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Full-range analysis for nonlinear aerostatic instability of long span cable-stayed bridges

机译:大跨度斜拉桥非线性静力失稳的全范围分析

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To investigate the full-range characteristic on nonlinear aerostatic of long span cable-stayed bridge. taking a cable-stayed bridge under construction for example, the realization process of inner and outer incremental double iteration method to solve the aerostatic stability and the full-range physical characteristics of instability are described in detail. Analysis result shows that the critical velocity and instability shape are relation with the corresponding three-component force coefficients of the initial attack angle and the slope of three-component force coefficient curve. Concretely, the iterative positive or negative changing direction of effective attack angle in full-range of aerostatic instability is ascertained by the positive or negative value of lifting moment coefficient in initial attack angle; in addition, which will influence the lifting force coefficient value and drag force coefficient value, the bigger the slope of lifting moment coefficient curve is, the smaller the critical velocity is; when the initial angle is located in the smallest of the positive and the biggest of the negative value of lifting moment coefficient curve, the critical velocity reach the maximum in different rotation direction separately, and with the increase of absolute value of lifting moment coefficient in effective attack angle, the critical velocity presents descending trend in those two different rotation directions.
机译:研究大跨度斜拉桥非线性静力的全范围特性。以在建斜拉桥为例,详细描述了解决静压稳定性和全范围不稳定性的内外增量式双迭代法的实现过程。分析结果表明,临界速度和失稳形状与相应的初始冲角的三分力系数和三分力系数曲线的斜率有关。具体地,通过在初始迎角中提升力矩系数的正或负值来确定在整个空气动力学不稳定性中有效迎角的迭代正或负变化方向。另外,会影响提升力系数值和阻力系数值,提升力矩系数曲线的斜率越大,临界速度越小。当初始角位于提升力矩系数曲线的正值的最小值和负值的最大值之间时,临界速度分别在不同的旋转方向上达到最大值,并且随着提升力矩系数的绝对值的增加而有效。迎角,临界速度在这两个不同的旋转方向呈现下降趋势。

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