[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"_public_publisher_byId_e132f537-223f-4f56-a423-6e0defe79ea4":3,"_public_publication_all{\"sortAscending\":false,\"sortField\":\"updateTime\",\"page\":0,\"size\":10,\"facet\":true,\"searchKey\":\"publisherId:e132f537-223f-4f56-a423-6e0defe79ea4,\"}":177},{"code":4,"data":5,"meta":24},"SUCCESS",{"id":6,"createTime":7,"updateTime":8,"relativeEntities":9,"slug":10,"properties":11,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":26,"manageAffiliations":35,"indexDatabases":56,"url":95,"thumbnailPath":24,"statistic":96,"gsStatistic":24,"type":24,"analyzePriority":24},"e132f537-223f-4f56-a423-6e0defe79ea4","2023-05-29T11:54:35.850+00:00","2025-11-21T10:02:52.105+00:00",[],"Journal-of-Fluids-Engineering-Transactions-of-the-ASME",{"country":12,"issn":14,"introduce":16,"eissn":18,"title":20},{"VOID":13},"US",{"VOID":15},"1528901X",{"EN":17},"Multiphase flows; Pumps; Aerodynamics; Boundary layers; Bubbly flows; Cavitation; Compressible flows; Convective heat\u002Fmass transfer as it is affected by fluid flow; Duct and pipe flows; Free shear layers; Flows in biological systems; Fluid-structure interaction; Fluid transients and wave motion; Jets; Naval hydrodynamics; Sprays; Stability and transition; Turbulence wakes microfluidics and other fundamental\u002Fapplied fluid mechanical phenomena and processes",{"VOID":19},"00982202",{"EN":21},"Journal of Fluids Engineering, Transactions of the ASME","PUBLISHER","PENDING",null,0,[27],{"id":28,"createTime":29,"updateTime":30,"relativeEntities":31,"label":32,"description":34,"parentId":24,"standard":24,"scholarHubFieldId":24},"5587dea8-ebb6-4a42-8493-b6dd63ea819a","2023-05-29T10:24:08.061+00:00","2023-11-21T07:32:48.048+00:00",[],{"EN":33},"Mechanical Engineering",{},[36,47],{"id":37,"createTime":38,"updateTime":39,"relativeEntities":40,"slug":41,"properties":42,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"url":24,"parentIds":46,"statistic":24},"59f5be8f-a236-4c28-abf4-46d925a35703","2023-05-29T10:25:20.546+00:00","2025-11-21T10:03:08.576+00:00",[],"The-American-Society-of-Mechanical-Engineers-ASME-",{"title":43},{"EN":44},"The American Society of Mechanical Engineers(ASME)","AFFILIATION",[],{"id":48,"createTime":49,"updateTime":50,"relativeEntities":51,"slug":52,"properties":53,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"url":24,"parentIds":55,"statistic":24},"77050c4c-4ecb-4558-96e9-2c2ceaf963b7","2023-05-29T12:10:51.874+00:00","2023-12-20T17:40:21.147+00:00",[],"ASME",{"title":54},{"EN":52},[],[57,76],{"id":58,"indexDatabase":59,"url":73,"indexYears":24,"academicFieldIds":74,"indexDatabaseRanking":24},"96b09585-6920-47b8-9300-ac131375345c",{"id":60,"createTime":61,"updateTime":62,"relativeEntities":63,"label":64,"description":66,"key":69,"publicationTags":70,"standard":24},"a4921856-b128-4d9f-8f1f-e80813d3bbd4","2023-05-22T09:59:31.026+00:00","2025-11-21T10:07:52.153+00:00",[],{"EN":65,"VI":65},"ISI\u002FSCIE - Science Citation Index Expanded",{"VI":67,"EN":68},"Cơ sở dữ liệu SCIE","SCIE database","scie",[71,72],"SCIE","ISI","https:\u002F\u002Fmjl.clarivate.com\u002Fsearch-results?issn=0098-2202",[75],"52beb526-6aa8-4b6a-8fec-79aeb999be2d",{"id":77,"indexDatabase":78,"url":90,"indexYears":91,"academicFieldIds":92,"indexDatabaseRanking":94},"fb564d75-e289-4bff-80f5-3f8749db756e",{"id":79,"createTime":80,"updateTime":81,"relativeEntities":82,"label":83,"description":85,"key":87,"publicationTags":88,"standard":24},"3c7051d4-eb7d-4c57-a56b-36fc74c5d1e9","2023-05-22T09:57:18.509+00:00","2025-11-21T10:07:52.274+00:00",[],{"EN":84,"VI":84},"Scopus - Elsevier",{"EN":84,"VI":86},"Cơ sở dữ liệu Scopus thuộc