Wednesday, 11 June 2014: 9:30 AM
John Charles Suite (Queens Hotel)
David J. Wiersema, University of California, Berkeley, Berkeley, CA; and K. A. Lundquist and F. K. Chow
Manuscript
(4.3 MB)
As computational power increases, WRF is being used at increasingly fine horizontal resolutions. In WRF v3.2 an option for vertical grid refinement was added in ndown which processes WRF model output to provide initial and lateral boundary conditions for a nested domain with a higher resolution. This vertical nesting option is limited to sequential simulations, where the nested domain runs after the parent domain simulation is complete. A drawback of this method, especially for high-resolution large-eddy simulations, is that lateral boundary conditions are passed infrequently (i.e. at the frequency of output from the coarse grid), which is insufficient for passing turbulent fluctuations. For large-eddy simulations, it is desirable to run multiple domains concurrently, where lateral boundary conditions are passed at each time step of the parent domain.
A new option, allowing vertical grid refinement for multiple concurrently run domains, has been implemented in WRF v3.5. This option uses the vertical interpolation scheme from ndown for downscaled variables, but applies it at each time step. Vertical grids can be refined by an integer ratio, or unrelated grid levels can be defined for each domain.
Here, we validate our vertical nesting routine with idealized canonical cases and demonstrate the added benefit of using vertical grid nesting to more accurately capture vertical gradients within the nested domain. Additionally, we use vertical nesting for the real case of a 36 hour forecast in the San Francisco Bay Area, which is compared to observations.
Future work will include the addition of this code to WRF-IBM, an existing modified version of WRF that utilizes an immersed boundary method to better handle complex terrain. Vertical nesting will act as a framework for a WRF-IBM domain to nest within a WRF domain, allowing for a concurrent, nested, mesoscale to microscale simulation.
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