期刊名称：JOURNAL OF SCIENTIFIC COMPUTING ISSN： 0885-7474 出版频率： Continuous publication 出版社： SPRINGER/PLENUM PUBLISHERS, 233 SPRING ST, NEW YORK, USA, NY, 10013   出版社网址： http://www.springer.com/?SGWID=8-102-0-0-0 期刊网址： http://www.springer.com/mathematics/computational+science+%26+engineering/journal/10915 影响因子： 2.592 主题范畴： MATHEMATICS, APPLIED 期刊简介(About the journal)    投稿须知(Instructions to Authors)    编辑部信息(Editorial Board)    About the journal Description Journal of Scientific Computing is an international interdisciplinary forum for the publication of papers on state-of-the-art developments in scientific computing and its applications in science and engineering. The journal publishes high-quality, peer-reviewed original papers, review papers and short communications on scientific computing. Impact Factor: 1.293 (2007) Section "Mathematics, applied": Rank 24 of 165 Abstracted/Indexed in: ACM Guide To Computing Literature, Boundary Elements Abstracts Newsletter, Compendex, COMPENDEX / Engineering Abstracts, Computer Abstracts International Database, Computer and Information Systems Abstracts, Electronics and Communications Abstracts, Inspec, Mathematical Reviews, PASCAL, Science Citation Index Expanded (SciSearch), SCOPUS, Zentralblatt Math Instructions to Authors Instructions for Authors Journal of Scientific Computing Online Manuscript Submission Publication Policies Manuscript Style Illustration Style Page Charges Springer Open Choice Guidelines for Authors Using LaTeX Online Manuscript Submission Springer now offers authors, editors and reviewers of Journal of Scientific Computing the use of our fully web-enabled online manuscript submission and review system. To keep the review time as short as possible, we request authors to submit manuscripts online to the journal’s editorial office. Our online manuscript submission and review system offers authors the option to track the progress of the review process of manuscripts in real time. Click here to start the online submission process: http://jomp.edmgr.com The online manuscript submission and review system for Journal of Scientific Computing offers easy and straightforward log-in and submission procedures. This system supports a wide range of submission file formats: for manuscripts –Word, WordPerfect, RTF, TXT and LaTex; for figures ?TIFF, GIF, JPEG, EPS, PPT, and Postscript. PDF is not anacceptable file format. NOTE: In case you encounter any difficulties while submitting your manuscript online, please get in touch with the responsible Editorial Assistant by clicking on ‘‘CONTACT US’’ from the tool bar. www.jomp.edmgr.com Publication Policies Submission is a representation that the manuscript has not been published previously and is not currently under consideration for publication elsewhere. A statement transferring copyright from the authors (or their employers, if they hold the copyright) to Springer will be required before the manuscript can be accepted for publication. The Editors will supply the necessary forms for this transfer. Such a written transfer of copyright, which previously was assumed to be implicit in the act of submitting a manuscript, is necessary under the U.S. Copyright Law in order for the publisher to carry through the dissemination of research results and reviews as widely and effectively as possible. Manuscript Style Type double-spaced. Title Page A title page is to be provided and should include the title of the article author's name title author's affiliation and suggested running head The affiliation should comprise the department institution (usually university or company) city and state (or nation) and should be typed as a footnote to the author's name. The suggested running head should be less than 80 characters (including spaces) and should comprise the article title or an abbreviated version thereof. For office purposes, the title page should include the complete mailing address telephone number fax number and e−mail address of the one author designated to review proofs. Proofs will be e−mailed as PDF attachments. Abstract An abstract is to be provided, preferably no longer than 100?50 words Key Words A list of 4? key words is to be provided directly below the abstract. Key words should express the precise content of the manuscript, as they are used for indexing purposes. Sections All sections should be numbered with Arabic numerals (such as 1. INTRODUCTION). Subsections should be identified with section and subsection numbers (such as 6.1. Second−Value