Similarity of dissipation and enstrophy in particle-induced small-scale turbulence
Zhuo Wang, Kun Luo, Junhua Tan, Dong Li, Jianren Fan
Abstract
Zhuo Wang, Kun Luo, Junhua Tan, Dong Li, Jianren Fan
Abstract
Direct numerical simulations and the immersed boundary method show that finite-size particles greatly enhance small-scale motions. Enstrophy and dissipation become similar in this augmented small-scale turbulence, as manifest in statistical relations and spatial distributions. This kind of similarity also exists in single-phase high-Reynolds-number turbulence but not in low-Reynolds-number turbulence.
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Direct numerical simulations and the immersed boundary method show that finite-size particles greatly enhance small-scale motions. Enstrophy and dissipation become similar in this augmented small-scale turbulence, as manifest in statistical relations and spatial distributions. This kind of similarity also exists in single-phase high-Reynolds-number turbulence but not in low-Reynolds-number turbulence.
Key concepts: Enstrophy, Turbulence, Dissipation, Reynolds stress equation model, Reynolds decomposition, K-epsilon turbulence model, Physics, Reynolds number