Research and Application of Improved Algorithm based on Spectral Intensity

In this paper, an improved algorithm based on Housner spectral intensity is proposed. The upper and lower limit time range of the equation is adjusted to 0.1s ~ 10.1s. At the same time, the equation of spectral intensity value is divided into six categories. The spectral intensity value is calculate...

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Bibliographic Details
Published in2022 16th Symposium on Piezoelectricity, Acoustic Waves, and Device Applications (SPAWDA) pp. 325 - 330
Main Authors Yao, Xinqiang, Li, Tong, Guo, Xun, Cao, Jingquan
Format Conference Proceeding
LanguageEnglish
Published IEEE 11.10.2022
Subjects
Earthquakes
Instruments
Macroscopic intensity
Mathematical models
Ordinary Kriging interpolation
Piezoelectricity
Refinement algorithm
Reflection
Spectral intensity
Uncertainty
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Summary:In this paper, an improved algorithm based on Housner spectral intensity is proposed. The upper and lower limit time range of the equation is adjusted to 0.1s ~ 10.1s. At the same time, the equation of spectral intensity value is divided into six categories. The spectral intensity value is calculated according to the range of lgSI0.2 calculated. Finally, the ordinary Kriging interpolation method is used to draw the spectral intensity contour map. The improved method proposed in this paper establishes a continuous function relationship between the acceleration time-history integral of ground motion and the spectral intensity. Through the comparison and verification of two earthquakes, the spectral intensity contour map obtained by the improved algorithm is consistent with the overall change trend of the macroscopic intensity map, and has a good corresponding relationship. It has certain reliability and accuracy, and can provide scientific data support for post-disaster emergency rescue and decision deployment.
DOI:10.1109/SPAWDA56268.2022.10045963