王险峰
Personal information
Highest Degree：Doctoral degree Professional Title：Professor Administrative Position：Head of Simulation Center of Key Lab
Journal Paper
- [1][14]. Pham Chi Vinh, Norio Hasebe, Xian-Feng Wang and Takahiro Saito, (Feb.2005). Interaction between a cracked hole and a line crack under uniform heat flux, International Journal of Fracture, 131(4), pp.367-384。(Sci),,.
- [2][13]. Prasad, P. B. N., Hasebe, N., Wang, X. F. and Shirai, Y. (Mar. 2005). Green's functions for a bimaterial problem with interfacial elliptical rigid inclusion and applications to crack and thin rigid line problems. International Journal of Solids and Structures, 42(5-6), 1513–1535. (Sci),,.
- [3][12]. Hasebe, N. and Wang, X. F., and Okumura, M. (2004). Conditions for cracking and interfacial debonding at partially bonded bimaterial half planes. Mechanics of Composite Materials, 40(4), pp.287-298. (Sci),,.
- [4][11]. Hasebe, N. and Wang, X. F. (2003). Irregular elastic half-plane gravity problem. International Journal of Rock Mechanics and Mining Sciences, 40(6), pp. 863-875. (Sci),,.
- [5][10]. Hasebe, N., Wang, X.F. and Kondo, M. (2003). Green's functions for plane problem under various boundary conditions and applications. International Journal of Solids and Structures, 40(19), pp. 5037-5049. (Sci),,.
- [6][9]. Hasebe, N., Wang, X.F. and Kondo, M. (2003). Interaction between crack and arbitrarily shaped hole with stress and displacement boundaries. International Journal of Fracture, 119(1), pp. 83-102. (Sci),,.
- [7][8]. Hasebe, N., Wang, X.F. and Kondo, M. (2003). On the Interaction between an arbitrarily shaped hole and a line crack. Key Engineering Materials, vols.243-244, pp. 291-296. (Sci),,.
- [8][7]. Hasebe, N. and Wang, X. (2002). Green’s functions for the thin plate bending problem under various boundary conditions and applications: a review. Thin-Walled Structures, 40(7-8), pp. 611–624. (Sci),,.
- [9][6]. Wang, X.-F. and Hasebe, N. (2001). Green’s function of point dislocation for the bending of a composite infinite plate with an elliptical hole at interface. Archive of Applied Mechanics, 71(4-5), pp. 233-248. (Sci),,.
- [10][5]. Wang, X. F. and Hasebe, N. (2000). Green’s function of thin plate bending with mixed boundary value. ASCE Journal of Engineering Mechanics, 126(8), pp. 787-794. (Sci),,.