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The Mendeleev-Klayperon Equation in Estimation of Pressure on Box Spans in Enclosed Spaces of Pedestrian Bridges

机译:围栏盒跨箱跨盒跨度压力估计的MendeleeV-Klayperon方程

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Practical use of building structures with enclosed spaces is determined by their corrosion resistance requirements.These requirements are implemented and applied in closed spaces spans for pedestrian bridges built in Khabarovsk in Gogol and P.Morozov streets.Implementing of such a constructive solution raises a question of climatic factors effect on confined space and as a result the strain-stress state of the box-shaped span.The article deals with the issue of changing the pressure inside a closed loop span of pedestrian bridge when the ambient temperature changes.The amount of distributed pressure on the elements of a box span was defined on the basis of the Mendeleev-Klayperon equation.The results of stress state change of box-shaped span elements with a closed space depending on the ambient temperature changes were achieved by means of numerical simulation.
机译:用封闭空间建筑结构的实际使用是通过它们的耐腐蚀性要求来决定。这些要求在封闭的空间内实施和应用于Gogol和P.Morozov Streets的Khabarovsk中的行人桥梁的跨度。实现这种建设性解决方案提出了一个问题气候因子对受限空间的影响,因此盒形跨度的应变应力状态。作品涉及在环境温度变化时改变行人桥梁闭环跨度内部的压力的问题。分布的数量基于MendeleeV-Klayperon方程定义了盒子跨度的元件的压力。通过数值模拟实现了根据环境温度变化的封闭空间的盒形跨元件的应力状态变化的结果。

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