Elsevier","scopus",[89],"SCOPUS","https:\u002F\u002Fwww.scopus.com\u002Fsourceid\u002F18538","1897-1909,1912-1926,1928-2025",[93],"9d2ac5e3-41a0-4e3f-9001-acfb87e489bc","SCOPUS__Q1","https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering",{"impactFactor":25,"impactFactorByYear":97,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":112,"totalCitation":116,"totalCitationByYear":117,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":153,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},0.33,2.5,3.33,2.4,2.33,9.67,3.67,7,3.5,0.5,2,1.67,68,76,{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},1,4,3,13894,{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},260,5,213,508,87,1091,230,85,553,54,183,2478,603,543,48,1464,225,941,1844,163,175,456,266,209,212,279,49,159,119,44,24,22,10,9,182.82,{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},254,43.5,272.75,115,276.5,1239,150.75,181,488,75,470.5,461,81.5,87.5,114,88.67,104.5,70.67,93,24.5,59.5,4.5,50,{"meta":178,"data":180},{"total":179},"91",[181,290,547,649,861,954,1038,1121,1210,1540],{"id":182,"createTime":183,"updateTime":184,"relativeEntities":185,"slug":186,"properties":187,"entityType":194,"verifyStatus":195,"verifyTime":196,"verifyNote":197,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"primaryUrl":198,"fullTextUrl":199,"authors":200,"publicationType":246,"publisherRelationship":247,"citationCount":25,"citationInfo":285,"publishDate":287,"publishYear":288,"citationAnalyzeStatus":23,"lastCitationAnalyze":184,"indexDatabases":24,"openAccess":24,"references":24,"isForceReanalyzing":289},"e1c545b5-97ef-4850-8f93-2ff63a4af649","2024-01-22T04:36:15.138+00:00","2025-11-20T23:16:04.952+00:00",[],"A-Vortex-Model-of-the-Darrieus-Turbine-An-Analytical-and-Experimental-Study",{"gsPaper":188,"title":190,"doi":192},{"VOID":189},"10018905078794897706",{"EN":191},"A Vortex Model of the Darrieus Turbine: An Analytical and Experimental Study",{"VOID":193},"10.1115\u002F1.3449018","PUBLICATION","VERIFIED","2024-12-26T02:13:29.704+00:00","Auto Verify","https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle-abstract\u002F101\u002F4\u002F500\u002F409476","https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle-pdf\u002F101\u002F4\u002F500\u002F5898437\u002F500_1.pdf",[201,220,233],{"id":202,"sortIndex":25,"researcher":24,"roles":203,"affiliations":205,"properties":217},"6b575670-31f7-43bf-bef7-aa74610aada3",[204],"AUTHOR",[206],{"id":207,"sortIndex":25,"affiliation":208,"properties":24},"902677de-4ba7-48a1-b774-13ec74a515b3",{"id":209,"createTime":210,"updateTime":211,"relativeEntities":212,"slug":213,"properties":214,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"37d5df7e-adf3-4c1f-b536-68f7b72af2f7","2024-01-22T04:36:15.170+00:00","2025-01-25T14:28:12.869+00:00",[],"College-of-Engineering-Texas-Tech-University-Lubbock-Texas-79409",{"title":215},{"VI":216},"College of Engineering, Texas Tech University, Lubbock, Texas 79409",{"title":218},{"VI":219},"Strickland, J. H.",{"id":221,"sortIndex":108,"researcher":24,"roles":222,"affiliations":223,"properties":230},"cf9b3c5e-cf35-498a-a8bf-98cc69131703",[204],[224],{"id":225,"sortIndex":25,"affiliation":226,"properties":24},"06616d6b-a9f6-4ba3-a0cb-bbcc99fae38c",{"id":209,"createTime":210,"updateTime":211,"relativeEntities":227,"slug":213,"properties":228,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":229},{"VI":216},{"title":231},{"VI":232},"Nguyen, T.",{"id":234,"sortIndex":113,"researcher":24,"roles":235,"affiliations":236,"properties":243},"a24e1403-9d97-4adc-a41b-5ed8462c7110",[204],[237],{"id":238,"sortIndex":25,"affiliation":239,"properties":24},"83ef34a4-747b-4947-91e3-58055ffe3a18",{"id":209,"createTime":210,"updateTime":211,"relativeEntities":240,"slug":213,"properties":241,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":242},{"VI":216},{"title":244},{"VI":245},"Webster, B. T.","ARTICLE",{"url":198,"publisher":248,"properties":278},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":249,"slug":10,"properties":250,