An efficient method for the dynamic responses of periodic structures based on the physical features of the structure and group theory

Authors: Liang, X.Q., Gao, Q., Yao, W.A.

Source: In International Journal of Mechanical Sciences June 2018 141:461-478

A novel size independent symplectic analytical singular element for inclined crack terminating at bimaterial interface

Authors: Hu, X.F., Shen, Q.S., Wang, J.N., Yao, W.A. ^*, Yang, S.T.

Source: In Applied Mathematical Modelling October 2017 50:361-379

An efficient algorithm based on group theory and the Woodbury formula for the dynamic responses of periodic structures

Authors: Liang, X.Q., Gao, Q., Yao, W.A.

Source: In Computers and Structures 1 April 2017 182:238-251

Study on steady-state thermal conduction with singularities in multi-material composites

Authors: Hu, X.F., Gao, H.Y., Yao, W.A., Yang, S.T.

Source: In International Journal of Heat and Mass Transfer January 2017 104:861-870

A size independent enriched finite element for the modeling of bimaterial interface cracks

Authors: Hu, X.F., Wang, J.N., Yao, W.A.

Source: In Computers and Structures August 2016 172:1-10

A new enriched finite element for fatigue crack growth

Authors: Hu, X.F., Yao, W.A.

Source: In International Journal of Fatigue March 2013 48:247-256

A novel singular finite element of mixed-mode crack problems with arbitrary crack tractions

Authors: Yao, W.A., Hu, X.F.

Source: In Mechanics Research Communications 2011 38(3):170-175

On new symplectic elasticity approach for exact bending solutions of rectangular thin plates with two opposite sides simply supported

Authors: Lim, C.W., Cui, S., Yao, W.A.

Source: In International Journal of Solids and Structures 2007 44(16):5396-5411

Corrigendum to ‘‘On new symplectic elasticity approach for exact bending solutions of rectangular thin plates with two opposite sides simply supported’’ [International Journal of Solids and Structures 44 (2007) 5396-5411]

Authors: Lim, C.W., Cui, S., Yao, W.A.

Source: In International Journal of Solids and Structures April 2019 161:282-286

Vibration solutions of rectangular orthotropic plates by symplectic geometry method.

Authors: Hu, X.F.¹, Yao, W.A.¹ ywa@dlut.edu.cn, Fang, Z.X.², Cai, Z.Y.¹

Source: IES Journal Part A: Civil & Structural Engineering. Nov2012, Vol. 5 Issue 4, p211-221. 11p.

Subject Terms: *VIBRATION of orthotropic plates, *SYMPLECTIC geometry, *INVERSE problems, *FREE vibration, *HARMONIC analysis (Mathematics), *NUMERICAL analysis, *MECHANICAL buckling

New Solution System For Plate Bending

Authors: Zhong, W.X., Yao, W.A.

Source: In Computational Mechanics in Structural Engineering 1999:17-30