By Jincao Hu, Zhengfeng Jiang, Hong Lu (auth.), Maotai Zhao, Junpin Sha (eds.)
The quantity set, CCIS 288 and 289, constitutes the completely refereed post-conference court cases of the 1st foreign convention on Communications and knowledge Processing, ICCIP 2012, held in Aveiro, Portugal, in March 2012. The 168 revised complete papers of either volumes have been conscientiously reviewed and chosen from a variety of submissions. The papers current the state of the art in communications and data processing and have present learn at the concept, research, layout, try out and deployment concerning communications and knowledge processing systems.
Read Online or Download Communications and Information Processing: International Conference, ICCIP 2012 Aveiro, Portugal, March 7-11, 2012 Revised Selected Papers, Part I PDF
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Extra info for Communications and Information Processing: International Conference, ICCIP 2012 Aveiro, Portugal, March 7-11, 2012 Revised Selected Papers, Part I
In such case, under drive of second class is realized. The structure shaped like a parallelogram composed of two double eccentric shafts and thickened gear guarantees balanced force and steady motion . And relocatable form adopted for sun gear in the first class is used to compensate manufacturing deviation caused by gear drive and parallelogram drive mechanism as well as to eliminate loads maldistribution between the two planet wheels and the sun gear. M. Zhao and J. ): ICCIP 2012, Part I, CCIS 288, pp.
All of these can be known from the results as table 1 shows. 005 0 0 50 100 频率(f/Hz) 150 (b) The shell vibration signals Fig. 3. Time-domain and frequency-domain of signals 200 250 300 26 J. Song, Y. Liu, and Q. 5 0 fr 50 100 频率150(f/Hz)200 250 300 (b) The shell vibration signals Fig. 4. 5 2 值幅1 0 (A/m·s ) 390rpm 3 (A/m·s ) -2 (A/m·s ) 4 200 频率150 (f/Hz) 250 300 50 100 200 频率150 (f/Hz) 250 300 (b) The shell vibration signals Fig. 5. The demodulation spectrum of envelope of correlation and envelope of correlation with time-delay 28 J.
As it is shown, the prediction error is obvious. Furthermore, the prediction is serious in the first stage, and the main reason is the unsuitable phase space reconstruction. (3) Effect of radial basis function center points on the prediction results. 3 (a). The main reason is that the nonlinear characteristics of the system cannot be described with few basis functions, and the evolution behavior of the phase space trajectories is reflect scarcely. 3 (b). Thus, many center number points of the basis function are required in this algorithm.