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":256,"manageAffiliations":257,"indexDatabases":258,"url":95,"thumbnailPath":24,"statistic":273,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":251,"issn":252,"introduce":253,"eissn":254,"title":255},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[259,266],{"id":58,"indexDatabase":260,"url":73,"indexYears":24,"academicFieldIds":265,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":261,"label":262,"description":263,"key":69,"publicationTags":264,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":267,"url":90,"indexYears":91,"academicFieldIds":272,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":268,"label":269,"description":270,"key":87,"publicationTags":271,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":274,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":275,"totalCitation":116,"totalCitationByYear":276,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":277,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":279,"pages":281,"issue":283},{"VOID":280},"101",{"VOID":282},"500-505",{"VOID":284},"4",{"total":25,"publishYear":25,"statisticByYear":286},{},"1979-12-01",1979,false,{"id":291,"createTime":292,"updateTime":292,"relativeEntities":293,"slug":294,"properties":295,"entityType":194,"verifyStatus":195,"verifyTime":292,"verifyNote":197,"syncStatus":23,"languages":307,"translateLanguages":24,"viewCount":25,"primaryUrl":309,"fullTextUrl":24,"authors":310,"publicationType":246,"publisherRelationship":381,"citationCount":419,"citationInfo":420,"publishDate":432,"publishYear":433,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":434,"isForceReanalyzing":289},"76c14ef0-42d1-4442-8874-47425dfd65ae","2024-09-28T23:15:41.955+00:00",[],"The-Development-Lengths-of-Laminar-Pipe-and-Channel-Flows",{"mag":296,"keywords":298,"openalex":299,"abstract":301,"title":303,"doi":305},{"VOID":297},"2004377874",{},{"VOID":300},"W2004377874",{"EN":302},"\u003Cjats:title>Abstract\u003C\u002Fjats:title>\n               \u003Cjats:p>The authors’ research work into fully developed pulsating and oscillating laminar pipe and channel flows raised questions regarding the development length of the corresponding steady flow. For this development length, i.e., the distance from the entrance of the pipe to the axial position where the flow reaches the parabolic velocity profile of the Hagen-Poiseuille flow, a wide range of contradictory data exists. This is shown through a short review of the existing literature. Superimposed diffusion and convection, together with order of magnitude considerations, suggest that the normalized development length can be expressed as L∕D=C0+C1Re and for Re→0 one obtains C0=0.619, whereas for Re→∞ one obtains C1=0.0567. This relationship is given only once in the literature and it is presumed to be valid for all Reynolds numbers. Numerical studies show that it is only valid for Re→0 and Re→∞. The development length of laminar, plane channel flow was also investigated. The authors obtained similar results to those for the pipe flow: L∕D=C0′+C1′; Re, where C0′=0.631 and C1′=0.044. Finally, correlations are given to express L∕D analytically for the entire Re range for both laminar pipe and channel flows.\u003C\u002Fjats:p>",{"EN":304},"The Development Lengths of Laminar Pipe and Channel Flows",{"VOID":306},"10.1115\u002F1.2063088",[308],"EN","https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F127\u002F6\u002F1154\u002F475281\u002FThe-Development-Lengths-of-Laminar-Pipe-and",[311,332,349,364],{"id":312,"sortIndex":113,"researcher":24,"roles":313,"affiliations":314,"properties":325},"7e471d7c-a97c-4ec7-8d46-1040d2350608",[],[315],{"id":316,"sortIndex":25,"affiliation":317,"properties":24},"2cda7e78-6d78-4b47-9771-5119c35c97cf",{"id":318,"createTime":319,"updateTime":319,"relativeEntities":320,"slug":321,"properties":322,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"8a3a9708-2013-4b95-bcc9-8049e5703a6e","2024-09-28T23:15:41.974+00:00",[],"Institute-of-Fluid-Mechanics-Friedrich-Alexander-Universit%C3%A4t-Erlangen-N%C3%BCrnberg-Cauerstrasse-4-D-91058-Erlangen-Germany",{"title":323},{"EN":324},"Institute