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[3] LIU Suhua，Shen Sanmin，Huang Renjie．The design of the data receiving control mode based on CAN bus[J].TV technology，2012，36(1) [4] YANG Xianhui.Industrial data communication and control network [M].BeiJing:Tsinghua university press,2007:67-68 [5] WANG Jin-jian，Hong Tian-sheng.Based on the LabVIEW CAN bus communication system design and implementation [J].Shanghai:Computer applications and software,2010.

Doctor dissertation,Harbin Institute of Technology,2003 [9] Guo Qi,wang kuan-quan,Yuan yong-feng,Yang yong-tian.

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Monthly 92(1985):449-457 [2] B.Sury, Tianning Wang, and Feng-Zhaen Zhao,Some identities involving of.binomial coefficients[J] , J. integer Sequences,Vol,7(2004),Article 04.2.8 [3] Jin-Hua Yang and Feng-zhen Zhao,Sums involving the inverses of binomial coefficients[J], Journal of integer Sequences , vol,9(2006), Article 06.4.2 [4] S.Amghibech, On sum involving Binomial coefficient [J], Journal of integer sequences , Vol,10(2007), Article 07.2.1 [5] F.

Forum Vol. 19 (1992), p. 2-7 [2] Hao Xiaoxiu, Zhang Weijian, Li Tang, Tian Jingrong, Sun Jingyan: China TS764.4(2004) [3] Liu Ye, You Zhimin: Paper and Paper Making.
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Yang 114:J.K.
Tian 152:J.H.

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Dissociated domain boundaries attached to meta-dislocations in a Structurally Complicated Alloy Phase ξ'-Al-Pd-Mn He Tian 1, a , W.
Zhang 1, 2, c 1 Beijing Laboratory of Electron Microscopy, Institute of Physics, Chinese Academy of Sciences, Beijing 100080, China 2 Beijing University of Technology, 100 Pingle Yuan, Chao Yang District, Beijing 100022, China a het@blem.ac.cn, b weisun@bjpu.edu.cn, c zhang@blem.ac.cn Keywords: Meta-dislocations, planar fault Abstract.

Collepardi describes the chloride diffusion in concrete with Fick's second law, and gets the one-dimensional closed form solution under the conditions of strictly limited[2];Suryavanshi made the two-dimensional analytical solution for Fick's second law with the constant diffusion coefficient[3];Guanfei Tian and Xuehui An propose the two-dimensional analytical solution for time-varying chloride ion diffusion model.
Three-level Finite Difference Technique for the One-dimensional advection- diffusion Equation[J].Journul of Yancheng Institute of Technology Natural Science Edition.,2009,22(1): 22-25(In Chinese) [6] Shaohua Yang.

[5] YUE Chen-yan, TIAN Fang, ZHOU Xiao-xin,WU Zhong-xi, LI Ruo-mei.
[14] Xia Xiaoqin, Wei Hua, Yang Yldde, An Improved Reduced-Dimension Interior Point Method for Transient Stability Constrained Optimal Power Flow[J],Transactions of China Electrotechnical Society,2012,27(9):87-92,100