The Experts below are selected from a list of 306 Experts worldwide ranked by ideXlab platform
Robert M Aune - One of the best experts on this subject based on the ideXlab platform.
-
conservation of moisture in a hybrid Kuo type cumulus parameterization
Monthly Weather Review, 2003Co-Authors: William H Raymond, Robert M AuneAbstract:Abstract The conservation of moisture requirement used in a hybrid Kuo-type cumulus parameterization scheme is generalized so that the source of moisture for the cumulus process originates from all layers below the level of condensation, including the subcloud layer(s). This conservation scheme is distinctly different than those used with the traditional Kuo-type cumulus parameterizations, which do not include convective-scale vertical transport involving the subcloud layer(s). Numerical forecasts with the modified conservation scheme are compared with those obtained using the conventional approach that extracts the moisture from the grid-scale moisture field at the level of condensation. Radiosonde observations and Geostationary Operational Environmental Satellite (GOES) observed brightness temperatures for water vapor channel 3 (6.7 μm) are used to verify the lower- and upper-tropospheric moisture fields, respectively. Forecast statistics, including precipitation as measured against rain gauge reports, ...
Luca Salasnich - One of the best experts on this subject based on the ideXlab platform.
-
spectral distribution studies of fp shell nuclei with a modified Kuo brown interaction
Physical Review C, 1997Co-Authors: Subir Sarkar, J. M. G. Gomez, V. R. Manfredi, Luca SalasnichAbstract:The structure of nuclei in the lower half of the fp shell is investigated by the spectral distribution method using the modified Kuo-Brown interaction. This interaction recently showed success in reproducing observed properties through detailed shell model studies. Spectral distribution studies avoid explicit diagonalization and hold promise for applications to astrophysics. {copyright} {ital 1997} {ital The American Physical Society}
William H Raymond - One of the best experts on this subject based on the ideXlab platform.
-
conservation of moisture in a hybrid Kuo type cumulus parameterization
Monthly Weather Review, 2003Co-Authors: William H Raymond, Robert M AuneAbstract:Abstract The conservation of moisture requirement used in a hybrid Kuo-type cumulus parameterization scheme is generalized so that the source of moisture for the cumulus process originates from all layers below the level of condensation, including the subcloud layer(s). This conservation scheme is distinctly different than those used with the traditional Kuo-type cumulus parameterizations, which do not include convective-scale vertical transport involving the subcloud layer(s). Numerical forecasts with the modified conservation scheme are compared with those obtained using the conventional approach that extracts the moisture from the grid-scale moisture field at the level of condensation. Radiosonde observations and Geostationary Operational Environmental Satellite (GOES) observed brightness temperatures for water vapor channel 3 (6.7 μm) are used to verify the lower- and upper-tropospheric moisture fields, respectively. Forecast statistics, including precipitation as measured against rain gauge reports, ...
Kazuo Takayanagi - One of the best experts on this subject based on the ideXlab platform.
-
effective hamiltonian in the extended krenciglowa Kuo method
Nuclear Physics, 2011Co-Authors: Kazuo TakayanagiAbstract:Abstract The extended Krenciglowa–Kuo (EKK) method allows us to calculate the effective Hamiltonian in a non-degenerate model space. We show that the EKK method can be implemented numerically in two iterative schemes, which are explained in detail with emphasis on convergence conditions. Using test calculations in a simple model, we clarify how and on what conditions we can calculate the effective Hamiltonian.
David Trotman - One of the best experts on this subject based on the ideXlab platform.
-
whitney Kuo verdier and lipschitz stratifications for the surfaces ya zbxc xd
Topology and its Applications, 2018Co-Authors: Dwi Juniati, Laurent Noirel, David TrotmanAbstract:Abstract We specify the canonical stratifications satisfying respectively Whitney (a)-regularity, Whitney (b)-regularity, Kuo–Verdier (w)-regularity, and (L)-regularity for the family of surfaces y a = z b x c + x d , where a , b , c , d are positive integers, in both the real and complex cases.
-
Whitney, Kuo–Verdier and Lipschitz stratifications for the surfaces ya = zbxc + xd
Topology and its Applications, 2018Co-Authors: Dwi Juniati, Laurent Noirel, David TrotmanAbstract:Abstract We specify the canonical stratifications satisfying respectively Whitney (a)-regularity, Whitney (b)-regularity, Kuo–Verdier (w)-regularity, and (L)-regularity for the family of surfaces y a = z b x c + x d , where a , b , c , d are positive integers, in both the real and complex cases.
