Abstract

Fig. 1. The coefficients α⊥, β⊥, β‖, and μ, as well as β⊥ and β C ‖ for the Roberts flow, calculated in the second-order correlation approximation, as functions of k⊥/kf , where kf = √ 2k0 is the effective wavenumber of the flow. Results obtained with kx = ky and k‖/k⊥ = 1/ √ 2 ≈ 0.7 or k‖/k⊥ = 1/16 √ 2 ≈ 0.004 are represented by open squares and dotted lines or by open diamonds and dashed lines, respectively. Results with kx/ky = 0.75 [k⊥ = (3, 4, 0)k1] or kx/ky = 5 [k⊥ = (5, 1, 0)k1] and k‖/k⊥ = 0.2 are indicated by open or filled circles, respectively. Orange and black symbols correspond to the first and second expressions for β⊥ and μ in (21) or for β⊥ in (26).

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