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A form of aerodynamic admittance for use in bridge aeroelastic analysis

机译:一种用于桥梁气动弹性分析的气动导纳形式

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This paper returns to, and addresses, the question of identifying the nature of aerodynamic admittance in relation to extended-span bridges in wind. Theoretical formulations for the sectional aerodynamic forces acting upon the deck girder of a long-span bridge have conventionally been composed of the sum of two kinds of terms: aeroelastic terms and buffeting terms. The former employ frequency-dependent coefficients ("flutter derivatives") associated with sinusoidal displacements of the structure, while the latter have typically been expressed in quasi-static terms with fixed lift, drag and moment coefficients. This inconsistency of formulation has required that at some point the buffeting terms, functions of gust velocity, be adjusted to a more compatible form through the introduction of the so-called aerodynamic admittance factors that are frequency-dependent. The present paper identifies a form of these several section-force factors as functions of the flutter derivatives themselves.
机译:本文返回并解决了确定与风中的大跨度桥梁有关的空气导纳特性的问题。传统上,作用在大跨度桥梁桥面梁上的截面空气动力的理论公式通常由两种术语的总和组成:气动弹性术语和抖振项。前者采用与结构的正弦位移相关的频率相关系数(“颤振导数”),而后者通常以准静态术语表示,具有固定的升力,阻力和力矩系数。这种配方上的不一致要求在某些时候,通过引入依赖于频率的所谓的空气导纳系数,将抖振项(阵风速度的函数)调整为更兼容的形式。本文确定了这几种截面力因子的形式,作为颤振导数本身的函数。

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