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Optimal ratio of spans of continuous bridges

机译:连续桥梁跨度的最佳比率

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The article deals with the creation of continuous metal and monolithic reinforced concrete bridge spans, which are the most effective. Efficiency is achieved by finding opportunities for the unification of structures with the most successful options for providing them with the required load-bearing capacity with the lowest cost of building materials. The bending moments that occur in the sections of a continuous structure are distributed more evenly and take on smaller values in the span than in a split structure. However, the efficiency of continuous structures can be further improved by introducing a certain coefficient of the length of the extreme spans of the bridge relative to the average ones. This allows you to achieve equality of the reference or span bending moments. As a result, the design will work in such a way that it will be possible to build the bridge span as if from three types of unified blocks, which will reduce the complexity and cost of construction work. As an example, in this case, the ratio of spans and the corresponding division into blocks for four-span continuous bridges are determined.
机译:文章涉及连续金属和单片钢筋混凝土桥跨度的创建,这是最有效的。通过找到统一结构的机会,通过最成功的选择来实现效率,为它们提供所需的承载能力,以建筑材料的最低成本。在连续结构的部分中发生的弯曲力矩更均匀分布,并在跨度比分裂结构中取得较小的值。然而,通过引入桥的极端跨度相对于平均值的一定的系数,可以进一步改善连续结构的效率。这允许您实现参考或跨度弯曲时刻的平等。结果,设计将以这样的方式工作,即可以建立桥跨度,就像来自三种类型的统一块一样,这将降低施工工作的复杂性和成本。作为示例,在这种情况下,确定跨越跨度与对应分割成的四跨连续桥的块的比率。

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