A. 地震波传播理论、地震岩石物理、颗粒物质动力学
[1] Zhao W, Sun W, Gao J, He R. 2023. An improved wave equation of fractured-porous media for predicting reservoir permeability. Frontiers in Earth Science 11.
[2] 孙卫涛, 曹宏, 杨志芳, 晏信飞. 2022. 人工地震数据指纹特征点识别和自动标签化方法. 石油物探 61(2):213-223.
[3] 熊繁升, 甘利灯, 孙卫涛, 杨昊. 2021. 含裂缝/可变形孔道网络的多孔介质渗透率表征及其影响因素分析. 地球物理学报 64(1):279-288.
[4] 魏乐乐, 甘利灯, 熊繁升, 孙卫涛, 丁骞, 杨昊. 2021. 基于三维孔隙网络模型的纵波频散衰减特征分析. 地球物理学报 64(12):4618-4628.
[5] 孙卫涛, 熊繁升, 曹宏, 杨志芳, 卢明辉. 2021. 致密储层复杂流体模型及其适用性分析. 石油物探 60(1):136-148.
[6] 孙卫涛, 熊繁升, 曹宏, 杨志芳, 卢明辉. 2021. 非牛顿流体孔隙介质弹性波动方程. 石油地球物理勘探 56(3):519-527.
[7] Xiong F, Sun W, Liu J. 2021. The stability of poro-elastic wave equations in saturated porous media. Acta Geophysica 69(1):65-75.
[8] Sun W. 2021. Surface band segregation and internal convection in rotating sphere densely filled with granular material: Experiments. Physics of Fluids 33(12):123319.
[9] Sun W. 2021. On the theory of Biot-patchy-squirt mechanism for wave propagation in partially saturated double-porosity medium. Physics of Fluids 33(7):076603.
[10] Xiong F, Sun W, Ba J, Carcione JM. 2020. Effects of Fluid Rheology and Pore Connectivity on Rock Permeability Based on a Network Model. Journal of Geophysical Research: Solid Earth 125(3):e2019JB018857.
[11] Sun W, Xiong F, Ba J, Carcione J. 2018. Effects of ellipsoidal heterogeneities on wave propagation in partially-saturated double-porosity rocks. GEOPHYSICS:1-39.
[12] Sun W. 2017. Determination of elastic moduli of composite medium containing bimaterial matrix and non-uniform inclusion concentrations. Applied Mathematics and Mechanics 38(1):15-28.
[13] Sun W, Ba J, Carcione JM. 2016. Theory of wave propagation in partially saturated double-porosity rocks: a triple-layer patchy model. Geophysical Journal International 205(1):22-37.
[14] Liu J, Müller TM, Qi Q, Lebedev M, Sun W. 2016. Velocity-saturation relation in partially saturated rocks: Modelling the effect of injection rate changes. Geophysical Prospecting 64(4):1054-1066.
[15] 孙卫涛, 刘嘉玮, 巴晶, 曹宏. 2015. 孔隙介质弹性波频散-衰减理论模型. 地球物理学进展 30(2):586-600.
[16] Sun W, Ba J, Muller TM, Carcione JM, Cao H. 2015. Comparison of P-wave attenuation models of wave-induced flow. Geophysical Prospecting 63:378-390.
[17] LIU J, SUN W, BA J. 2015. P-wave velocity prediction in porous medium with liquid-pocket patchy saturation. Applied Mathematics and Mechanics 36(11):1427–1440.
[18] Ba J, Carcione JM, Sun W. 2015. Seismic attenuation due to heterogeneities of rock fabric and fluid distribution. Geophysical Journal International 202:1843-1847.
[19] Huo X, Sun W, He F, Yang Z, Peng Y. 2014. Coupling Analysis of Low-Speed Multiphase Flow and High-Frequency Electromagnetic Field in a Complex Pipeline Structure. Mathematical Problems in Engineering 2014:508571.
