高宽比为4的矩形断面脉动风压的非高斯特性及其极值研究

STUDY ON NON-GAUSSIAN CHARACTERISTICS AND EXTREME VALUES OF FLUCTUATING WIND PRESSURE ON RECTANGULAR SECTION WITH ASPECT RATIO OF 4

  • 摘要: 通过刚性模型风洞测压试验,研究了高宽比为4的矩形断面表面脉动风压概率密度分布及其非高斯特性,并对高斯分布与非高斯分布的区域进行了划分。在此基础上,采用改进的Hermite法计算了非高斯区域的峰值因子及脉动风压极值。结果表明:高宽比为4的矩形断面在侧风面和背风面测点完全位于非高斯区域,其测点的概率密度分布明显偏离高斯分布,呈现出显著的非高斯特性。此外,规范建议峰值因子取值和基于高斯过程的峰值因子均明显低于通过改进的Hermite法确定的峰值因子,建议采用改进的Hermite法来计算非高斯区域的脉动风压极值。

     

    Abstract: This study investigates the probability density distribution and non-Gaussian characteristics of fluctuating wind pressure on a rectangular section with an aspect ratio of 4. Rigid model pressure measurement wind tunnel tests were conducted to analyze the regions of Gaussian and non-Gaussian characteristics. The modified Hermite method was then used to calculate the peak factor and extreme values of the non-Gaussian region. Results indicate that pressure taps on the crosswind and leeward sides of the rectangular section fall entirely within the non-Gaussian region, displaying significant deviations and bulges in the probability density distribution. Furthermore, both the peak factor suggested by the code and the peak factor based on Gaussian processes are significantly lower than the peak factor determined through the improved Hermite method, which is recommended to be used for calculating the fluctuating wind pressure extremes in the non-Gaussian region.

     

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