Subheading). If applicable, an independent single−number system (one for each category) should be used to label all theorems, lemmas, propositions, corollaries, definitions, remarks, examples, etc. The label (such as Theorem 4) should be typed with paragraph indentation, followed by a period and the theorem itself. Mathematical Notation Mathematical notation should be typewritten wherever possible. If handwritten notation must be used, it should be clear and legible, with any necessary explanatory notes located in the margin. Equations should be numbered consecutively by section with Arabic numerals in parentheses placed flush right, and should be thusly referred to in the text [such as Eqs. (2.1) and (2.2)]. Illustration Style Illustrations Illustrations (photographs, drawings, diagrams, and charts) are to be numbered in one consecutive series of Arabic numerals. The captions for illustrations should be typed on a separate sheet of paper. All illustrations must be complete and final, i.e., camera−ready Reproduction of illustrations in color is possible by special arrangement, with the total cost, which is significant, borne by the author. Electronic artwork submitted on disk should be in TIFF or EPS format (1200 dpi for line and 300 dpi for half-tones and gray-scale art). Color art should be in the CMYK color space. Tables Tables should be numbered (with Roman numerals) and referred to by number in the text. Each table should be typed on a separate sheet of paper. References List references alphabetically at the end of the paper. Use the appropriate numeral in brackets on the baseline for citation in the text. The style and punctuation of the references should conform to that used in the journal ?illustrated by the following examples: Journal Article 1. Luciani, J.F., and Mora, P. (1986). Resummation methods of the Chapman−Enskog expansion for a strongly inhomogeneous plasma. J. Stat. Phys. 43, 281−302. Book 2. Wilson, S. (1986). Chemistry by Computer: An Overview of the Applications of Computers in Chemistry, Plenum Press, New York. Contribution to a Book 3. Kagiwada, H., and Kalaba, R. (1979). Imbedding methods for integral equations with applications. In Goldberg, M. A. (ed.), Solution Methods for Integral Equations: Theory and Applications, Plenum Press, New York, pp. 195−223. Footnotes Footnotes should be avoided. When their use is absolutely necessary, footnotes should be numbered consecutively using Arabic numerals and should be typed at the bottom of the page to which they refer. Place a line above the footnote, so that it is set off from the text. Use the appropriate superscript numeral for citation in the text. Page Charges The journal makes no page charges. Reprints are available to authors, and order forms with the current price schedule are sent with proofs. Springer Open Choice Springer Open Choice: In addition to the normal publication process (whereby an article is submitted to the journal and access to that article is granted to customers who have purchased a subscription), Springer now provides an alternative publishing option: Springer Open Choice. A Springer Open Choice article receives all the benefits of a regular subscription–based article, but in addition is made available publicly through Springers online platform SpringerLink. To publish via Springer Open Choice, upon acceptance please visit the link below to complete the relevant order form and provide the required payment information. Payment must be received in full before publication or articles will publish as regular subscription–model articles. We regret that Springer Open Choice cannot be ordered for published articles. www.springeronline.com/openchoice Guidelines for Authors Using LaTeX Use standard LaTeX2e as much as possible. After the initial \documentclass{article} line, add the following: −− \setlength{\textwidth}{27pc} −− \setlength{\textheight}{43pc} This will format the pages to the journal's size; this is useful to decide where to break long formulas and as an estimation of the number of printed pages. If the article contains theorems and lemmas, etc., add the following: −− \usepackage{theorem} −− \theorembodyfont{\upshape} before defining the theorems and lemmas, etc; for example: \newtheorem{theorem}{Theorem}[section] \newtheorem{lemma}[theorem]{Lemma} etc.... This will keep the text of the theorems in roman, rather than the standard italic. www.springeronline.com/openchoice Editorial Board Editorial Board Editors-in-Chief: Chi-Wang Shu Brown