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Online since: June 2015
Authors: Abdul Razak Rahmat, N.S. Abdullah Sani, N.N.B. Mohammad, Agus Arsad
Materials and methods Materials.
Advanced Materials. 12 (23), (2000) 1841-1846
Journal of Applied Polymer Science. (2012) [4] H.
Journal of Applied Polymer Science. (2012) [6] W.
Journal of Applied Polymer Science. 125 (1), (2012) 745-754
Online since: March 2015
Authors: Er Jun Guo, Si Cong Zhao, Li Ping Wang, Yi Cheng Feng, Qin Wang, Wen Yong Jiang
Yoond: Materials Science and Engineering A Vol. 494 (2008), p. 494 [5] T.
Miresmaeili: Materials Science and Engineering A Vol. 528 (2011), p. 1261 [9] B.
Miresmaeili: Materials Science and Engineering A Vol. 528 (2011), p. 5018 [10] Y.
Ishida: Materials Transactions Vol. 44 (2003), p. 562 [13] M.
Kouichi: Materials Transactions Vol. 49 (2008), p. 1025
Online since: November 2012
Authors: Xiao Yan Luo, Wei Ping Liu
Through numerous tests on rock, the existence of the intermediate principal stress effect has now been well recognized as characteristics of the materials [4] [5].The unified strength theory proposed by YU takes into consideration the effect of all the stresses in the characteristics line field[6], which can reflect the effects of the intermediate principle.
The theory is especially versatile in reflecting effect to different extents for different materials.
[3] Haibin Wang, Bo Gao: Chinese Journal of Rock Mechanics and Engineering Vol.24(2005),p.2113-2118, in Chinese
[6] Maohong Yu: Twin shear theory and its application(Science Press, Beijing 1998), in Chinese
[7] Xiaorong HU, Maohong Yu: Journal of China Coal Society.
Online since: September 2013
Authors: Xiao Chun Zhang, Jian Guo Hou, Quan Zhou
The materials’ mechanical parameters are provided in Table 1.
Table 1 Mechanical physical parameters of bridge materials Materials Density (kg/m3) Elastic modulus (MPa) Poisson Ratio Thermal Expansion Coefficient (×10-5/℃) Steel Cable 7850 19500 0.3 1.2 C50 Concrete 2600 5000 0.23 Fig. 1 Bridge beam section Fig. 3 Finite element model of structure Fig. 2 Models of reinforced bridge and steel cables (a) Load position for Load case 1 (b) Load position for Load case 2 (c) Load position for Load case 3 Fig. 4 Three static load cases Result and Discussion Three load cases discussed above are investigated through FEM using ABAQUS software.
All of these results meet both the design and material strength requirements.
China Railway Science, Vol.28 (2007) No.4 p.61 (In Chinese) [2] B.
Journal of South China University of Technology (Natural Science Edition), Vol.32 (2004) No.12 p.47 (In Chinese) [5] B.
Online since: July 2005
Authors: Takayuki Murotani, Zhou Wang, Akira Ikenaga, Yukio Hirose
JFS 74 (2002),p.429 [3] X-ray stress measurement, (Society of materials science, Youkendo, Japan 1990),p. 54 [4] T.
Journal of the society of materials science 46 (1997),p. 756 [5] B.
Hall : The journal of the institute of metals 77 (1950),p. 601 [7] M.
Met. 37 (1973),p. 1236 [10] S.W.E.Earles and M.G.Hayler: Wear 20(1972),p.51 [11] L.M.Zhang, J.Liu, R.Z.Yuan, T.Hirai: Materials Science & Engineering 203 (1995),p. 272 [12] National Astronomical Observatory: Chronological ScientificTables1998, (Maruzen, Japan 1998),p. 474 [13] N.
Journal of the society of materials science 34(1985),p. 384 [14] A.
Online since: November 2023
Authors: Sandry Kesuma, Muhammad Hasan Wattiheluw, Lukky Jayadi
Metode Materials and tools The materials used in this study were Nutrient Agar (NA) media, sodium hydroxide, Phosphate Buffer, sodium chloride, distilled water, alcohol, eucalyptus oil extract and Aspergillus niger mushroom culture.
International Journal of Pharmaceutical Science and Research ISSN: 3, no. 4 (2018): 16-18
Critical reviews in food science and nutrition 48, no. 2 (2008): 137-159.
Journal of Pharmacopolium, 3 (2020) 1.
Washing and sanitizing raw materials for minimally processed fruit and vegetable products.
Online since: October 2012
Authors: Pei Qian Dou
China Safety Science Journal, 2009,19(10):128-130
China Safety Science Journal, 2009,19(3):149-153
China Safety Science Journal, 2007,17(3):62-66
China Safety Science Journal, 2004,14(7):86-89
China Safety Science Journal, 2009,19(12):154-157
Online since: September 2013
Authors: Hui Zhang, Zong Fu Zhang, Jia Chu Xu
The preparation parameters of materials of nano-SiO2 particle and epoxy resin are given in Table 1 [16].
Acknowledgements The authors gratefully acknowledge the financial support from the National Natural Science Foundation of China (Nos.11032005).
[2] Biao Yang: Polymer Nano Composite Materials, Polymer Nano Composite Materials Publishers (2009)
[3] Li-de Zhang, Si-shen Xie: Nano materials and Nano structure, Chemical Industry Publishers (2004)
[15] Yi-Lv, Guo-zhi Lv and Sheng-li Lv: Prediction of the Macroscopic Elastic Moduli of Composite Materials with the Micromechanics Method, Journal of Northwest Polytechnical University 24(6) (2006), p.787-790
Online since: October 2015
Authors: Feng Li, Sheng Qian Ma
Thus the modulated band gap can make BN sheet to be a highly efficient photocatalytic materials.
Wang, Diamond and Related Materials,Volume 44, April 2014, Pages 54–61 [29] M.
Ma, Advanced Materials Research Vols. 271-273 (2011) [31] D.Q.
Cui, Journal of Agro-Environment Science,25(supplementary issue),76- 79(2006) [33] H.
Wu, Journal of University of Science and Technology of China,44(5):389-402(2014).
Online since: March 2013
Authors: Ji Xue Zhou, Chang Wen Tian, Yun Teng Liu, Cheng Wei Zhan, Wei Hong Li, Xiao Jun Guan
Generating 2D Non-equiaxed Initial Microstructure for Monte Carlo Simulation Using Modified Voronoi Model Yunteng Liu1, Jixue Zhou1, Changwen Tian1, Chengwei Zhan1, Weihong Li1 and Xiaojun Guan2 1Institute of New Materials, Shandong Academy of Sciences, Jinan 250014, China 2School of Materials Science and Engineering, Shandong University, Jinan 250061, China Keyword: Initial microstructure, Non-equiaxed, Voronoi model, Richard’s method, Monte Carlo simulation.
Zacharia, Simulation of curvature-driven grain growth by using a modified Monte Carlo algorithm, Metallurgical and Materials Transactions A: Physical Metallurgy and Materials Science. 26A (1995) 167-180
Sahay, Modeling the grain growth kinetics by cellular automaton, Materials Science and Engineering A. 445-446 (2007) 203-209
Kubin, Monte Carlo simulation of abnormal grain growth in two dimensions, Materials Science and Engineering A. (2001) 258-267
Hazzledine, Monte Carlo simulations of grain growth and Zener pinning, Materials Science & Engineering A. 238 (1997) 70-77
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