TUTDoR

Van Wyk, M. A. | Van Wyk, B. J. | Qi, Guo-Yuan.

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Date: 2009/10/02
Language: en
Type: Text
Identifier: tut:5312
Description: In this paper, several smooth canonical 3-D continuous autonomous systems are proposed in terms of the coefficients of nonlinear terms. These systems are derived from the existing 3-D four-wing smooth ... More
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Date: 2009-09-22
Type: Text
Identifier: tut:2179
Description: In this paper, several three dimensional (3-D) four-wing smooth quadratic autonomous chaotic systems are analyzed. It is shown that these systems have a number of similar features. A new 3-D continuou ... More
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Date: 2008-12-24
Type: Text
Identifier: tut:2178
Description: A powerful tool for bearing time series feature extraction and classification is introduced that is computationally inexpensive, easy to implement and suitable for real-time applications. In this pape ... More
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Date: 2007/10/30
Language: en
Type: Text
Identifier: tut:6196
Description: A new hyperchaotic system is presented, which has two large positive and one small negative Lyapunov exponent over a large range of parameters. As a consequence, system orbits strongly expand in some ... More
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Date: 2007/10/29
Language: en
Type: Text
Identifier: tut:6192
Description: A new hyperchaotic system which has two large positive Lyapunov exponents is presented and physically implemented. Spectral analysis shows that the system in the hyperchaotic mode has an extremely bro ... More
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Date: 2007/09/01
Language: en
Type: Text
Identifier: tut:6219
Description: In this paper, new properties of a four-dimensional chaotic system are investigated. These properties explain the behavior of the system and clarify why it can only generate two coexisting double-wing ... More
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Date: 2007-01-02
Type: Text
Identifier: tut:2157
Description: This paper introduces a new 3-D quadratic autonomous system, which can generate two coexisting single-wing chaotic attractors and a pair of diagonal double-wing chaotic attractors. More importantly, t ... More
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