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Elastic Stability of Two-Span Continuous Beams under Moving Loads

机译:移动荷载下两跨连续梁的弹性稳定性

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The elastic stability of two span continuous beams has been studied using FEA methods. Two formulae for estimating the critical loads are proposed, one is suitable for two-span beams with one span loaded, while the other is suitable for two-span beams with both spans equally loaded. Two identical concentrated loads symmetrically located about the mid-span of each loaded span were considered in the derivation of both formulae, and the effect of the height of loaded points for doubly symmetric beams was included. The formulae presented are also accurate enough in calculating the critical loads for two-span continuous beams with the mono-symmetric sections used in practice if the point of load application is at or above the shear centre. A linear approximation is suggested for the interaction of two spans when the two spans of the beam are not equally loaded. For a two-span continuous runway girder supporting moving cranes, the minimum critical load and the maximum absolute moment were investigated, some possible combination of wheel forces on beams considered, and approaches to calculating the critical load for each load combination are suggested when the girder has either one or two cranes moving along it.
机译:使用FEA方法研究了两跨连续梁的弹性稳定性。提出了两种估算临界载荷的公式,一种适用于一个跨度加载的两跨梁,而另一种适用于两个跨度均等加载的两跨梁。在两个公式的推导中都考虑了对称分布在每个加载跨度的中跨附近的两个相同的集中荷载,并且包括了双对称梁的加载点高度的影响。如果载荷点在剪切中心或高于剪切中心,则给出的公式在计算单跨截面的两跨连续梁的临界载荷时也足够准确。当梁的两个跨距未均等加载时,建议对两个跨距的相互作用进行线性近似。对于支撑移动式起重机的两跨连续跑道大梁,研究了最小临界载荷和最大绝对力矩,考虑了车轮作用在梁上的一些可能组合,并提出了计算大梁时每种载荷组合的临界载荷的方法有一台或两台起重机沿着它移动。

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