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A Three Dimensional Wave Activity Flux Applicable to Inertio-Gravity Waves

机译:适用于惰性重力波的三维波活动通量

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References(11) Cited-By(14) Supplementary materials(1) A three dimensional wave activity flux applicable to non-hydrostatic inertio-gravity waves in a time mean flow in a Boussinesq fluid is derived. It is shown that the flux gives the wave-action density flux relative to the local time mean flow, and additive terms in residual circulation are equal to Stokes drift under the WKB limit. The flux is a generalization of three dimensional wave activity fluxes that have been used to analyze quasi-geostrophic wave disturbances. A flux under the log-pressure coordinate system on spherical geometry applicable to global hydrostatic inertio-gravity waves is also derived.
机译:参考文献(11)被引用的文献(14)补充材料(1)推导了适用于Boussinesq流体在时间平均流中的非静力学惰性重力波的三维波活动通量。结果表明,该通量给出了相对于局部时间平均流量的波动密度通量,并且在WKB极限下,剩余循环中的附加项等于斯托克斯漂移。通量是三维波活动通量的一般化,已被用于分析准地转波干扰。还得出了适用于整体静水惰性重力波的球形几何对数压力坐标系下的通量。

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