INTERNATIONAL JOURNAL OF COMPUTATIONAL FLUID DYNAMICS

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官方网站：http://www.tandf.co.uk/journals/titles/10618562.asp

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PMC链接：http://www.ncbi.nlm.nih.gov/nlmcatalog?term=1061-8562%5BISSN%5D

《国际计算流体动力学杂志》发表了创新性的CFD研究，包括基础研究和应用研究，应用领域广泛。该杂志强调准确的预测工具，为三维流体分析和设计，以及那些促进对三维流体运动物理学的更深入的理解。鼓励相关和创新的实际和工业3D应用，以及跨学科性质的应用。基于商业或开放源代码的论文基于商业或开源CFD代码的论文也受到同样的科学审查，而且由于它们的性质，必须清楚地突出作者的CFD算法或建模贡献。论文应该向IJCFD的读者展示感兴趣的应用程序，而不仅仅是针对特定的商业或开源CFD代码的用户。同行评审所有发表的文章都要经过严格的双盲同行评审，初步的总编辑筛选和独立的国际专家评审的匿名评审。所有的同行评审都是双盲的，通过ScholarOne手稿在线提交。指导作者我们鼓励作者在论文中尽可能多地阐述以下几点:数值方法的精度等级该方法对封闭形式，制造或公认的高精度数值解的验证根据可靠的实验结果或至少其他数值解对该方法进行验证(在本例中清楚地说明了新方法的优点)结果的网格依赖程度，以及空间离散化误差时间收敛程度，时间离散误差该方法具有迭代收敛性简短的沟通IJCFD还发布了一些短通信，这些通信代表着对现有CFD方法的重大改进，值得在永久文献中快速发表这样的小字体将被放置在期刊的后面，字数限制在3000字以内，即一篇regualr文章的三分之一简短的通信与完整的文章一样受到严格的审查，并且提醒作者注意IJCFD在使用商业代码方面的立场

The International Journal of Computational Fluid Dynamics publishes innovative CFD research, both fundamental and applied, with applications in a wide variety of fields. The Journal emphasizes accurate predictive tools for 3D flow analysis and design, and those promoting a deeper understanding of the physics of 3D fluid motion. Relevant and innovative practical and industrial 3D applications, as well as those of an interdisciplinary nature, are encouraged. Papers based on commercial or open source codes Papers based on commercial or open source CFD codes are subject to the same scientific scrutiny and, because of their nature, must clearly highlight the authors' CFD algorithmic or modeling contributions. Papers should present applications of interest to the readers of IJCFD, not simply to the users of specific commercial or open source CFD codes. Peer review All published articles undergo rigorous double-blind peer review, based on initial Editor-in-Chief screening and anonymous refereeing by independent international expert referees. All peer review is double-blind and submission is online via ScholarOne Manuscripts. Guidance to authors Authors are encouraged to as much as possible address the following points in their paper: The order of accuracy of the numerical methodThe method’s verification against closed-form, manufactured or acknowledged highly-accurate numerical solutionsThe method’s validation against reliable experimental results, or at the least other numerical solutions (in this case clearly explaining the advantages of the new method)The level of grid dependence of results, and space discretization errorsThe level of convergence in time, and time discretization errorsThe method’s iterative convergence for the cases presented Short Communications The IJCFD also publishes Short Communications that represent significant incremental changes or advances to an existing CFD methodology, that merit fast publication in the permanent literatureSuch artricles will be placed at the back of the Journal and are limited to 3000 words, i.e. to one-third the size of a regualr articleShort Communications receive the same scrutiny as full articles and authors are reminded of the IJCFD stance in the use of Commercial Codes