of Fluid Mechanics, Friedrich Alexander Universität Erlangen-Nürnberg, Cauerstrasse 4, D-91058 Erlangen, Germany",{"openalex":326,"orcid":328,"title":330},{"VOID":327},"A5019435789",{"VOID":329},"https:\u002F\u002Forcid.org\u002F0000-0002-5358-5909",{"EN":331},"Subhabrata Ray",{"id":333,"sortIndex":25,"researcher":24,"roles":334,"affiliations":335,"properties":342},"ba556e30-f393-41ef-af9b-03913b27e864",[],[336],{"id":337,"sortIndex":25,"affiliation":338,"properties":24},"b224dd41-e9dc-4920-a97a-8e8ef285ab6d",{"id":318,"createTime":319,"updateTime":319,"relativeEntities":339,"slug":321,"properties":340,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":341},{"EN":324},{"openalex":343,"orcid":345,"title":347},{"VOID":344},"A5056905478",{"VOID":346},"https:\u002F\u002Forcid.org\u002F0000-0001-6921-9252",{"EN":348},"F. Durst",{"id":350,"sortIndex":115,"researcher":24,"roles":351,"affiliations":352,"properties":359},"0d270c85-fc80-47e2-b8df-ff61067b5a17",[],[353],{"id":354,"sortIndex":25,"affiliation":355,"properties":24},"634cc6dd-8752-43cb-afa5-7dfa14b51ea1",{"id":318,"createTime":319,"updateTime":319,"relativeEntities":356,"slug":321,"properties":357,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":358},{"EN":324},{"openalex":360,"title":362},{"VOID":361},"A5076958842",{"EN":363},"O. A. Bayoumi",{"id":365,"sortIndex":108,"researcher":24,"roles":366,"affiliations":367,"properties":374},"20a83256-5642-4db3-8368-f15ba407078e",[],[368],{"id":369,"sortIndex":25,"affiliation":370,"properties":24},"1a5f6364-95cc-43d6-b894-f4d7444c4997",{"id":318,"createTime":319,"updateTime":319,"relativeEntities":371,"slug":321,"properties":372,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":373},{"EN":324},{"openalex":375,"orcid":377,"title":379},{"VOID":376},"A5064015647",{"VOID":378},"https:\u002F\u002Forcid.org\u002F0000-0002-4730-8059",{"EN":380},"Bülent Ünsal",{"url":24,"publisher":382,"properties":412},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":383,"slug":10,"properties":384,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":390,"manageAffiliations":391,"indexDatabases":392,"url":95,"thumbnailPath":24,"statistic":407,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":385,"issn":386,"introduce":387,"eissn":388,"title":389},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[393,400],{"id":58,"indexDatabase":394,"url":73,"indexYears":24,"academicFieldIds":399,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":395,"label":396,"description":397,"key":69,"publicationTags":398,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":401,"url":90,"indexYears":91,"academicFieldIds":406,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":402,"label":403,"description":404,"key":87,"publicationTags":405,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":408,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":409,"totalCitation":116,"totalCitationByYear":410,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":411,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":413,"pages":415,"issue":417},{"VOID":414},"127",{"VOID":416},"1154-1160",{"VOID":418},"6",265,{"total":419,"publishYear":24,"statisticByYear":421},{"2012":422,"2013":423,"2014":424,"2015":425,"2016":426,"2017":427,"2018":149,"2019":427,"2020":428,"2021":429,"2022":430,"2023":431,"2024":150},12,8,18,13,14,17,29,21,19,16,"2005-11-01",2005,[435,438,442,446,450,454,458,462,465,468,471,474,478,481,485,489,493,497,501,505,509,513,517,520,524,528,532,535,539,543],{"id":24,"text":436,"url":24,"identifiers":437},"Schlichting, Boundary