This is the second post in the TIMES Series, where we break down everything about Vortex TIMES. In this post, we’ll discuss how we create the TIMES dataset and give you a glance into the enhancement process. Check out other posts in the series from the table of contents here.
We begin with a WRF baseline simulation, which, to ensure cost-effectiveness, avoids explicitly solving the microscale for the entire 10, 20, or 30-year period. The simulation employs a resolution of 300 m, striking a balance between cost and accuracy. Despite being saved every 10 minutes, the output lacks meteorological variability due to the hourly to half-hourly representativeness of WRF at that resolution.
The surface-layer scheme utilized is the Mellor–Yamada–Nakanishi–Niino (MYNN) scheme, calculating turbulent kinetic energy (TKE) for a rough estimation of wind standard deviation (SD).
In parallel, a Vortex-LES simulation explicitly tackles the microscale, directly calculating SD. To manage computational costs, Vortex-LES runs for a subset of the baseline simulation period. Patterns and relationships discovered during the time-matched period between LES and baseline simulations inform improvements to specific aspects of the overall baseline simulation, resulting in the generation of TIMES output.
BASELINE | ENHANCEMENT |
---|---|
300 m mesoscale WRF simulation | 100 m microscale WRF-LES simulation |
10, 20 or 30 years 10-minute output | 6 months 10-minute aggregate output |
at one location using ERA5 reanalysis. | at one location using ERA5 reanalysis |
the results are stored every 10 minutes to produce a high-temporal resolution baseline series | the 10-minute mean wind and standard deviation are computed from the high frequency output of the model |
the standard deviation is derived from the turbulence kinetic energy parametrized by the MYNN scheme | the standard deviation is computed from the high frequency output of the model |
The 100 m Vortex-LES outperforms the 300 m mesoscale baseline simulation in describing wind distribution. The explicit solving of the microscale and increased resolution enable the detection of more localized patterns. During the concurrent period, wind speed means at each height from both baseline and Vortex-LES are compared. Correction factors are learned for each height, adjusting the baseline values towards the LES results. Additionally, a dampened quantile-mapping strategy is trained to make wind histograms more similar. This robust strategy consistently improves the wind distribution metrics across the entire corrected TIMES dataset.
Stay tuned for more insights. Explore the entire series here. Your feedback drives our commitment to advancing atmospheric modeling with Vortex TIMES.
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