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FFT-Enhanced 4th-Order Spectral Representation Method: Simulating Non-Gaussian Wind Pressures
In this work, a generalized fourth-order spectral representation method (SRM) is proposed for symmetrically non-linear non-Gaussian random processes. An analytical formula is derived to simulate the generalized fourth-order non-Gaussian random process. Another significant feature of this method is the efficient combination of the Fast Fourier Transform (FFT) with the fourth-order spectral representation, which provides an enhancement technique to significantly improve simulation efficiency. Finally, to validate the proposed method’s effectiveness, numerical simulations are carried out utilizing non-Gaussian wind pressure data acquired from wind tunnel experiments.
FFT-Enhanced 4th-Order Spectral Representation Method: Simulating Non-Gaussian Wind Pressures
In this work, a generalized fourth-order spectral representation method (SRM) is proposed for symmetrically non-linear non-Gaussian random processes. An analytical formula is derived to simulate the generalized fourth-order non-Gaussian random process. Another significant feature of this method is the efficient combination of the Fast Fourier Transform (FFT) with the fourth-order spectral representation, which provides an enhancement technique to significantly improve simulation efficiency. Finally, to validate the proposed method’s effectiveness, numerical simulations are carried out utilizing non-Gaussian wind pressure data acquired from wind tunnel experiments.
FFT-Enhanced 4th-Order Spectral Representation Method: Simulating Non-Gaussian Wind Pressures
Lecture Notes in Civil Engineering
Liu, TianQiao (editor) / Liu, Enlong (editor) / Li, Xin (author) / Li, Shaopeng (author) / Jiang, Yan (author)
International Conference on Advanced Civil Engineering and Smart Structures ; 2023 ; Chengdu, China
2024-03-14
8 pages
Article/Chapter (Book)
Electronic Resource
English
Spectral representation with non-Gaussian random variables
British Library Conference Proceedings | 2005
|Spectral Representation for a Class of Non-Gaussian Processes
Online Contents | 2004
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