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Lagrangian evolution of velocity increments in rotating turbulence: The effects of rotation on non-Gaussian statistics

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Figure

Figure 1: The local coordinate frame defined by the direction of a line element ˆr and rotationdirection.
Figure 2: Energy spectra compensated with k2. Solid line: with rotation; dashed line: initialspectrum (without rotation).
Figure 4:Joint PDF of DtVDNS and DtVModel (solid lines) and the conditional average⟨DtVModel|DtVDNS⟩ (dashed line)
Figure 5: Same as Fig. 5, but for DtW .
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