Journal of Computational Physics

Efficient Evaluation of the Matrix Elements of the Coulomb Potential between Plane Waves and Gaussians
pp. 1-8(8)
Authors: Poláek M.; ársky P.

A Stochastic Projection Method for Fluid Flow II. Random Process
pp. 9-44(36)
Authors: Le Maître O.P.; Reagan M.T.; Najm H.N.; Ghanem R.G.; Knio O.M.

Modeling and Computation of Random Thermal Fluctuations and Material Defects in the Ginzburg–Landau Model for Superconductivity
pp. 45-67(23)
Authors: Deang J.; Du Q.; Gunzburger M.D.

Large Eddy Simulation of High-Reynolds-Number Free and Wall-Bounded Flows
pp. 68-97(30)
Authors: Fureby C.; Grinstein F.F.

Outflow Boundary Conditions for the Fourier Transformed Two-Dimensional Vlasov Equation
pp. 98-125(28)
Author: Eliasson B.

Coupling of Fast Multipole Method and Microlocal Discretization for the 3-D Helmholtz Equation
pp. 126-154(29)
Author: Darrigrand E.

On the Use of Higher-Order Finite-Difference Schemes on Curvilinear and Deforming Meshes
pp. 155-185(31)
Authors: Visbal M.R.; Gaitonde D.V.

Nodal High-Order Methods on Unstructured Grids I. Time-Domain Solution of Maxwell's Equations
pp. 186-221(36)
Authors: Hesthaven J.S.; Warburton T.

A Coupled Schrödinger Drift-Diffusion Model for Quantum Semiconductor Device Simulations
pp. 222-259(38)
Authors: Degond P.; El Ayyadi A.

Direct Simulation of the Motion of Neutrally Buoyant Circular Cylinders in Plane Poiseuille Flow
pp. 260-279(20)
Authors: Pan T-W.; Glowinski R.

On Accuracy of Adaptive Grid Methods for Captured Shocks
pp. 280-316(37)
Authors: Yamaleev N.K.; Carpenter M.H.

Particle Rezoning for Multidimensional Kinetic Particle-In-Cell Simulations
pp. 317-337(21)
Author: Lapenta G.

A Genuinely Multidimensional High-Resolution Scheme for the Elastic–Plastic Wave Equation
pp. 338-353(16)
Authors: Giese G.; Fey M.

Artificial Wind—A New Framework to Construct Simple and Efficient Upwind Shock-Capturing Schemes
pp. 354-393(40)
Authors: Sokolov I.V.; Timofeev E.V.; Sakai J-i.; Takayama K.

Volume 179, Number 1 (June 10, 2002), in the article “Vorticity-Divergence Semi-Lagrangian Shallow-Water Model of the Sphere Based on Compact Finite Differences,” by Mikhail A. Tolstykh, pages 180–200 (doi:10.1006/jcph.2002.7050)
pp. 394-394(1)

Abstracts of Papers to Appear
pp. 395-396(2)