Method for rapid simulation of non-stationary random course based on characteristic orthogonal decomposition
A random process and simulation method technology, applied in special data processing applications, complex mathematical operations, instruments, etc., can solve problems such as low efficiency
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example 1
[0191] Example 1: Simulation accuracy verification
[0192] This example discusses the simulation of a downburst wind field along a tall building. First, the evolution power spectrum and coherence function of the multi-point non-stationary process were estimated based on the measured downburst wind speed data at heights of 0.9, 2.4, 4, 10, 116, 158 and 200 m (No. 1-7). From the characteristics of the coherent function, it is found that it is time-varying, and then the sample generation is performed according to the simulation steps of the above time-varying coherent non-stationary process.
[0193] Figure 1a and Figure 1b The decomposed time-varying spectra H corresponding to points 3 and 5 are shown respectively 33 (f,t) and H 55 The first two order principal coordinates and eigenvectors of (f,t). It can be found that the principal coordinates (time function) corresponding to smaller eigenvalues contain larger energy. Figure 2a and Figure 2b The decomposed spectra...
example 2
[0195] Example 2: Simulation Efficiency Comparison
[0196] The wind field along the deck of a long-span suspension bridge with a main span of 2000 m and a side span of 1000 m is studied. For simplicity, only the wind velocity component perpendicular to the bridge axis is considered. The distance between two adjacent simulation points on the side span and the main span is taken as 10 meters and 20 meters respectively. Therefore, a total of 301 simulation points of the wind field will be simulated. The wind field characteristics are constructed according to the measured typhoon records. As in the previous example, the power spectrum of the typhoon is estimated from the measured data. Then, it is assumed that the self-spectrum of the simulated point in the middle span of the bridge is equal to the typhoon spectrum, and the self-spectrum of each point in the side span is taken as 0.8 times the typhoon spectrum. In addition, the coherence function adopts Davenport's exponential...
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