Implementation of a Nonlinear Subfilter Turbulence Stress Model for Large-Eddy Simulation in the Advanced Research WRF Model
By Jeffrey D. Mirocha, J. Lundquist, Branko Kosovic. 2010
176 citations recorded by the source corpus.
Subfields: Atmospheric Science, Computational Mechanics, Environmental Engineering
View Paper: https://www.semanticscholar.org/paper/3fbb2744be31a59c6e617cd0c271af34483022d5
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Atmospheric Science
- E. Bou‐Zeid
- C. Talbot
- Jim Smith
- Jeffrey D. Mirocha
- Branko Kosovic
- J. Beeck
- D. Muñoz‐Esparza
- Pedro A. Jimenez
In Computational Mechanics
- C. Talbot
- Jim Smith
- E. Bou‐Zeid
- Branko Kosovic
- J. Beeck
- D. Muñoz‐Esparza
- Jason Ching
- Jeffrey D. Mirocha
In Environmental Engineering
- E. Bou‐Zeid
- Jeffrey D. Mirocha
- C. Talbot
- Jim Smith
- Branko Kosovic
- J. Beeck
- D. Muñoz‐Esparza
- Jason Ching
Citations in the corpus
- Nested Mesoscale Large-Eddy Simulations with WRF: Performance in Real Test Cases (2012, methodology): “Our aim is to contrast the sensitivity of WRF to SGS closure schemes under idealized and real cases; the reader is referred to other references (Moeng et al. 2007; Mirocha et al. 2010; Kirkil et al. 2012) for an in-depth analysis of SGS closure schemes in WRF.”
- Convectively Induced Secondary Circulations in Fine-Grid Mesoscale Numerical Weather Prediction Models (2014, methodology): “For this test, we embed two lakes in a 25 km 3 25 km domain with the land surface corresponding to theWRF Unauthenticated | Downloaded 08/16/21 03:45 PM UTC Unauthenticated | Downloaded 08/16/21 03:45 PM UTC category ‘‘dryland and cropland pasture.’’”
- Bridging the Transition from Mesoscale to Microscale Turbulence in Numerical Weather Prediction Models (2014, methodology): “2.1 Numerical Settings To analyze the effects of such a transition between mesoscale and LES models, a set of idealized simulations were performed using the WRF numerical model, which includes nesting capabilities and several SGS LES closures (Skamarock 2004; Mirocha et al. 2010).”