Jianguo Zhao

Mr. Jianguo Zhao

orcid

Research Focus & Metrics

Academic Career Length

3Years (2024-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

View All Publications
5 March 2024 in Applied Sciences
Verified
Journal Article
Open access
PDF file
JZJianguo Zhao
Jianguo Zhao
Zhenbo GaoZhenbo Gao
Zhenbo Gao
HXHao Xu
Hao Xu
RZRongtang Zhang
Rongtang Zhang
YMYuxi Ma
Yuxi Ma
JLJialiang Li
Jialiang Li
Numerical seismic wave field simulation is essential for studying the dynamic responses in semi-infinite space, and the absorbing boundary setting is critical for simulation accuracy. This study addresses spherical waves incident from the free boundary by applying dynamic equations and Rayleigh damping. A new multi-directional viscous damping absorbing boundary (MVDB) method is proposed based on regional attenuation. An approximate formula for the damping value is established, which can achieve absorbing the boundary setting by only solving the mass damping coefficients without increasing the absorbing region grid cells or depending on the spatial and temporal walking distance. The validity and stability of the proposed method are proven through numerical calculations with seismic sources incident from different angles. Meanwhile, the key parameters affecting the absorption of the MVDB are analyzed, and the best implementation scheme is provided. In order to meet the requirements of mediums with different elastic parameters for boundary absorption and ensure the high efficiency of numerical calculations, the damping amplitude control coefficients k can be set between 1.02 and 1.12, the thickness of the absorbing region L is set to 2–3 times of the wavelength of the incident transverse wave, and the thickness of the single absorbing layer is set to the size of the discrete mesh of the model Δl.

1 March 2026 in Chemistry and Technology of Fuels and Oils
Verified
Journal Article
Closed access
PDF file
WXWen Xiaoyong
Wen Xiaoyong
LHLu Hongjun
Lu Hongjun
MCMou Chunguo
Mou Chunguo
YLYe Liang
Ye Liang
JZJianguo Zhao
Jianguo Zhao
LLLiang Lixi
Liang Lixi