"vibrodiffusion" meaning in English

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  "etymology_text": "From vibro- + diffusion.",
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      "examples": [
        {
          "ref": "2015, Vladimir A Vladimirov, “Two-timing Hypothesis, Distinguished Limits, Drifts, and Vibrodiffusion for Oscillating Flows”, in arXiv:",
          "text": "Our results are: (i) the dimensionless advection equation contains \\emph{two independent dimensionless small parameters}: the ratio of two time-scales and the spatial amplitudes of oscillations; (ii) we identify a sequence of \\emph{distinguished limit solutions} which correspond to the successive degenerations of a \\emph{drift velocity}; (iii) for a general oscillating velocity field we derive the averaged equations for the first \\emph{four distinguished limit solutions}; (iv) we show, that \\emph{each distinguish limit solution} produces an infinite number of \\emph{parametric solutions} with a Strouhal number as the only large parameter; those solutions differ from each other by the slow time-scale and the velocity amplitude; (v) the striking outcome of our calculations is the inevitable appearance of \\emph{vibrodiffusion}, which represents a Lie derivative of the averaged tensor of quadratic displacements; (vi) our main methodological result is the introduction of a logical order/classification of the solutions; we hope that it opens the gate for applications of the same ideas to more complex systems; (vii) five types of oscillating flows are presented as examples of different drifts and vibrodiffusion..",
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      "glosses": [
        "diffusion by means of vibration"
      ],
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          "diffusion",
          "diffusion"
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          "vibration",
          "vibration"
        ]
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        "(physics) diffusion by means of vibration"
      ],
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        "natural-sciences",
        "physical-sciences",
        "physics"
      ]
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  "word": "vibrodiffusion"
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  "etymology_text": "From vibro- + diffusion.",
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          "ref": "2015, Vladimir A Vladimirov, “Two-timing Hypothesis, Distinguished Limits, Drifts, and Vibrodiffusion for Oscillating Flows”, in arXiv:",
          "text": "Our results are: (i) the dimensionless advection equation contains \\emph{two independent dimensionless small parameters}: the ratio of two time-scales and the spatial amplitudes of oscillations; (ii) we identify a sequence of \\emph{distinguished limit solutions} which correspond to the successive degenerations of a \\emph{drift velocity}; (iii) for a general oscillating velocity field we derive the averaged equations for the first \\emph{four distinguished limit solutions}; (iv) we show, that \\emph{each distinguish limit solution} produces an infinite number of \\emph{parametric solutions} with a Strouhal number as the only large parameter; those solutions differ from each other by the slow time-scale and the velocity amplitude; (v) the striking outcome of our calculations is the inevitable appearance of \\emph{vibrodiffusion}, which represents a Lie derivative of the averaged tensor of quadratic displacements; (vi) our main methodological result is the introduction of a logical order/classification of the solutions; we hope that it opens the gate for applications of the same ideas to more complex systems; (vii) five types of oscillating flows are presented as examples of different drifts and vibrodiffusion..",
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      "glosses": [
        "diffusion by means of vibration"
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        "(physics) diffusion by means of vibration"
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