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ORCIDJournal of Computational Physics, Volume 265
Volume 265, May 2014
- Dean S. Oliver
:
Minimization for conditional simulation: Relationship to optimal transport. 1-15 - Isaías Alonso-Mallo, Ana M. Portillo:
High order full discretizations of coupled wave equations with absorbing boundary conditions and geometric integration. 16-33 - G. Della Rocca, Guillaume Blanquart:
Level set reinitialization at a contact line. 34-49 - René Hammer, Walter Pötz, Anton Arnold:
Single-cone real-space finite difference scheme for the time-dependent Dirac equation. 50-70 - Selda Oterkus, Erdogan Madenci, Abigail Agwai:
Peridynamic thermal diffusion. 71-96 - Doron Sabo, Oded Barzelay, Shlomo Weiss, Miriam Furst:
Fast evaluation of a time-domain non-linear cochlear model on GPUs. 97-112 - Zhen Li, Yu-Hang Tang, Huan Lei, Bruce Caswell, George E. Karniadakis:
Energy-conserving dissipative particle dynamics with temperature-dependent properties. 113-127 - Youngdon Kwon:
Numerical aspects in modeling high Deborah number flow and elastic instability. 128-144 - Masashi Noda, Kazuya Ishimura, Katsuyuki Nobusada, Kazuhiro Yabana, Taisuke Boku:
Massively-parallel electron dynamics calculations in real-time and real-space: Toward applications to nanostructures of more than ten-nanometers in size. 145-155 - Gregory Beylkin, K. Sandberg:
ODE solvers using band-limited approximations. 156-171 - Dhiraj V. Patil, Kannan N. Premnath, Sanjoy Banerjee:
Multigrid lattice Boltzmann method for accelerated solution of elliptic equations. 172-194 - Ya-nan Zhang, Zhi-Zhong Sun, Hong-Lin Liao:
Finite difference methods for the time fractional diffusion equation on non-uniform meshes. 195-210 - Björn Sjögreen, H. C. Yee, Marcel Vinokur:
On high order finite-difference metric discretizations satisfying GCL on moving and deforming grids. 211-220 - Craig A. Schroeder, Alexey Stomakhin, Russell Howes, Joseph M. Teran:
A second order virtual node algorithm for Navier-Stokes flow problems with interfacial forces and discontinuous material properties. 221-245 - Jean-Frédéric Gerbeau, Damiano Lombardi:
Approximated Lax pairs for the reduced order integration of nonlinear evolution equations. 246-269
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