University, Providence, RI, USA Finite difference and finite element methods for PDE; computational fluid dynamics Christine Bernardi CNRS and Universit?Pierre et Marie Curie, Paris, France Numerical analysis of spectral, finite element and mortar discretization Associate Editors: David Gottlieb Brown University, Providence, RI, USA Spectral and high order finite difference methods for time dependent systems Bertil Gustafsson Uppsala University, Sweden Difference methods for time-dependent PDE; computational wave propagation and fluid dynamics Yvon Maday CNRS and Universit?Pierre et Marie Curie, Paris, France Spectral and spectral element methods Steven A. Orszag Yale University, New Haven, CT, USA Scientific computing, numerical analysis, applied mathematics, fluid mechanics Editorial Board: Mohamed Amara IPRA Laboratoire de Mathématiques Appliquées, Pau, France Finite element and finite volume methods for PDE; porous media and multiphase flows Rémi Abgrall Universit?de Bordeaux, France Finite difference and finite element methods for PDE; computational fluid dynamics; hyperbolic problems; multiphase and interface problems; Hamilton Jacobi equations Claude Basdevant MD/ENS, Paris, France Computational fluid dynamics; turbulence; geophysical flows; wavelets Jacques Blum Universit?de Nice-Sophia-Antipolis, France Inverse problems; data assimilation for environmental problems; optimal control of PDE; plasma physics; oceanography Claudio Canuto Politecnico di Torino, Italy Spectral methods; wavelet methods for PDEs; stabilized finite element methods Mark Carpenter NASA Langley Research Center, Hampton, VA Finite difference and time integration methods for PDE's; computational fluid dynamics Bernardo Cockburn University of Minnesota, Minneapolis Finite element methods; nonlinear conservation laws; computational fluid flow; computational structural mechanics Ronald Fedkiw Stanford University, CA Level set methods; interfaces; computational fluid dynamics Uriel Frisch Observatoire de la Côte d'Azur, Nice, France Spectral and other high-precision methods for tackling singularities in PDEs Daniele Funaro Universit?di Modena, Italy Spectral and collocation methods for PDEs; domain decomposition; preconditioning Anne Gelb Arizona State University, AZ Finite difference and spectral methods for solving PDEs; Gibbs phenomenon; edge detection from Fourier data Roland Glowinski University of Houston, TX Finite element methods for PDEs; incompressible computational fluid dynamics; large scale numerical optimization; numerical methods for the control of systems modeled by PDEs Isaac Goldhirsch Tel-Aviv University, Israel Statistical mechanics; kinetic theory; elasticity; granular media; coarse-graining methods and DEM simulations Sigal Gottlieb University of Massachusetts at Dartmouth, MA Time discretization techniques; numerical methods for hyperbolic PDEs Jan S. Hesthaven Brown University, Providence, RI High-order finite difference, finite elements, finite volume, and spectral methods for PDEs; Computational electromagnetics and plasma physics Antony Jameson Stanford University, CA Computational fluid dynamics Stanley Osher UCLA, CA Level set methods; PDE based image science; numerical solution of hyperbolic equations Lothar Reichel Kent State University, OH Numerical linear algebra; computational issues in inverse problems Marie-Madeleine Rohmer Universit?Louis Pasteur, France Computational chemistry; computational physics Pierre Sagaut LMM - UPMC/CNRS, Paris, France Computational fluid dynamics; aeroacoustics; finite-difference/finite volume schemes; turbulence Rémi Sentis CEA/Bruyères (service SEL), France Monte-Carlo methods for PDE; transport equations; modelling and numerical simulations for plasma physics; asymptotic analysis Sauro Succi Instituto Applicazioni del Calcolo, Rome, Italy Computational kinetic theory and fluid dynamics Masahisa Tabata Kyushu University, Fukuoka, Japan Finite element methods and finite difference methods for PDE; computational fluid dynamics, theory and application Denis Talay INRIA, France Stochastic analysis; stochastic numerical analysis; stochastic modelling; financial mathematics Tao Tang The Hong Kong Baptist University Adaptive grid methods; finite difference methods and spectral methods for PDEs Roger Temam Indiana University, IN Classical and geophysical fluid dynamics Ya-xiang Yuan Chinese Academy of Sciences, China Optimization Ye Zhou Lawrence Livermore National Laboratory, CA Turbulence; fluid dynamics; plasma physics