Layer Theory",{},{"id":24,"text":439,"url":24,"identifiers":440},"Schiller, Die Entwicklung der laminaren Geschwindigkeitsverteilung und ihre Bedeutung für Ähnlichkeitsmessungen, Z. Angew. Math. Mech., 2, 96, 10.1002\u002Fzamm.19220020203",{"doi":441},"10.1002\u002Fzamm.19220020203",{"id":24,"text":443,"url":24,"identifiers":444},"Langhaar, Steady flow in the transition length of a straight tube, J. Appl. Mech., 9, 55, 10.1115\u002F1.4009183",{"doi":445},"10.1115\u002F1.4009183",{"id":24,"text":447,"url":24,"identifiers":448},"Sparrow, Flow development in the hydrodynamic entrance region of tubes and ducts, Phys. Fluids, 7, 338, 10.1063\u002F1.1711204",{"doi":449},"10.1063\u002F1.1711204",{"id":24,"text":451,"url":24,"identifiers":452},"Schmidt, Laminar flow in inlet sections of tubes and ducts, AIChE J., 15, 612, 10.1002\u002Faic.690150425",{"doi":453},"10.1002\u002Faic.690150425",{"id":24,"text":455,"url":24,"identifiers":456},"Lew, Entry flow into blood vessels at arbitrary Reynolds number, J. Biomech., 3, 23, 10.1016\u002FS0021-9290(00)00167-6",{"doi":457},"10.1016\u002FS0021-9290(00)00167-6",{"id":24,"text":459,"url":24,"identifiers":460},"Mohanty, Laminar flow in the entrance region of a smooth pipe, J. Fluid Mech., 90, 433, 10.1017\u002FS0022112079002330",{"doi":461},"10.1017\u002FS0022112079002330",{"id":24,"text":463,"url":24,"identifiers":464},"Boussinesq, Sur la maniere don't les vitesses, dans un tube cylindrique de section circulaire, evase a son entrée, se distribuent depuis entrée jusqu'aux endroits ou se trouve etabli un regime uniforme, Compt. Rend., 113, 49",{},{"id":24,"text":466,"url":24,"identifiers":467},"Nikuradse, Applied Hydro and Aerodynamics, 27",{},{"id":24,"text":469,"url":24,"identifiers":470},"Atkinson, Unpublished work described in Modern Developments in Fluid Dynamics, 304",{},{"id":24,"text":472,"url":24,"identifiers":473},"Siegel, R.\n          , 1953, “The effect of heating on boundary layer transition for liquid flow in a tube,” Sc.D. thesis, Massachusetts Institute of Technology, Cambridge, MA.",{},{"id":24,"text":475,"url":24,"identifiers":476},"Bogue, Entrance effects and prediction of turbulence in non Newtonian flow, Ind. Eng. Chem., 51, 874, 10.1021\u002Fie50595a044",{"doi":477},"10.1021\u002Fie50595a044",{"id":24,"text":479,"url":24,"identifiers":480},"Tomita, Soc. Chem. Engrs. Japan, 23, 525",{},{"id":24,"text":482,"url":24,"identifiers":483},"Campbell, Flow in the entrance of a tube, ASME J. Basic Eng., 85, 41, 10.1115\u002F1.3656529",{"doi":484},"10.1115\u002F1.3656529",{"id":24,"text":486,"url":24,"identifiers":487},"Collins, Behaviour of non-Newtonian fluids in the inlet region of a channel, AIChE J., 9, 98, 10.1002\u002Faic.690090122",{"doi":488},"10.1002\u002Faic.690090122",{"id":24,"text":490,"url":24,"identifiers":491},"Hornbeck, Laminar flow in the entrance region of a pipe, Appl. Sci. Res., Sect. A, 13, 224, 10.1007\u002FBF00382049",{"doi":492},"10.1007\u002FBF00382049",{"id":24,"text":494,"url":24,"identifiers":495},"McComas, Laminar pressure drop associated with the continuum entrance region and for slip flow in a circular tube, ASME J. Appl. Mech., 32, 765, 10.1115\u002F1.3627314",{"doi":496},"10.1115\u002F1.3627314",{"id":24,"text":498,"url":24,"identifiers":499},"Christiansen, Entrance region flow, AIChE J., 11, 995, 10.1002\u002Faic.690110610",{"doi":500},"10.1002\u002Faic.690110610",{"id":24,"text":502,"url":24,"identifiers":503},"Vrentas, Effect of Axial Diffusion of Vorticity on Flow Development in Circular Conduits, AIChE J., 12, 837, 10.1002\u002Faic.690120504",{"doi":504},"10.1002\u002Faic.690120504",{"id":24,"text":506,"url":24,"identifiers":507},"McComas, Hydrodynamic entrance lengths for ducts of arbitrary cross section, J. Basic Eng., 89, 847, 