Ross P. Heikes, Ph.D.
Affiliations: | 2002 | Colorado State University, Fort Collins, CO |
Area:
Atmospheric Science Physics, GeophysicsGoogle:
"Ross Heikes"Cross-listing: Physics Tree
Parents
Sign in to add mentor| David A. Randall | grad student | 2002 | Colorado State | |
| (A comparison of vertical coordinate systems for numerical modeling of the general circulation of the atmosphere.) | ||||
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Publications
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| Zarzycki CM, Jablonowski C, Kent J, et al. (2019) DCMIP2016: the splitting supercell test case Geoscientific Model Development. 12: 879-892 |
| Ullrich PA, Jablonowski C, Kent J, et al. (2017) DCMIP2016: A Review of Non-hydrostatic Dynamical Core Design and Intercomparison of Participating Models Geoscientific Model Development. 10: 4477-4509 |
| Heikes RP, Randall DA, Konor CS. (2013) Optimized icosahedral grids: Performance of finite-difference operators and multigrid solver Monthly Weather Review. 141: 4450-4469 |
| Wehner MF, Oliker L, Shalf J, et al. (2011) Hardware/software co‐design of global cloud system resolving models Journal of Advances in Modeling Earth Systems. 3 |
| Palmer B, Koontz A, Schuchardt K, et al. (2011) Efficient data IO for a Parallel Global Cloud Resolving Model Environmental Modelling and Software. 26: 1725-1735 |
| Butler AH, Thompson DWJ, Heikes R. (2010) The steady-state atmospheric circulation response to climate change-like thermal forcings in a simple general circulation model Journal of Climate. 23: 3474-3496 |
| Zupanski M, Fletcher SJ, Navon IM, et al. (2006) Initiation of ensemble data assimilation Tellus A. 58: 159-170 |
| Zupanski M, Fletcher SJ, Navon IM, et al. (2006) Initiation of ensemble data assimilation Tellus, Series a: Dynamic Meteorology and Oceanography. 58: 159-170 |
| Simpson JJ, Heikes RP, Taflove A. (2006) FDTD modeling of a novel ELF radar for major oil deposits using a three-dimensional geodesic grid of the earth-ionosphere waveguide Ieee Transactions On Antennas and Propagation. 54: 1734-1741 |
| Randall DA, Ringler TD, Heikes RP, et al. (2002) Climate modeling with spherical geodesic grids Computing in Science and Engineering. 4: 32 |