'Semi implicit' presentation slideshows

Parallelism in Haskell

cs242. Parallelism in Haskell. Kathleen Fisher. Reading: A Tutorial on Parallel and Concurrent Programming in Haskell Skip Section 5 on STM. Thanks to Simon Peyton Jones, Satnam Singh, and Don Stewart for these slides. Announcements. Submit course evaluations in Axess

772 views • 67 slides

Numeric developments in COSMO SRNWP / EWGLAM-Meeting Dubrovnik, 08.-12.10.2007

641 views • 49 slides

Numeric developments in COSMO SRNWP / EWGLAM-Meeting Dubrovnik, 08.-12.10.2007

495 views • 49 slides

Adaptive Multi-scale Modeling

Implicit High-Order Time-Integrators for Adaptive Multi-scale Modeling of the Atmosphere and Ocean * Frank Giraldo Department of Applied Mathematics Naval Postgraduate School, Monterey CA USA http://faculty.nps.edu/fxgirald

373 views • 37 slides

Time Integration Schemes

Time Integration Schemes. Outline. Canonical equations for scheme analyses. Time-integration schemes used in NWP models. Leapfrog scheme. Semi-implicit schemes. Runge-Kutta schemes. Combining the schemes Summary. Bill Skamarock NCAR/MMM skamaroc@ucar.edu.

563 views • 36 slides

Collaborators Mark Taylor (Los Alamos) Steve Thomas (NCAR) Rich Loft (NCAR)

Multi-Resolution Climate Modeling Principle Investigators F. Baer (UMCP) J. Tribbia(NCAR) A. Fournier (UMCP). Collaborators Mark Taylor (Los Alamos) Steve Thomas (NCAR) Rich Loft (NCAR) M. Fox-Rabinovitz (Fac. Assoc.) CCPP Science Team Meeting, San Diego, CA 10/2/01. Goal of the Project.

512 views • 34 slides

Numerical methods IV (time stepping)

Numerical methods IV (time stepping). by Nils Wedi (room 007; ext. 2657). In part based on previous material by Mariano Hortal and Agathe Untch. What is the basis for a stable numerical implementation ?.

392 views • 24 slides

L.Bonaventura D.Cesari

Performance of a Semi-Implicit, Semi-Lagrangian Dynamical Core for High Resolution NWP over Complex Terrain. L.Bonaventura D.Cesari. Outline of discretization approach. Semi-implicit, semi-lagrangian two time level discretization (2d tests: Bonaventura JCP 2000)

253 views • 14 slides

Comparative Study of Semi-implicit schemes for Non-linear Diffusion in Hyperspectral imagery

v k-1. v k-my. v k+my. v k+1. Figure 1 Discretization Scheme. Comparative Study of Semi-implicit schemes for Non-linear Diffusion in Hyperspectral imagery Student: Julio Martin Duarte-Carvajalino e-mail: jmartin@ece.uprm.edu

159 views • 1 slides