弹性波正、反障碍物和开腔体散射问题的理论及数值研究
11901423
2019
A0505.反问题建模与计算
岳俊宏
青年科学基金项目
副教授
太原理工大学
23万元
光滑有限元;弹性波散射;时域问题;反问题;不适定性
2020-01-01到2022-12-31
- 中英文摘要
- 结题摘要
- 结题报告
- 项目成果
- 项目参与人
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| 序号 | 标题 | 类型 | 作者 |
|---|---|---|---|
| 1 | A Stable Node-Based Smoothed Finite Element Method With Transparent Boundary Conditions for the Elastic Wave Scattering by Obstacles | 期刊论文 | Shiyao Wang;Yu Wang;Junhong Yue;Ruiping Niu;Yan Li;Ming Li |
| 2 | A node-based smoothed finite element method with linear gradient fields for elastic obstacle scattering problems | 期刊论文 | Yu Wang;Junhong Yue;Yan Li;Ming Li |
| 3 | A stable node-based smoothed finite element method with PML technique for the elastic wave obstacle scattering | 期刊论文 | Yu Wang;Junhong Yue;Ming Li;Ruiping Niu |
| 4 | An Edge-Based Smoothed Finite Element Method with TBC for the Elastic Wave Scattering by an Obstacle | 期刊论文 | Ze Wu;Junhong Yue;Ming Li;Ruiping Niu;Yufei Zhang |
| 5 | A diffraction problem for the biharmonic wave equation in one-dimensional periodic structures | 期刊论文 | Junhong Yue;Peijun Li;Xiaokai Yuan;Xiaopeng Zhu |
| 6 | Contact Analysis Based on a Linear Strain Node-Based Smoothed Finite Element Method with Linear Complementarity Formulations | 期刊论文 | Yan Li;Junhong Yue |
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