1. The discontinuity problem and “chaos” of Lorenz’s model
Soucheng OuYang
(Chengdu Institute of Meterorology, Chengdu, The People’s Republic of China)
Yong Wu
(Fuling Soil Bureau, Sichuan, The People’s Republic of China)
Yi Lin
(Department of Mathematics, Slippery Rock University, Slippery Rock, Pennsylvania, USA)
Chao Li
(Chengdu Institute of Meterorology, Chengdu, The People’s Republic of China)
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Abstract
The discontinuity problem of general non‐linear evolutionary equations and the chaos of complex models of poly‐order are studied. The concept of “blown‐up” of Navier‐Stokes equation is discussed, which was introduced by OuYang in 1994 and 1995. The results show that the blown‐up of the model appears during the whole evolution of general non‐linear equations; and that the concept of “chaos” of Lorenz’s model should be restudied questioningly.
Keywords
Citation
OuYang, S., Wu, Y., Lin, Y. and Li, C. (1998), "1. The discontinuity problem and “chaos” of Lorenz’s model", Kybernetes, Vol. 27 No. 6/7, pp. 621-635. https://doi.org/10.1108/03684929810223030
Publisher
:MCB UP Ltd
Copyright © 1998, MCB UP Limited