Abstract
In this paper, the dynamics behaviors on f0-δ parameter surface is investigated for Gledzer–Ohkitani–Yamada model. We indicate the type of intermittency chaos transitions is saddle node bifurcation. We plot phase diagram on f0-δ parameter surface, which is divided into periodic, quasi-periodic, and intermittent chaos areas. By means of varying Taylor-microscale Reynolds number, we calculate the extended self-similarity of velocity structure function.
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