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DEVELOP SERIES PRODUCTS OF ROBOTS TO PROMOTE THE TECHNOLOGICAL ADVANCEMENT OF THE MANUFACTURING INDUSTRY
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作者 Wang Tianran and Qu Daokui(Shenyang Institute of Automation, Shenyang 110015) 《Bulletin of the Chinese Academy of Sciences》 2000年第1期35-38,共4页
As a typical representative and main technicalmeans of advanced manufacturing technology,robotic technology plays an important role in raisingan enterpse’s engineering level, improving its prod-uct quality and produc... As a typical representative and main technicalmeans of advanced manufacturing technology,robotic technology plays an important role in raisingan enterpse’s engineering level, improving its prod-uct quality and productivity, and realizing civilizedproduction. Currently, there are nearly one millionrobots of various kinds, which are employed widelyin different fields of manufacturing industry. Robot-ics is now one of the high technologies, which arecompetitively developed by the developed coun- 展开更多
关键词 SIA AGV DEVELOP series products OF ROBOTS TO PROMOTE THE TECHNOLOGICAL ADVANCEMENT OF THE MANUFACTURING INDUSTRY
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Series Glass-Wool Products
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作者 Li Rong 《China's Foreign Trade》 1994年第2期40-40,共1页
The Beijing Glass-Fibre Reinforced Plastic Products Factory is a manufacturer of series glass-wool products including glass-wool felt, board and ceilings in 11 densities and more than 70 specifications. The products a... The Beijing Glass-Fibre Reinforced Plastic Products Factory is a manufacturer of series glass-wool products including glass-wool felt, board and ceilings in 11 densities and more than 70 specifications. The products are exported to Hongkong and Southeast Asia. Glass-wool products have thermal and heat insulation properties and 展开更多
关键词 THAN series Glass-Wool products
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Kehui Series New Products
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《China's Foreign Trade》 1995年第2期37-37,共1页
The following series of new hightech products products has been developed by Kehui Electricity Co.: 1. T-902 Cable Trouble Distance Measuring Instrument The product is a cable trouble distance measuring instrument bas... The following series of new hightech products products has been developed by Kehui Electricity Co.: 1. T-902 Cable Trouble Distance Measuring Instrument The product is a cable trouble distance measuring instrument based on the methods of low-volt pulse reflection and pulse electric current and using modern microelectronic technology. Two work modes used are. one is 展开更多
关键词 HIGH Kehui series New products
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Shuangshi Series Sanitary Ware Products
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《China's Foreign Trade》 1997年第1期16-16,共1页
The Luoyang Jinying (Gold Eagle) Sanitary Ware Manufacturing Co. Ltd. (a Sino-American Joint Venture) is a production enterprise specializing in sanitary ware integration of research, development, production and marke... The Luoyang Jinying (Gold Eagle) Sanitary Ware Manufacturing Co. Ltd. (a Sino-American Joint Venture) is a production enterprise specializing in sanitary ware integration of research, development, production and marketing. The Company has introduced jet equipment and jet technology of glass fibre reinforced plastics of the international advanced level of the 1990s, and has developed and produced Shuangshi (Twin-Lion) brand series sanitary ware products of glass fibre reinforced plastics. 展开更多
关键词 WARE Shuangshi series Sanitary Ware products
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ZTE Rolls Out a Series of Industry's First TD-SCDMA Handset Products at PT/WIRELESS & NETWORKS COMM CHINA 2007
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《ZTE Communications》 2007年第4期67-67,共1页
ZTE Corporation (ZTE), a leading global provider of telecommunications equipment and network solutions, unveiled
关键词 SCDMA TD ZTE Rolls Out a series of Industry’s First TD-SCDMA Handset products at PT/WIRELESS COMM PT
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AUTOMATIC AUGMENTED GALERKIN ALGORITHMS FOR FREDHOLM INTEGRAL EQUATIONS OF THE FIRST KIND
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作者 S.Abbasbandy E.Babolian 《Acta Mathematica Scientia》 SCIE CSCD 1997年第1期69-84,共16页
In recent papers, Babolian & Delves [2] and Belward[3] described a Chebyshev series method for the solution of first kind integral equations. The expansion coefficients of the solution are determined as the soluti... In recent papers, Babolian & Delves [2] and Belward[3] described a Chebyshev series method for the solution of first kind integral equations. The expansion coefficients of the solution are determined as the solution of a mathematical programming problem.The method involves two regularization parameters, Cf and r, but values assigned to these parameters are heuristic in nature. Essah & Delves[7] described an algorithm for setting these parameters automatically, but it has some difficulties. In this paper we describe three iterative algorithms for computing these parameters for singular and non-singular first kind integral equations. We give also error estimates which are cheap to compute. Finally, we give a number of numerical examples showing that these algorithms work well in practice. 展开更多
关键词 Fredholm integral equations Galerkin method Regularization parameters Error estimation Ill-Posed problems Product of chebyshev series
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Finding Chaos in Finnish GDP
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作者 Radko Kíz 《International Journal of Automation and computing》 EI CSCD 2014年第3期231-240,共10页
The goal of this paper is to analyze the Finnish gross domestic product(GDP) and to find chaos in the Finnish GDP. We chose Finland where data has been available since 1975, because we needed the longest time series p... The goal of this paper is to analyze the Finnish gross domestic product(GDP) and to find chaos in the Finnish GDP. We chose Finland where data has been available since 1975, because we needed the longest time series possible. At first we estimated the time delay and the embedding dimension, which is needed for the Lyapunov exponent estimation and for the phase space reconstruction.Subsequently, we computed the largest Lyapunov exponent, which is one of the important indicators of chaos. Then we calculated the 0-1 test for chaos. Finally we computed the Hurst exponent by rescaled range analysis and by dispersional analysis. The Hurst exponent is a numerical estimate of the predictability of a time series. In the end, we executed a recurrent analysis and displayed recurrence plots of detrended GDP time series. The results indicated that chaotic behaviors obviously exist in GDP. 展开更多
关键词 Chaos theory gross domestic product(GDP) time series analysis phase space reconstruction Hurst exponent largest Lyapunov exponent recurrent analysis.
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