differential equations of equilibrium. It is found that the membrane stresses and strains in arches that are subjected to a uniform temperature field form a special state for which compressive stresses are associated with tensile strains. It is also found that the thermal effects of the uniform temperature field on shallow arches are significant. The strains and stresses produced by the uniform temperature field in shallow arches are much higher that those in deep arches. Under a uniform temperature field, the central radial deflection of shallow arches may exceed the deflection limit for serviceability and the stresses in shallow arches may reach the yield stress of the material. The in-plane thermoelastic bifurcation buckling of arches under a uniform temperature field is also investigated using classical buckling theory. It is found that, in practice, thermoelastic bifurcation buckling is possible only for very shallow arches. For most arches, the critical temperature for in-plane thermoelastic bifurcation buckling is quite high, so the central radial deflection of the arches may exceed the deflection limit for serviceability and the stresses in the arches may reach the yield stress of the material before the critical temperature for the thermoelastic buckling is reached.
机译:本文介绍了受均匀温度场作用的销形端和固定圆拱的面内热弹性分析的系统处理。使用虚拟功法来开发平衡微分方程。已经发现,经受均匀温度场的拱中的膜应力和应变形成一种特殊状态,在这种状态下压缩应力与拉伸应变有关。还发现均匀温度场对浅拱形的热效应是显着的。均匀温度场在浅拱中产生的应变和应力要比在深拱中高得多。在均匀的温度场下,浅拱形的中心径向挠度可能会超过可使用性的挠度极限,并且浅拱形的应力可能会达到材料的屈服应力。还使用经典屈曲理论研究了均匀温度场下拱的面内热弹性分叉屈曲。已经发现,实际上,热弹性分叉屈曲仅对于非常浅的拱形是可能的。对于大多数拱形结构而言,平面内热弹性分叉屈曲的临界温度很高,因此,拱形结构的中心径向挠度可能会超过使用寿命的挠度极限,并且在临界态之前,拱形体中的应力可能会达到材料的屈服应力。达到热弹性屈曲的温度。

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