10.1115\u002F1.3609713",{"doi":508},"10.1115\u002F1.3609713",{"id":24,"text":510,"url":24,"identifiers":511},"Friedmann, Laminar flow in a pipe at low and moderate Reynolds numbers, Appl. Sci. Res., 19, 426, 10.1007\u002FBF00383937",{"doi":512},"10.1007\u002FBF00383937",{"id":24,"text":514,"url":24,"identifiers":515},"Atkinson, Low Reynolds number developing flows, AIChE J., 15, 548, 10.1002\u002Faic.690150414",{"doi":516},"10.1002\u002Faic.690150414",{"id":24,"text":518,"url":24,"identifiers":519},"Fargie, Developing laminar flow in a pipe of circular cross section, Proc. R. Soc. London, Ser. A, 321, 461",{},{"id":24,"text":521,"url":24,"identifiers":522},"Chen, Flow in the entrance region at low Reynolds numbers, J. Fluids Eng., 95, 153, 10.1115\u002F1.3446948",{"doi":523},"10.1115\u002F1.3446948",{"id":24,"text":525,"url":24,"identifiers":526},"Gupta, Laminar flow in the entrance of a tube, Appl. Sci. Res., 33, 1, 10.1007\u002FBF00383189",{"doi":527},"10.1007\u002FBF00383189",{"id":24,"text":529,"url":24,"identifiers":530},"Durst, Mass flow rate control system for time-dependent laminar and turbulent flow investigations, Meas. Sci. Technol., 14, 893, 10.1088\u002F0957-0233\u002F14\u002F7\u002F301",{"doi":531},"10.1088\u002F0957-0233\u002F14\u002F7\u002F301",{"id":24,"text":533,"url":24,"identifiers":534},"Ferziger, Computational Methods for Fluid Dynamics, 2nd ed.",{},{"id":24,"text":536,"url":24,"identifiers":537},"Patankar, Numerical Heat Transfer and Fluid Flow, 10.1201\u002F9781482234213",{"doi":538},"10.1201\u002F9781482234213",{"id":24,"text":540,"url":24,"identifiers":541},"Stone, Iterative solution of implicit approximations of multidimensional partial differential equations, SIAM (Soc. Ind. Appl. Math.) J. Numer. Anal., 5, 530, 10.1137\u002F0705044",{"doi":542},"10.1137\u002F0705044",{"id":24,"text":544,"url":24,"identifiers":545},"Churchill, A general expression for the correlation of rates of heat transfer and other phenomenon, AIChE J., 18, 1121, 10.1002\u002Faic.690180606",{"doi":546},"10.1002\u002Faic.690180606",{"id":548,"createTime":549,"updateTime":549,"relativeEntities":550,"slug":551,"properties":552,"entityType":194,"verifyStatus":195,"verifyTime":549,"verifyNote":197,"syncStatus":23,"languages":564,"translateLanguages":24,"viewCount":25,"primaryUrl":565,"fullTextUrl":24,"authors":566,"publicationType":246,"publisherRelationship":603,"citationCount":641,"citationInfo":642,"publishDate":646,"publishYear":647,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":648,"isForceReanalyzing":289},"129739f5-bd10-40a2-830e-7aabb488062e","2024-10-07T22:34:51.469+00:00",[],"Visualization-Studies-of-a-Shear-Driven-Three-Dimensional-Recirculating-Flow",{"mag":553,"keywords":555,"openalex":556,"abstract":558,"title":560,"doi":562},{"VOID":554},"2141334142",{},{"VOID":557},"W2141334142",{"EN":559},"\u003Cjats:p>A facility has been constructed to study shear-driven, recirculating flows. In this particular study, the circulation cell structure in the lid-driven cavity is studied as a function of the speed of the lid which provides the shearing force to a constant and uniform density fluid. The flow is three-dimensional and exhibits regions where Taylor-type instabilities and Taylor-Go¨rtler-like vortices are present. One main circulation cell and three secondary cells are present for the Reynolds number (based on cavity width and lid speed) range considered, viz., 1000–10000. The flows becomes turbulent at Reynolds numbers between 6000 to 8000. The transverse fluid motions (in the direction perpendicular to the lid motion) are significant. In spite of this, some key results from two-dimensional numerical simulations agree well with the results of the present cavity experiments.