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- W2135722668 abstract "We report results of a series of detailed experiments designed to unveil the dynamics of a particle of radius $a$ moving in high-frequency, low-Reynolds-number oscillatory flow. The fundamental parameters in the problem are the Strouhal ($hbox{it Sl}$) and the particle Reynolds numbers ($hbox{it Re}_p$), as well as the fluid-to-particle density ratio $alpha$. The experiments were designed to cover a range of $hbox{it Sl} hbox{it Re}_p$ from 0.015 to 5 while keeping $hbox{it Re}_p < 0.5$ and $hbox{it Sl} > 1$. The primary objective of the experiments is to investigate stationary history effects associated with the Basset drag, which are maximized when the viscous time scale $a^2/nu$ is of the same order of the flow time scale $9/Omega$, where $9$ is a geometrical factor for the sphere, $nu$ is the kinematic viscosity and $Omega$ is the angular frequency of the background flow. The theoretically determined behaviour of stationary history effects is confirmed unequivocally by the experiments, which also validate the fractional derivative behaviour (of order $1/2$) of the history drag for the range of parameters under study." @default.
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- W2135722668 date "2004-04-10" @default.
- W2135722668 modified "2023-10-01" @default.
- W2135722668 title "An experimental study on stationary history effects in high-frequency Stokes flows" @default.
- W2135722668 doi "https://doi.org/10.1017/s002211200400789x" @default.
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