Results 111 to 120 of about 6,260 (222)
TIME-CONSERVATIVE FINITE-VOLUME METHOD WITH LARGE-EDDY SIMULATION FOR COMPUTATIONAL AEROACOUSTICS [PDF]
This thesis presents a time-conservative finite-volume method based on a modern flow simulation technique developed by the author. Its applicability to technically relevant aeroacoustic applications is demonstrated.
AYBAY, ORHAN
core
A New Semi-Structured Algebraic Multigrid Method
Multigrid methods are well suited to large massively parallel computer architectures because they are mathematically optimal and display excellent parallelization properties.
Yang, Ulrike M. +2 more
core
A Parallel Multigrid Method for Neutronics Applications
The multigrid method has been shown to be the most effective general method for solving the multi-dimensional diffusion equation encountered in neutronics.
Alcouffe, Raymond E.
core
Self-Supervised Learning for Point-Cloud Classification by a Multigrid Autoencoder. [PDF]
Zhai R, Song J, Hou S, Gao F, Li X.
europepmc +1 more source
A multigrid Krylov method for eigenvalue problems.
We are interested in computing eigenvalues and eigenvectors of matrices derived from differential equations. They are often large sparse matrices, including both symmetric and non symmetric cases.
Yang, Zhao, 1983-
core +1 more source
NUMERICAL SOLUTION OF 2-D EULER EQUATIONS WITH MULTIGRID
A multigrid scheme is applied to accelerate the convergence of numerical solution of two dimensional Euler equations to steady state. Cell-centered finite volume method with central differencing scheme is used for discretization. Explicit multistage time-
Murat Uygun , Kadir Kırkköprü
doaj
This paper presents a combined approach to accelerate frequency sweeping in the simulation of radio frequency (RF) devices, a critical process in the design and optimization of high‐performance RF systems.
Lingzhi Ren, Tao Li, Haili Zhang
doaj +1 more source
Continuum limits of discrete isoperimetric problems and Wulff shapes in lattices and quasicrystal tilings. [PDF]
Del Nin G, Petrache M.
europepmc +1 more source
The Hierarchical Basis Multigrid Method.
We derive and analyze the hierarchical basis-multigrid method for solving discretizations of self-adjoint, elliptic boundary value problems using piecewise linear triangular finite elements.
Bank, Randolph +2 more
core
Time-Accurate Navier-Stokes Calculations with Approximately Factored Implicit Schemes
The performance of the dual time method is improved by means of an inner iteration based on an LU-SGS driven FAS multigrid method, and by using the same LU-SGS method in a time-accurate mode to provide a starting solution for each dual time step. This
Dwight, Richard, Richard P. Dwight
core

