A spectral multidomain technique for the computation of the czochralski melt configuration
Author:
Publisher
Emerald
Subject
Applied Mathematics,Computer Science Applications,Mechanical Engineering,Mechanics of Materials
Reference20 articles.
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1. Direct spectral domain decomposition method for 2D incompressible Navier-Stokes equations;Applied Mathematics and Mechanics;2015-08
2. Numerical simulation of unsteady flows in Czochralski crystal growth by lattice Boltzmann methods;International Journal of Heat and Mass Transfer;2014-07
3. Development of Parallel Pseudo-Spectral Solver Using Influence Matrix Method and Application to Boundary Layer Transition;Engineering Applications of Computational Fluid Mechanics;2014-01
4. A Spectral Element Method for the Numerical Simulation of Axisymmetric Flow in Czochralski Crystal Growth;Advanced Materials Research;2012-01
5. Comparing seven spectral methods for interpolation and for solving the Poisson equation in a disk: Zernike polynomials, Logan–Shepp ridge polynomials, Chebyshev–Fourier Series, cylindrical Robert functions, Bessel–Fourier expansions, square-to-disk conformal mapping and radial basis functions;Journal of Computational Physics;2011-02
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