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Local and Non-local Interactions in the Batchelor Regime of the Passive Scalar

机译:被动标量的Batchelor政权中的本地和非局部交互

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摘要

Following a suggestion of Yukio Kaneda, Kraichnan's interpretation of Batchelor's analysis of high Schmidt number passive scalar turbulence is described in terms of local and non-local interactions. The formulations of Batchelor and Kraichnan are then compared through their predictions of the diffusive range following the Batchelor range and of the reduction of mean-square advection in scalar turbulence. Although comparison based on the diffusive range proves inconclusive, the predictions of reduction of mean-square advection may support Kraichnan's formulation; however, a definite conclusion is not yet possible.
机译:遵循Yukio Kaneda的建议,Kraichnan对Batchelor对高施密特数无源标量湍流进行分析的解释是在本地和非局部相互作用方面描述的。然后通过它们在Batchelor范围之后的扩散范围的预测和标量湍流中的平均方形平流的预测来比较Batchelor和Kraichnan的制剂。虽然基于扩散范围的比较证明了不确定的,但对卑鄙的平流减少的预测可以支持克拉希南的配方;但是,明确的结论尚不可能。

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