[20] BA J, ZHANG L, SUN W, HAO Z. 2014. Velocity field of wave-induced local fluid flow in double-porosity media. SCIENCE CHINA Physics, Mechanics & Astronomy 57(6):1020-1030.
[21] 巴晶, 晏信飞, 陈志勇, 徐光成, 卞从胜, 曹宏, 姚逢昌, 孙卫涛. 2013. 非均质天然气藏的岩石物理模型及含气饱和度反演. 地球物理学报 56(5):1696-1706.
[22] Ba J, Cao H, Carcione JM, Tang G, Yan X-F, Sun W-t, Nie J-x. 2013. Multiscale rock-physics templates for gas detection in carbonate reservoirs. Journal of Applied Geophysics 93:77-82.
[23] Sun W, Dong Y. 2011. Study of multiscale global optimization based on parameter space partition. Journal of Global Optimization 49(1):149-172.
[24] Tao G, He FJ, Wang B, Sun WT. 2006. Multi-scale analysis for azimuthal anisotropy of reservoir rocks from cross-dipole logs. Journal of Geophysics and Engineering 3(2):135-142.
[25] Sun WT, Yang HZ. 2004. A 3-D finite difference method using irregular crids for elastic wave propagation in anisotropic media. Chinese Journal of Geophysics-Chinese Edition 47(2):332-337.
[26] Sun WT, Yang HZ. 2004. Seismic propagation simulation in complex media with non-rectangular irregular-grid finite-difference. Acta Mechanica Sinica 20(3):299-306.
[27] Sun WT, Yang HZ. 2004. Simulation seismic wave propagation in topographic structures using asymmetric staggered grids. Applied Mathematics and Mechanics-English Edition 25(7):751-760.
[28] Sun W, Yang H, ShuJiwu. 2004. Finite difference method of irregular grid for elastic wave equation in heterogeneous media. Chinese journal of computational Mechanics 21(2):135-142.
[29] Sun W, Yang H. 2004. ELASTIC WAVE FIELD SIMULATION WITH FINITE DIFFERENCE METHOD IN TWO-PHASE ANISOTROPIC MEDIUM. Acta Mechanica Solida Sinica 25(1):21-28.
[30] Sun W, Yang H. 2004. Simulation Seismic Wave Propagation in Topographic Structures Using Asymmetric Staggered Grids. Applied Mathematics and Mechanics 25(7):686-694.
[31] Sun W, Yang H. 2004. Seismic propagation simulation in complex media with non-rectangular irregular-grid finite-difference. Acta Mechanica Sinica 20(3):299-306.
[32] Sun W, Yang H. 2004. Elastic wave propagation simulation in heterogeneous anisotropic media on non-uniform grids. Tsinghua Science and Technology 9(1).
[33] Sun WT, Yang HZ. 2003. Elastic wavefield calculation for heterogeneous anisotropic porous media using the 3-D irregular-grid finite-difference. Acta Mechanica Solida Sinica 16(4):283-299.
[34] Sun W, Tao G, Yang H. 2003. Inversion of formation anisotropy by cross-dipole array acoustic logging based on multiscale analysis. Journal of the University of Petroleum, China 27(1):23-28.
[35] 孙卫涛, 杨慧珠. 2001. 非线性函数的确定性全局优化算法. 中国计算力学大会2001. 广州. p 465.
[36] 孙卫涛, 董渊, 杨慧珠. 2001. 数据可视化处理系统在工程勘探中的应用. 中国地球物理学会17届年会. 昆明. p 137.
B. 机器学习理论、高性能计算
[1] Sun W, Yang Z. 2023. Rational function neural networks for learning rock physics models from field data. Journal of Geophysics and Engineering 20(6):1206-1226.
[2] Sun WT, Shu JW, Zheng WM. 2005. Deterministic global optimization with a neighbourhood determination algorithm based on neural networks. In: Wang JLXYZ, editor. Advances in Neural Networks - Isnn 2005, Pt 1, Proceedings. p 700-705.
