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Adding tendency limiter for mesosphere and horizontal wave number filter for orographic gravity wave drag in UGWP #95

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mdtoyNOAA opened this issue Aug 5, 2023 · 0 comments · Fixed by #111
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enhancement New feature or request

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Description

  1. The orographic gravity wave drag (OGWD) component of the unified gravity wave physics (UGWP) suite of parameterizations can cause model crashes due to excessive wind tendencies. These crashes occur at high altitudes, typically in the mesosphere, where the rarified air density causes parameterized waves to (physically) significantly increase in amplitude. (See slide 1 in pdf attachment below.) These crashes can be remedied by taking a much smaller time step, but this is not practical.
  2. The zonally averaged surface OGWD stress is excessive in the southern hemisphere, in association with the Andes mountain range. (See slide 3 in pdf attachment below.) The near-surface winds are frequently very strong in these regions, and the OGWD scheme does not limit the OGWD stress when wind speed reaches a point where the waves become evanescent and do not impart a drag force.

Solution

  1. Model crashes in the upper levels of the model can be avoided by limiting the velocity tendency due to OGWD such that in one time step, the winds can not reach zero (or reverse sign). Proposed code for the fix above the pressure level "plolevmeso", which we've tested at 0.7mb (roughly the height of the stratopause) is shown in slide 2 of the attached pdf. Model crashes are avoided with the proposed tendency limiter.
  2. From linear theory, if the ratio of the static stability (N) to the wind speed (U) is less than the horizontal wave number of the topography (k_s), that is if N/U < k_s, then orographic gravity waves do not vertically propagate and their wave stress is zero. We've added code to the OGWD component to take this into effect, where we set k_s from the minimum sub-grid topographic wavelength expected from a grid size of dx. We consider the assumed maximum sub-grid wavelength to be 0.5*dx.

CCPP_Issue_slides_2023_08_04.pdf

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