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- W2014074817 abstract "Measurements of the local dynamics on the surface of a fluid undergoing complicated motion allow prediction of the measured fractal dimension of an aggregate of passive, floating tracers. This realization of a strange attractor in physical space is a rare instance where there is a firm quantitative coonection between the dimension of an experimentally observed fractal spatial pattern and the process producing it. The results also show that the fractal dimension of a tracer distribution is a potential diagnostic for the dynamics of the underlying flow. The analysis of experimental results is performed in terms of random mappings, indicating that this mathematical abstraction provides a potentially useful conceptual framework to bring some spatio-temporal problems into the domain of low-dimensional dynamics." @default.
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- W2014074817 title "Fractal tracer distributions in complicated surface flows: an application of random maps to fluid dynamics" @default.
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- W2014074817 doi "https://doi.org/10.1016/0167-2789(94)90252-6" @default.
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