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基本资料
| 该期刊扩展资料，欢迎小木虫资深虫友来补充。一起完善，供大家参考。为了保证质量，目前只有金币大于50个的虫子可以参与期刊点评。 |
| SCI期刊名： |
JOURNAL OF NON-NEWTONIAN FLUID MECHANICS
J NON-NEWTON FLUID
|
我要投此期刊 |
| 出版周期： | Semimonthly | |
| 出版ISSN： | 0377-0257 | |
| 通讯方式： | ELSEVIER SCIENCE BV, PO BOX 211, AMSTERDAM, NETHERLANDS, 1000 AE | |
| 期刊主页网址： | http://www.elsevier.com/wps/find ... ription#description | |
| 在线投稿网址： | http://www.elsevier.com/wps/find ... 2693/editorialboard | |
| 其他相关链接： |
Science Citation Index Science Citation Index Expanded Current Contents - Physical, Chemical & Earth Sciences Current Contents - Engineering, Computing & Technology |
虫友提供资料,仅供参考（ 13 人参与，13869 人阅读）
期刊“小木虫投稿价值”历年趋势图（投稿价值趋势图供投稿时选择参考。其中数据不承担真实性）
期刊点评列表
#1 作者：刘聪0215 (联系作者 | 作者点评过的期刊) 时间：2015-11-01 10:54 纠错举报
| 2014年影响因子：1.821 |
#2 作者：79847774 (联系作者 | 作者点评过的期刊) 时间：2014-03-16 10:38 纠错举报
| 非牛顿领域公认的好杂志！ |
研究方向: 数理科学 力学 流体力学 投稿周期: 约3个月 录用情况: 已投修改后录用 |
#3 作者：z465804235 (联系作者 | 作者点评过的期刊) 时间：2011-08-19 00:14 纠错举报
| 半月刊，但审稿周期有时较长，偏重理论和数模方面，具有一定的难度，但还要看审稿人，因为本人阅读了几百篇该杂志，质量上感觉是良莠不齐，当然好文章还是居多的，里面综述类的文章可以值得看，在流变学杂志期刊中属于中等杂志。 |
研究方向: 数理科学 力学 流体力学 期刊主页网址: http://www.elsevier.com/wps/find ... ription#description 在线投稿网址: http://www.elsevier.com/wps/find ... 2693/editorialboard |
#4 作者：qianping (联系作者 | 作者点评过的期刊) 时间：2011-06-21 20:29 纠错举报
| 个人觉得是目前比较前沿的课题 |
研究方向: 数理科学 力学 流体力学 |
#5 作者：groom (联系作者 | 作者点评过的期刊) 时间：2011-03-24 10:07 纠错举报
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The journal will appeal to people working on fundamental developments in the rheological sciences and applications on both the macroscopic and microscopic scale. Subjects considered suitable for the journal include the following (not necessarily in order of importance): •The development of rheological equations of state for non-Newtonian liquids from both a continuum and microstructure starting point, but the outlook will always be practical in the sense that abstract developments with no hope of application will not be welcomed. •The use of rheological equations of state in the solution of meaningful flow problems involving one or more fluid phases. Analytic and/or numerical solutions would be in order. These should be problems which involve the equations of continuity and motion and energy in a non-trivial way. •Experimental work associated with complex fluids, including - confirmation or otherwise of prediction from rheological equations of state developments and the confirmation of predictions from the solved flow problems - novel flow situations which would suggest the need for further analytical work - rheometry - practical situations of flow which are in need of systematic theoretical and experimental research. Such issues and developments commonly arise, for example, in the polymer processing, petroleum, pharmaceutical, biomedical and consumer product industries. However, this list is not meant to be representative, not exhaustive. •Problems involving heat and mass transfers and mixing in flowing non-Newtonian liquids. •Instabilities, unsteady and turbulent or chaotic flow characteristics in non-Newtonian fluids. |
2007年影响因子: 1.704 2008年影响因子: 1.967 2009年影响因子: 2 |
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