最近的研究方向(Active)：

    累加Schwarz交替法与几何归一化复变函数方法的多学科应用

最新研究成果：

Accumulative Schwarz alternating method and equivalence to generalized complex variable method,  doi.org/10.1016/j.compgeo.2025.107711

orcid主页: 0000-0002-5143-2714(2025-10-17更新)

github主页：github.com/luobinlin987(2025-9-26更新)

arXiv主页：arxiv.org/a/lin_l_3.html(因易与AI查重冲突，更新已于2024-10-28停止)

近5年的研究方向(已Archived)：

    1. 复变函数方法在弹塑性力学的理论研究

    2. 复变函数方法在隧道力学中的应用

    3. 复变函数方法在弹性混合边值问题的理论研究

相关论文成果：

Reasonable mechanical model on shallow tunnel excavation to eliminate displacement singularity caused by unbalanced resultant, doi.org/10.1016/j.apm.2023.12.015

A new complex variable solution on noncircular shallow tunnelling with reasonable far-field displacement, doi.org/10.1016/j.compgeo.2023.106008

Complex variable solution on over-/under-break shallow tunnelling in gravitational geomaterial with reasonable far-field displacement, doi.org/10.1016/j.compgeo.2024.106595

Bidirectional conformal mapping for over‐break and under‐break tunnelling and its application in complex variable method, doi.org/10.1002/nag.4008

Complex variable solution for multi-step shallow tunnel excavation considering gravitational effects, doi.org/10.1016/j.tust.2025.107100

Time-dependent complex variable solution on quasi three-dimensional shallow tunnelling in gravititational geomaterial with reasonable far-field  displacement, arXiv:2405.16768, 2024-5-27 uploaded

Non-iterative complex variable solution on sequential shallow tunnelling in gravitational geomaterial with reasonable far-field displacement, arXiv: 2407.19645, 2024-7-29 uploaded, 2024-10-28 updated