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Xian-Tu
He, Editor-in-Chief
Beijing |
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ISSN
Print: 1815-2406
Electronic: 1991-7120 |
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Communications
in Computational Physics (CiCP) publishes
original research and survey papers of high scientific value in
computational modeling of physical problems. Results in multi-physics
and multi-scale innovative computational methods and modeling in
all physical sciences will be featured.
CiCP
is a refereed international, interdisciplinary journal edited by
a group of world-wide leading scientists in diverse fields to guarantee
its highest standard. The journal is published in a timely fashion
in printed and electronic forms.
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CiCP's most
recent SCI impact factor (2010) is 1.835. It is ranked
#9 among the 56 mathematical physics
journals. It is also ranked #10 among
all SCI journals in China.
CiCP's 2009
SCI impact factor was 2.077 and was ranked
#8 among the 47 mathematical physics
journals.
CiCP's 2008
SCI impact factor was 2.33 and was ranked
#8 among the 46 mathematical physics journals.
Our Associate
Editor Professor Wei Shyy will join Hong
Kong
University of Science and Technology as Provost in Fall 2010.
Special issue
in honour of Professor David
Gottlieb is now online.
Review articles:
- Velocity-based
moving mesh methods for nonlinear partial differential equations
by M. J. Baines, M. E. Hubbard and P. K. Jimack,
CiCP 10 (2011), pp. 509-576, is an open-access article.
- Reduced
basis approximation and error bounds for potential flows in
parametrized geometries by Gianluigi Rozza,
CiCP 9 (2011), pp. 1-48, is an open-access article.
- Recent
developments in numerical techniques for transport-based medical
imaging methods by K. Ren,
CiCP 8 (2010), pp. 1-50, is an open-access article.
- Local
discontinuous Galerkin methods for high-order time-dependent
partial differential equations by Y. Xu and C.-W. Shu,
CiCP 7 (2010), pp. 1-46 is an open-access article.
- Challenges
and technologies in reservoir modeling
by L. V. Branets, S. S. Ghai, S. L. Lyons and X.-H. Wu,
CiCP 6 (2009),
pp. 1-23, is an open-access article.
- Marker-based,
3-D adaptive Cartesian grid method for multiphase flow around
irregular geometries by E. Uzgoren, J. Sim and W. Shyy,
CiCP 5 (2009),
pp. 1-41, is an open-access article.
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Kui Ren
Recent
developments in numerical techniques for transport-based medical
imaging methods
Commun. Comput. Phys., 8 (2010), pp. 1-50.
Kazuo Aoki, Pierre
Degond and Luc Mieussens Numerical
simulations of rarefied gases in curved channels: thermal creep, circulating
flow, and pumping effect
Commun. Comput. Phys., 6 (2009), pp. 919-954.
Sangbum Kim, Max
Gunzburger, Janet Peterson and Chia-Ren Hu Computational
investigation of the effects of sample geometry on the superconducting-normal
phase boundary and vortex-antivortex states in mesoscopic superconductors
Commun. Comput. Phys., 6 (2009), pp. 673-698.
B. Lassen, R.
V. N. Melnik and M. Willatzen Spurious
solutions in the multiband effective mass theory applied to low dimensional
nanostructures
Commun. Comput. Phys., 6 (2009), pp. 699-729.
Bo Li, John Lowengrub,
Andreas Rätz and Axel Voigt
Geometric
evolution laws for thin crystalline films: modeling and numerics.
Commun. Comput. Phys., 6 (2009), pp. 433-482.
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J. Shen and L.-L. Wang
Some recent advances on spectral methods for unbounded domains.
D. Xiu
Fast numerical methods for stochastic computations: A review.
E. Uzgoren, J. Sim and W. Shyy
Marker-based, 3-D adaptive Cartesian grid method for multiphase flow around irregular geometries.
J. Liu, S. Chen, X. Nie and M. O. Robbins
A continuum-atomistic multi-timescale algorithm for micro/nano flows.
B. Van Leer
Upwind and high-resolution methods for compressible flow: From donor cell to residual-distribution schemes.
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E W, Engquist B, Li XT, Ren WQ, Vanden-Eijnden E
Heterogeneous multiscale methods: A review.
Xiu DB
Fast numerical methods for stochastic computations: A review.
Liu XS, Qi YY, Hei JF, Ding PZ
Recent progress in symplectic algorithms for use in quantum systems.
van Leer B
Upwind and high-resolution methods for compressible flow: From donor cell to residual-distribution schemes.
Antoine X, Arnold A, Besse C, Ehrhardt M, Schadle A
An r-adaptive finite element method for the solution of the two-dimensional phase-field equations.
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