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Acknowledgement In this paper, the research was sponsored by the science and technology development project of Jilin Province (Project No. 20120420).
Journal of Iron and Steel Research International, 2013, 20 (6):7-12
Journal of Materials and Metallurgy, 2002, 1 (3): 182-184.

Experimental Research on the stress - strain curve of regional confined concrete under single axial press Zhu Guoliang1, a 1GuiZhou Construction Science Research & Design Institude Co., Ltd, GuiZhou, China aE-mail:zhuguoliang2371@sina.com Keywords: The stress-strain curve; Regional confined; Ordinary confined; Single axial press; Constitutive relationship Abstract: Regional confined concrete is base on confined concrete.
Introduction The composition and structure of concrete materials have property of  non-homogeneous, non-linear and non-isotropic.
References [1] Cao X.M.Influence of Longitudinal Steel on Ductility of Square Columns under Axial Load,Journal of Guizhou university of technology,2002,31(5)
[6] Xi X.Y;Cao X.M.Research on Application of Confined Concrete in Beams, Journal of Guizhou university ,2003, 32(1)

Zhang: Chinese Journal of Dental Materials and Devices, Vol . 12 (2003) No. 1, pp. 39-41.
Zhou: Journal of Optoelectronics Laser，Vol. 15 (2004) No. 6, pp. 691-693.
Zhang: Machine Vision (Science Press, China 2005).

The substrate material is ceramic Al2O3 with a dielectric constant of 9.6 and a thickness of 0.254 mm.
Acknowledgements This material is based upon work funded by Zhejiang Provincial Natural Science Foundation of China under Grant (No.
Liu: Microelectronics Journal Vol. 43 (2012), p. 569 [2] Liu Dan, Wang Liang, Chen Xiaojuan: Microwave and Millimeter Wave Circuits and System Technology: (2012), P. 1 [3]Chen Chi, Hao Yue, Feng Hui, Gu Wenping, Li ZhiMING, Hu Shigang, and Ma Teng: Journal of Semiconductors Vol. 43 (2012), p. 13 [4] Information on http://www.triquint.com/products/p/TGF2023-02 [5] H.

Influences of Strain Rate on Copper Nanowire in Tension Chao-Cheng Chang Department of Mold and Die Engineering, National Kaohsiung University of Applied Sciences, No. 415, Chien-Kung Rd., Sanmin District, Kaohsiung 807, Taiwan ccchang@cc.kuas.edu.tw Keywords: Molecular Dynamics Simulation, Strain Rate, Nanowire Abstract.
This EAM model describes the electron density ( )f r in an exponential form as ( ) exp[ ( )] e e f r f r rχ= − − (3) where ef is a scaling constant and can be taken as 1 for pure materials, er is the equilibrium nearest distance, and χ is an adjustable parameter that must be determined.
Zhang: Journal of Applied Physics Vol. 90 (2001), p. 3090 [2] R.
Raff: Proceedings of the Institution of Mechanical Engineers, Part B: Journal of Engineering Manufacture Vol. 215 (2001), p. 1639 [3] Y.

Introduction With the further improvements of structural analysis and construction technologies and the widespread applications of newly lightweight and high strength materials, long-span, flexible and low-damping structures prevail, but the structures have low natural frequency and prominent comfort problems under human-induced loads.
Journal of Performance of Constructed Facilities, 24(6), 508-518
Journal of Vibration and Shock, 31(1), 178-181
Bei Jing: Science press.

(4) The effects of material nonlinearity and geometrical nonlinearity are not considered
Fig.4 Simplified outline The structure shown above is a eight-story construction, in which the cross-section specification are HN350×175×7×11 and HM390×300×10×16 for columns and beams, respectively, steel elasticity module is E＝2.06×105Mpa, as the material is Q235-B, and the connections of beam-column are rigid.The story model provided in this paper, the Smith-Coull Method, the Amendatory Contra-flexure Point Method, and SEASF Program Method[5] are used to calculate the story horizontal displacements of the structure shown in Fig.4.
Acknowledgements This work was financially supported by Hunan Provincial Department of Housing and Urban and Rural Construction Science Foundation (200919), Hunan Provincial Department of Education (Young Teachers’ Project), Youth Foundation of Central South University of Forestry and Technology (2008009A) and the Talent Introduction Foundation of Central South University of Forestry and Technology (104-0054).
Journal of Constructional Research,1999,51(1):37-59 [2] E.M.
Engineering Structures, 1997,19 (8):644-654 [3] Sheng Hongyu.On the solutions of free vibration problem for thick laminated plates by using static elimination method [J].Journal of Hefei University of Technology, 2000,23(6):1019-1022 [4] Hu Xibing.

XING: Journal of Jiamusi University (Natural Science Edition) ,Vol.30 (2012) No.3, p.331
OUYANG: Journal of Automotive Safety and Energy, Vol.3 (2012) No.1, p.44 [9] M.
WANG: Advanced Materials Industry, (2008) No.12, P.16

Corrosion Science. 52(2010) [3] M.R.
Journal of Alloys and Compounds, 498 (2010)
International Journal of Precision Engineering and Manufacturing, 13(2012) 1453-1459
Materials Chemistry and Physics, 121(2010) 172-177

On Application of the Maximum Entropy Meshless Method for Large Deformation Analysis of Geotechnical Problems Nadia Zakrzewski1, a *, Majid Nazem1, b, Scott Sloan1, c and Mark Cassidy2, d Australian Research Council Centre of Excellence for Geotechnical Science and Engineering 1The University of Newcastle, Callaghan NSW 2308, Australia 2The University of Western Australia, Crawley WA 6009, Australia anadia.zakrzewski@uon.edu.au, bmajidreza.nazem@newcastle.edu.au, cscott.sloan@newcastle.edu.au, dmark.cassidy@uwa.edu.au Keywords: Large deformation, Updated Lagrangian, Maximum Entropy Meshless Method Abstract.
Complexities arise from material nonlinearity, changing boundary conditions, extremely large deformations occurring in the soil, the presence of pore water pressures and, in some cases, dynamic loading.
A static displacement analysis was performed and the behaviour of the clay layer was modelled using the Tresca material model.
Gu, Element Free Galerkin Methods, International Journal for Numerical Methods in Engineering, 37(1994) 229-256
Wright, Overview and construction of mesh free basis functions: From moving least squares to entropy approximants, International Journal for Numerical Methods in Engineering, 70(2007) 181-205