2020 Vol. 41, No. 7

Display Method:
Scattering and Diffraction by the Hill-Canyon Composite Topography for Incident Plane P- and SV-Waves
BA Zhenning, WU Mengtao, LIANG Jianwen, YU Zhiying
2020, 41(7): 695-712. doi: 10.21656/1000-0887.400333
Abstract(2009) HTML (491) PDF(320)
Abstract:
As a common composite site, the hill-canyon topography has complex coherence effects on seismic wave scattering. However, the publications of related research are still very limited. Therefore, a multi-domain indirect boundary element method was proposed to solve the scattering of in-plane elastic w...
The Anti-Plane Problem of Regular n-Polygon Holes With Radial Edge Cracks in 1D Hexagonal Piezoelectric Quasicrystals
LIU Xingwei, LI Xing, WANG Wenshuai
2020, 41(7): 713-724. doi: 10.21656/1000-0887.400334
Abstract(1562) HTML (317) PDF(292)
Abstract:
The heat conduction is a common problem in engineering practice. Compared with those of isotropic materials, the heat conduction problem of anisotropic materials is more complicated, so it is of great significance to accurately predict the internal temperature distribution. The numerical manifold me...
Dynamic Characteristics Analysis of Composite Box Girders With Corrugated Steel Webs Based on the Equivalent Principle
JI Wei, ZHANG Jingwei, LUO Kui
2020, 41(7): 725-734. doi: 10.21656/1000-0887.400244
Abstract(2100) HTML (461) PDF(326)
Abstract:
To simplify the 3D finite element modeling process for composite box girders with corrugated steel webs, the finite element model for 3D corrugated steel webs was reduced to one for 2D orthotropic plates with the equivalent stiffness and displacement method. The simplified finite element model has a...
Comparative Analysis of Dynamic Responses of Timoshenko Beams on Visco-Elastic Foundations Under Moving Loads
HUANG Qiang, LIU Ganbin, Lü Qing, HUANG Hongwei, ZHENG Rongyue
2020, 41(7): 735-746. doi: 10.21656/1000-0887.400235
Abstract(1445) HTML (311) PDF(284)
Abstract:
The dynamic responses of 3D, 2D and 1D track-ground models under moving loads were analyzed based on the Fourier transformation technique. The track was modelled as a Timoshenko beam, and response discrepancies between the 3 models were compared in terms of different load speeds and ground thickness...
Fluid-Structure Coupling Wind-Induced Vibration Analysis of Transmission Lines Across 2 Close Hills
ZHANG Jin, ZHU He
2020, 41(7): 747-759. doi: 10.21656/1000-0887.400241
Abstract(1239) HTML (241) PDF(296)
Abstract:
Based on the 2D fluid-structure coupling theory, the wind-induced vibration responses of transmission lines across 2 close hills were calculated. Both the load on the wire by the mountain wind and the surface wind pressure change caused by wire vibration with its influence on the flow field were con...
Numerical Simulation of SloshingMitigating Structures in Tank Trucks With the SPH Method
HUANG Zhitao, YANG Yu, SHAO Jiaru, ZHANG Yueyue
2020, 41(7): 760-770. doi: 10.21656/1000-0887.400234
Abstract(1454) HTML (321) PDF(304)
Abstract:
Based on the smooth particle hydrodynamics (SPH) method, the stability of the tank truck and the mitigating effects of different baffles were studied. Firstly, the liquid sloshing pressure in a rectangular container was simulated with results in agreement with experimental ones, to validate the effe...
Mapping Calculation of Meandering River Well Locations Based on the Schwarz-Christoffel Transform
ZHANG Guangsheng, WANG Yufeng, JI Anzhao, LIU Xuefen, CHEN Zhanjun
2020, 41(7): 771-785. doi: 10.21656/1000-0887.400315
Abstract(1615) HTML (283) PDF(377)
Abstract:
The diversion of a meandering river made the properties of sedimentary reservoir distribute along the direction of channel extension. The conventional geostatistics method depends on the range and direction of the variogram in the prediction of reservoir parameters. According to the basic principle ...
Solution of Generalized Nonlinear Schrodinger Equations and (2+1)-Dimensional Nonlinear Ginzburg-Landau Equations With a Riccati-Bernoulli Auxiliary Equation Method
SHI Lanfang, WANG Mingcan, QIAN Zhengya
2020, 41(7): 786-795. doi: 10.21656/1000-0887.400271
Abstract(1394) HTML (298) PDF(293)
Abstract:
The Riccati-Bernoulli auxiliary equation method was proposed to seek the exact travelling solutions to the generalized nonlinear Schrodinger equation and the (2+1)-dimensional nonlinear Ginzburg-Landau equation. The solutions can be expressed with the rational functions, the trigonometric functions,...
Analysis of a Rotavirus Transmission Model With Temporary Immunity and Protection From Maternal Antibody
LU Kun, LI Jianquan, TAN Hongwu
2020, 41(7): 796-806. doi: 10.21656/1000-0887.400391
Abstract(1537) HTML (319) PDF(315)
Abstract:
Rotavirus is the leading cause of severe diarrhea in children worldwide. To study the spread of rotavirus, a rotavirus transmission model was proposed based on the characteristics of temporary immunity after infection and maternal antibody protecting the newborn. By means of dynamic analysis, the ba...
Singularly Perturbed Solutions of Burgers Equations With Initial Value Discontinuities
BAO Liping, HU Yubo, WU Liqun
2020, 41(7): 807-816. doi: 10.21656/1000-0887.400270
Abstract(1570) HTML (325) PDF(296)
Abstract:
The wave model generated for laser plasma was discussed, which can be expressed as the Riemann problem of Burgers equations with initial value discontinuity. The singularly perturbed asymptotic solution of the Burgers equations with discontinuous initial values was obtained with the singularly pertu...