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runforaim木虫 (小有名气)
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一篇文章应被ISTP检索 请有条件的虫子帮查下检索号，谢谢！！！ 题目：Chaos Analysis of The Influence of Tensile Stress on Electrochemical Noise 会议：ICIMA 2009 会议是在5月15日开的 谢谢了！  [ Last edited by runforaim on 2009-8-21 at 10:30 ] |
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wanglin628
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5楼2009-08-21 10:25:49
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runforaim(金币+1,VIP+0):感谢帮助 8-21 10:28
runforaim(金币+1,VIP+0):感谢帮助 8-21 10:28
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Chaos Analysis of The Influence of Tensile Stress on Electrochemical Noise 更多选项 作者: Zhan J (Zhan, Jun)1, Liu XF (Liu, Xiaofang)1, Zhang Q (Zhang, Qian)1, Liu QJ (Liu, Qingjie)1, Long F (Long, Feng)1 编者: Luo Q; Zhou QH 来源出版物: 2009 INTERNATIONAL CONFERENCE ON INDUSTRIAL MECHATRONICS AND AUTOMATION 页: 418-421 出版年: 2009 被引频次: 0 参考文献: 6 引证关系图 会议信息: International Conference on Industrial Mechatronics and Automation Chengdu, PEOPLES R CHINA, MAY 15-16, 2009 Intelligent Informat Technol Applicat Res Assoc; IEEE SMC TC Educ Technol &Training; Engn Technol Press; Wuhan Inst Technol; IEEE Ind Applicat Soc 摘要: In this paper, chaos theory was used to analyze the influence of tensile stress on electrochemical noise about 7075-T76 aluminum alloy in 3.5%NaCl solutions. The result shows that the applied stress accelerated the formation of electric double-layer and the greater the stress, the shorter the formation time. Electrochemical noise data in the phase had strong linear autocorrelation whose largest lyapunov exponents were negative. Electrochemical noise data was not chaotic. The greater the stress, the larger the largest LE and the steady trend. After the formation of electric double-layer, electrochemical noise data in the phase had weak linear autocorrelation. With the increasing of the stress, largest lyapunov exponents were smaller whose range were (0 1). Electrochemical noise data had weak chaos and periodicity. Fractal dimension of electrochemical noise in the phase had the same change trend with largest lyapunov exponents. The stress can lead to stabilization of electrochemical signals and decrease fluctuation. 文献类型: Proceedings Paper 语言: English 作者关键词: chaos; corrosion; electrochemical noise; largest lyapunov exponent; fractal dimension; stress 通讯作者地址: Zhan, J (通讯作者), Second Artillery Engn Coll, Xian, Peoples R China 地址: 1. Second Artillery Engn Coll, Xian, Peoples R China 出版商: IEEE, 345 E 47TH ST, NEW YORK, NY 10017 USA IDS 号: BKN32 ISBN: 978-1-4244-3818-1 |
4楼2009-08-21 10:23:30
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6楼2009-08-21 10:29:28
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