南昌大学教师个人主页唐昌新

个人信息

姓名：唐昌新

论文成果

Changxin Tang, Zhang, L., Wang, R., He, R. A new method of determining symmetry types of the fifth-order elastic stiffness tensor in the (first) strain-gradient theory. Acta Mech, 2025 2026-05-28
Wei Wan, Changxin Tang, Eric R. Homer. Can we predict mixed grain boundaries from their tilt and twist components? [J]. Acta Materialia, 2024, 120293,ISSN 1359-6454. 2026-05-28
H Zhou，M Li，L Chen，H Cheng，D Li，Changxin Tang，J Yuan，F Xu. Degradation of TCH by Fe3O4/B4C catalyzed heterogeneous Fenton oxidation[J]. Journal of Alloys and Compounds, 2024, 995. 2026-05-28
Wei Wan, Changxin Tang. Structures and energies of computed silicon (001) small angle mixed grain boundaries as a function of three macroscopic characters[J]. Acta Materialia, 2023, 119353, 1359-6454. 2026-05-28
Wei Wan, Zhipeng Sun, Zhenkang Xiong, and Changxin Tang. Misorientation and Temperature Dependence of Small Angle Twist Grain Boundaries in Silicon: Atomistic Simulation of Directional Growth[J]. Crystal Growth & Design, 2023, 23 (4), 2893-2904. 2026-05-28
Changxin Tang, Wei Wan, Lifang Huang, Rencai He, and Lang Zhou. On the Formation and Multiplicity of Si [001] Small Angle Symmetric Tilt Grain Boundaries: Atomistic Simulation of Directional Growth[J]. Crystal Growth & Design, 2022, 22 (12), 7491-7500. 2026-05-28
Wei Wan, Changxin Tang, Wennan Zou. Exploring silicon [001] small angle symmetric tilt grain boundaries: Structures, energies and stress fields[J]. Applied Surface Science, 2022,599: 153828. 2026-05-28
Liu Y, Wan W, Li Q, Xiong Z, Tang C, Zhou L. Revisiting the Rate-Dependent Mechanical Response of Typical Silicon Structures via Molecular Dynamics[J]. Nanomaterials, 2022; 12(7):1203. 2026-05-28
Wennan Zou, Xiangyang Xu, Changxin Tang. Spiral streamline pattern around a critical point: Its dual directivity and effective characterization by right eigen representation[J]. Physics of Fluids, 2021, 33(6):067102. 2026-05-28
Tang, C.; Wan, W.; Zhang, L.; Zou, W. The Multipole Structure and Symmetry Classification of Even‐Type Deviators Decomposed from the Material Tensor[J]. Materials, 2021, 14, 5388. 2026-05-28

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