[3] Sun WT, Shu JW, Zheng WM. 2005. Parallel seismic propagation simulation in anisotropic media by irregular grids finite difference method on PC cluster. In: Gervasi OGMLKVLALHPMYT, D; Tan CJK, editors. Computational Science and Its Applications - Iccsa 2005, Vol 4, Proceedings. p 762-771.
[4] Sun WT. 2005. Global optimization with multi-grid Seed-Growth parameter space division algorithm. Arabnia HRGGA, editor. 32-38 p.
[5] Sun WT. 2005. A scalable parallel algorithm for global optimization based on seed-growth techniques. In: Yang LTROFDBDJ, editor. High Performance Computing and Communications, Proceedings. p 839-844.
[6] Nianmin Y, Shu JW, Sun WT. 2005. Study queuing networks using CART. Arabnia HR, editor. 222-228 p.
[7] Sun WT, Shu JW, Zheng WM. 2004. Storage virtualization system with load balancing for SAN. In: Jin HPYXNSJ, editor. Grid and Cooperative Computing Gcc 2004 Workshops, Proceedings. p 254-261.
[8] Sun WT, Shu JW, Zheng WM. 2004. Dynamic file allocation in Storage Area Networks with neural network prediction. In: Yin FLWJGCG, editor. Advances in Neural Networks - Isnn 2004, Pt 2. p 719-724.
C. 蛋白质分子结构动力学、表观遗传学
[1] Sun W. 2022. Host-Genome Similarity Characterizes the Adaption of SARS-CoV-2 to Humans. Biomolecules 12(7).
[2] 范钰琨, 孙卫涛. 2018. 预测DNA序列中短CpG岛新方法. 基因组学与应用生物学. 37(07):2900-2905.
[3] Sun W. 2017. The Relationship Between Low-Frequency Motions and Community Structure of Residue Network in Protein Molecules. Journal of Computational Biology 25(1):103-113.
[4] Sun W. 2011. ADVANCES IN RESEARCH ON RESIDUE INTERACTION POTENTIAL ENERGY FUNCTION BASED ON PROTEIN CRYSTAL STRUCTURES. Advances in Mechanics 41(1):60-78.
[5] Sun W. 2011. STATISTICAL THERMODYNAMICS FOUNDATIONS OF PROTEIN FOLDINGMECHANISM OF NON-COVALENT INTERACTIONS. Advances in Mechanics 41(4):427-446.
[6] Sun W, He J. 2010. Understanding on the Residue Contact Network Using the Log-Normal Cluster Model and the Multilevel Wheel Diagram. Biopolymers 93(10):904-916.
[7] Al Nasr K, Sun W, He J. 2010. Structure prediction for the helical skeletons detected from the low resolution protein density map. Bmc Bioinformatics 11.
[8] Weitao SUN. 2009. RESEARCH ADVANCES IN PROTEIN STRUCTURE DYNAMICS. Advances in Mechanics 39(2):129-153.
[9] Sun W, He J. 2009. Reduction of the secondary structure topological space through direct estimation of the contact energy formed by the secondary structures. Bmc Bioinformatics 10.
[10] Sun W, He J. 2009. Native secondary structure topology has near minimum contact energy among all possible geometrically constrained topologies. Proteins-Structure Function and Bioinformatics 77(1):159-173.
[11] Sun W, He J. 2009. Effect of sidechain anisotropy on residue contact determination. Chen JCXEJHDHJHHH, editor. 179-186 p.
[12] Sun W. 2007. Protein folding simulation by all-atom CSAW method. Chen XWDEHHGJLJYSASSMYI, Zhou XH, editors. 45-52 p.
D. 学术专著
[1] 孙卫涛, 弹性波动方程的有限差分数值方法.永利官网出版社, 2009
[2] FRONTIERS OF APPLIED MATHEMATICS. Din-Yu Hsieh, Meirong Zhang, Weitao Sun . eds., World Scientific Publishing Co 2007