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Revisiting Convolution Scheme in Bridge Aerodynamics: Comparison of Step and Impulse Response Functions

机译:再谈桥梁空气动力学中的卷积方案:阶跃和脉冲响应函数的比较

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摘要

Two elementary response features of bridge aerodynamics, namely unit-step (indicial) and unit-impulse response functions, as the fundamental building blocks for the convolution integral, are reviewed systematically. The comparison of these elementary response functions was carried out from theoretical, experimental, and numerical perspectives. Theoretically, their new interpretation is given in the context of bridge aerodynamics. Experimentally, the underlying mechanism concerning these elementary response functions as applied to bridge aerodynamics was investigated, e.g., the overshooting feature and the applications to the simulation of gust- and motion-induced forces. Numerically, a comparison of the indicial and rational function approximations, often utilized in the indirect identification of the effective unit-step and unit-impulse response functions, respectively, is highlighted by underscoring the underlying physics in the associated mathematical derivation. A numerical example of a long-span bridge is presented to demonstrate the fidelity of simulation based on these numerical approximations.
机译:系统地回顾了桥梁空气动力学的两个基本响应特征,即单位阶跃(个人)和单位冲激响应函数,它们是卷积积分的基本构建模块。这些基本响应函数的比较是从理论,实验和数值的角度进行的。从理论上讲,它们在桥梁空气动力学的背景下给出了新的解释。实验上,研究了与这些基本响应函数有关的基本机制,这些机制适用于桥梁空气动力学,例如过冲功能及其在模拟阵风和运动引起的力中的应用。在数值上,通过在相关的数学推导中强调基本物理原理,突出显示了分别用于间接识别有效的单位阶跃响应函数和单位脉冲响应函数的独立函数和有理函数近似值的比较。给出了一个大跨度桥梁的数值示例,以证明基于这些数值逼近的仿真保真度。

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