Nonlinear transient and chaotic interactions in disc brake squeal
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"Nonlinear transient and chaotic int..." refers background in this paper
...10(b) are sometimes broken, indicating recurrent but chaotic states [34]....
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...2% of the maximum phase space diameters standard deviation [34]....
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...Straight non-disrupted diagonal lines indicate either periodic or quasi-periodic dynamics [34]....
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"Nonlinear transient and chaotic int..." refers background or methods in this paper
...in the presence of noise or simply higher order dynamics some variables are more suited for the embedding process [32]....
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...18, the KAPLAN–YORKE dimension [32] and the maximal LYAPUNOV exponent were calculated using the algorithm of Sano and Sawada [32]....
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...The correlation dimension calculated over the correlation integral of the regimes D1a–D1c is about D2 1⁄4 2:2070:12ACI99 1⁄4 1⁄21:4;3;1 ðn1⁄4 100Þ and the maximum LYAPUNOV exponent, estimated by the algorithm of Sano and Sawado and the algorithm of Kantz [32] is 0....
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...The maximum LYAPUNOV exponent is zero [32] and the torus looks like a flat band structure similar to that identified in [5] but without folding operations having set in yet....
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...10(b), D1 can be further subdivided into subsets D1a to D1c which is useful to study different (unstable) periodic orbits [32] of the attracting set....
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