\u003C\u002Fjats:p>",{"EN":561},"Visualization Studies of a Shear Driven Three-Dimensional Recirculating Flow",{"VOID":563},"10.1115\u002F1.3242393",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F106\u002F1\u002F21\u002F406918\u002FVisualization-Studies-of-a-Shear-Driven",[567,586],{"id":568,"sortIndex":113,"researcher":24,"roles":569,"affiliations":570,"properties":581},"2edfc6d1-e0ef-4a3f-8ffd-2019b74ca754",[],[571],{"id":572,"sortIndex":25,"affiliation":573,"properties":24},"aef89e5b-9137-489b-a35e-a5f1e14d696d",{"id":574,"createTime":575,"updateTime":575,"relativeEntities":576,"slug":577,"properties":578,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"17eaa32c-3c19-405f-bedc-1630ee8ccbb2","2024-10-07T22:34:51.480+00:00",[],"Department-of-Civil-Engineering-Stanford-University-Stanford-Calif-94305",{"title":579},{"EN":580},"Department of Civil Engineering, Stanford University, Stanford, Calif. 94305",{"openalex":582,"title":584},{"VOID":583},"A5052353431",{"EN":585},"Robert L. Street",{"id":587,"sortIndex":25,"researcher":24,"roles":588,"affiliations":589,"properties":596},"197e527a-f3c6-43da-9dbe-ed95546bad55",[],[590],{"id":591,"sortIndex":25,"affiliation":592,"properties":24},"c0d4c6ab-7b13-4b73-ae97-6d0ce4ff3cb0",{"id":574,"createTime":575,"updateTime":575,"relativeEntities":593,"slug":577,"properties":594,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":595},{"EN":580},{"openalex":597,"orcid":599,"title":601},{"VOID":598},"A5054007449",{"VOID":600},"https:\u002F\u002Forcid.org\u002F0000-0003-2121-4844",{"EN":602},"Jeffrey R. Koseff",{"url":24,"publisher":604,"properties":634},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":605,"slug":10,"properties":606,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":612,"manageAffiliations":613,"indexDatabases":614,"url":95,"thumbnailPath":24,"statistic":629,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":607,"issn":608,"introduce":609,"eissn":610,"title":611},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[615,622],{"id":58,"indexDatabase":616,"url":73,"indexYears":24,"academicFieldIds":621,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":617,"label":618,"description":619,"key":69,"publicationTags":620,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":623,"url":90,"indexYears":91,"academicFieldIds":628,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":624,"label":625,"description":626,"key":87,"publicationTags":627,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":630,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":631,"totalCitation":116,"totalCitationByYear":632,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":633,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":635,"pages":637,"issue":639},{"VOID":636},"106",{"VOID":638},"21-27",{"VOID":640},"1",222,{"total":641,"publishYear":24,"statisticByYear":643},{"2012":151,"2013":150,"2014":644,"2015":119,"2016":644,"2017":115,"2018":644,"2019":423,"2020":645,"2021":119,"2022":644,"2023":115,"2024":114},6,11,"1984-03-01",1984,[],{"id":650,"createTime":651,"updateTime":651,"relativeEntities":652,"slug":653,"properties":654,"entityType":194,"verifyStatus":195,"verifyTime":666,"verifyNote":197,"syncStatus":23,"languages":667,"translateLanguages":24,"viewCount":25,"primaryUrl":668,"fullTextUrl":24,"authors":669,"publicationType":246,"publisherRelationship":743,"citationCount":780,"citationInfo":781,"publishDate":793,"publishYear":794,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":795,"isForceReanalyzing":289},"04a22d06-ca52-405e-b41f-1a92da574117","2024-09-05T22:23:11.537+00:00",[],"Comprehensive-Approach-to-Verification-and-Validation-of-CFD-Simulations-Part-1-Methodology-and-Procedures",{"mag":655,"keywords":657,"openalex":658,"abstract":660,"title":662,"doi":664},{"VOID":656},"2169878753",{},{"VOID":659},"W2169878753",{"EN":661},"\u003Cjats:p>Part 1 of this two-part paper presents a comprehensive approach to verification and validation methodology and procedures for CFD simulations from