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Levels-of-Approximation Approach in Codes of Practice

机译:实务守则中的近似程度法

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Civil engineering projects typically involve a number of design phases, such as preliminary design, tender design and executive design. The required degree of accuracy for the analysis of the behaviour and strength of the structural members increases as a project evolves. Codes of practice, however, seldom reflect this situation and propose a single design expression to be used at all phases of a project. This is not convenient in a number of situations, leading to lengthy analyses for initial design phases and sometimes not allowing to consider all potential load-carrying mechanisms or strength reserves for advanced analyses (design of complex structures and assessment of critical existing structures). In opposition to this approach, codes of practice can privilege a design strategy named the levels-of-approximation (LoA) approach. It is based on the use of physically sound theories where the accuracy of the mechanical parameters used in the design expressions can be refined, if needed, in successive LoA. In the initial design phases, simple and safe hypotheses allow performing preliminary design tasks within limited time, checking principal dimensions and identifying critical regions and failure modes. Refinements on the values of the mechanical parameters in successive LoA thereafter allow to increase the accuracy of the estimate of the strength and behaviour. In this paper, the main ideas and advantages of the LoA approach are introduced and explained. An example of how this approach can be used with reference to the shear design of bridge deck slabs is also presented and discussed.
机译:土木工程项目通常涉及多个设计阶段,例如初步设计,招标设计和执行设计。随着项目的发展,对结构构件的行为和强度进行分析所需的准确度会增加。但是,实践准则很少反映这种情况,并提出了在项目的所有阶段都使用的单一设计表达。这在许多情况下都不方便,导致冗长的初始设计阶段分析,有时甚至不允许考虑所有潜在的承载机制或强度储备进行高级分析(复杂结构的设计和关键现有结构的评估)。与该方法相反,实践准则可以优先考虑一种称为近似水平(LoA)方法的设计策略。它基于物理上合理的理论,其中,如果需要,可以在连续的LoA中完善设计表达式中使用的机械参数的精度。在初始设计阶段,简单安全的假设允许在有限的时间内执行初步设计任务,检查主要尺寸并确定关键区域和失效模式。此后,在连续的LoA中对机械参数的值进行细化可以提高强度和行为估计的准确性。本文介绍并解释了LoA方法的主要思想和优点。还介绍并讨论了如何参考桥面板的抗剪设计使用该方法的示例。

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