GetPortalImpactFactorByIdResp(projectId=1, id=7d695984, cover=https://img.medsci.cn/images/journal/cover/2021/EEG_202109271316296030.jpg, fullname=REGULAR & CHAOTIC DYNAMICS, abbr=REGUL CHAOTIC DYN, pyear=暂无数据, frequence=Bimonthly, articleNumbers=594, citedSelf2015=28.3, acceptanceRate=null, submissionToAcceptance=null, averageReviewTime=暂无数据, reviewFee=null, pageFee=null, publishedRatio=2023年中国人文章占该期刊总数量暂无数据 (2022年为100.00%), issn=1560-3547, greenSci=https://www.greensci.net/search?kw=1560-3547, scijournal=https://www.scijournal.org/impact-factor-of-REGUL-CHAOTIC-DYN.shtml, medsciHotlightString=null, medsciHotlightRealtime=1.537, medsciHotlight=0.68, medsciHotlight5year=1.23021, citescore=0.0, hIndex=37, impactFactor=1.4, orgnization=Pleiades Publishing, orgnizationUrl=http://www.turpion.org, country=Russian Federation, countryCn=俄罗斯联邦, isOa=0, isOaString=否, sciScie=Science Citation Index Expanded|Current Contents - Physical, Chemical &amp; Earth Sciences, bigclassCas=数学 3区, smallclassCas=数学 3 区, website=https://www.springer.com/mathematics/dynamical+systems/journal/11819, websiteHits=2719, guideForAuthor=null, guideForAuthorHits=1, submitWebsite=投稿邮箱：editorial@rcd.ru 详见官网, submitWebsiteHits=2221, content=Regular & Chaotic Dynamics is a quarterly peer-reviewed international scientific journal published in English. The journal was founded in 1996 by the Moscow State University, Moscow Centre for Continuous Mathematical Education, and Udmurt State University. Then in 1999 the Department of Mathematics of the Russian Academy of Sciences became a cofounder of the journal. Starting from the first issue of 2000 the journal is published jointly by Turpion Ltd, and the Department of Mathematics of the Russian Academy of Sciences in close cooperation with Udmurt State University. The journal publishes only original research results in the analysis of regular and stochastic behaviour in determined dynamic systems that arise in classical mechanics, physics and in other areas., totalCites=832, brief=REGUL CHAOTIC DYN杂志物理行业，“<strong><a target="_blank" href="/sci/index.do?smallclass=力学" >力学</a></strong>”子行业的偏低级别杂志, articleType=本刊接收类型不明, medsciHeat=<span style="color: #990000;">暗红</span>, medsciComment=REGUL CHAOTIC DYN杂志级别还可以，但是相对来说，比较冷门，关注人数偏少，有些可能是国内不太熟悉，但该杂志在国际仍然有相当知晓度的。因为缺少中国人投稿，稿源可能未必丰富，发表有可能有很大的机会哦。, medsciExplanation=MedSci期刊指数是根据中国科研工作者（含医学临床，基础，生物，化学等学科）对SCI杂志的认知度，熟悉程度，以及投稿的量等众多指标综合评定而成。当然，具体的，您还可以结合“<a href='https://www.medsci.cn/sci/submit.do?id=7d695984'>投稿经验系统</a>”，进行综合判断，这更是大家的实战经验，值得分享和参考。<br> 注意，上述MedSci期刊指数采用MedSci专利技术，由计算机系统自动计算，并给出建议，存在不准确的可能，仅供您投稿选择杂志时参考。, tags=null, citeScoreList=[GetImpactFactorCiteScoreListResponse(year=2016, citescore=2.13), GetImpactFactorCiteScoreListResponse(year=2017, citescore=1.39), GetImpactFactorCiteScoreListResponse(year=2018, citescore=1.34), GetImpactFactorCiteScoreListResponse(year=2019, citescore=2.3), GetImpactFactorCiteScoreListResponse(year=2020, citescore=0.0)], medsciIndexList=[GetImpactFactorMedsciIndexListResponse(year=2020, medsciHotlight=1.501), GetImpactFactorMedsciIndexListResponse(year=2021, medsciHotlight=0.708), GetImpactFactorMedsciIndexListResponse(year=2022, medsciHotlight=0.738), GetImpactFactorMedsciIndexListResponse(year=2023, medsciHotlight=0.872), GetImpactFactorMedsciIndexListResponse(year=2024, medsciHotlight=1.537)], citeScoreGradeList=[GetImpactFactorCiteScoreGradeResponse(smallClass=Mathematics - Mathematics (miscellaneous) , rank=9/42)], totalJcrAreaList=[], pmcUrl=https://www.ncbi.nlm.nih.gov/nlmcatalog?term=1560-3547[ISSN], pubmedUrl=https://www.ncbi.nlm.nih.gov/pubmed?cmd=search&term=REGULAR & CHAOTIC DYNAMICS[ta], article_number=45, article_number_cn=2, earlyWarning=null, linkOutUrl=null, isJournalMember=false, unscrambleContent=null, dayViewCount=false, endexampletyle=暂无数据)