an already developed CFD code applied without requiring availability of the source code for specified objectives, geometry, conditions, and available benchmark information. Concepts, definitions, and equations derived for simulation errors and uncertainties provide the overall mathematical framework. Verification is defined as a process for assessing simulation numerical uncertainty and, when conditions permit, estimating the sign and magnitude of the numerical error itself and the uncertainty in that error estimate. The approach for estimating errors and uncertainties includes (1) the option of treating the numerical error as deterministic or stochastic, (2) the use of generalized Richardson extrapolation for J input parameters, and (3) the concept of correction factors based on analytical benchmarks, which provides a quantitative metric to determine proximity of the solutions to the asymptotic range, accounts for the effects of higher-order terms, and are used for defining and estimating errors and uncertainties. Validation is defined as a process for assessing simulation modeling uncertainty by using benchmark experimental data and, when conditions permit, estimating the sign and magnitude of the modeling error itself. The approach properly takes into account the uncertainties in both the simulation and experimental data in assessing the level of validation. Interpretation of results of validation efforts both where the numerical error is treated as deterministic and stochastic are discussed. Part 2 provides an example for RANS simulations for a cargo\u002Fcontainer ship where issues with regard to practical application of the methodology and procedures and interpretation of verification and validation results are discussed.\u003C\u002Fjats:p>",{"EN":663},"Comprehensive Approach to Verification and Validation of CFD Simulations—Part 1: Methodology and Procedures",{"VOID":665},"10.1115\u002F1.1412235","2024-09-05T22:23:11.536+00:00",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F123\u002F4\u002F793\u002F459301\u002FComprehensive-Approach-to-Verification-and",[670,690,709,726],{"id":671,"sortIndex":25,"researcher":24,"roles":672,"affiliations":673,"properties":685},"89064455-456a-4614-94f4-439486db5cd2",[],[674],{"id":675,"sortIndex":25,"affiliation":676,"properties":24},"dfccba1a-acc4-47a4-b24c-92474a4f6ca7",{"id":677,"createTime":678,"updateTime":679,"relativeEntities":680,"slug":681,"properties":682,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"01da25aa-1dd9-4cb9-9547-5030cacc5a09","2024-09-05T22:23:11.563+00:00","2025-06-11T15:17:25.589+00:00",[],"Iowa-Institute-Hydraulic-Research-The-University-of-Iowa-Iowa-City-IA-52242",{"title":683},{"EN":684},"Iowa Institute Hydraulic Research, The University of Iowa, Iowa City, IA 52242",{"openalex":686,"title":688},{"VOID":687},"A5020624969",{"EN":689},"Fred Stern",{"id":691,"sortIndex":108,"researcher":24,"roles":692,"affiliations":693,"properties":704},"1c03f00f-4d01-4d78-9ddb-c334dd1b23ce",[],[694],{"id":695,"sortIndex":25,"affiliation":696,"properties":24},"c84bc1a9-e61c-4327-ae12-3b4d672b071e",{"id":697,"createTime":698,"updateTime":698,"relativeEntities":699,"slug":700,"properties":701,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"f0ecb3f2-7ab6-4534-9b2b-f208997e0cbe","2024-09-05T22:23:11.614+00:00",[],"Propulsion-Research-Center-Mechanical-and-Aerospace-Engineering-Department-University-of-Alabama-in-Huntsville-Huntsville-AL-35899",{"title":702},{"EN":703},"Propulsion Research Center, Mechanical and Aerospace Engineering Department, University of Alabama in Huntsville, Huntsville, AL 35899",{"openalex":705,"title":707},{"VOID":706},"A5005741284",{"EN":708},"Hugh W. Coleman",{"id":710,"sortIndex":113,"researcher":24,"roles":711,"affiliations":712,"properties":719},"a06afaa1-2046-4181-8471-2bde9463115b",[],[713],{"id":714,"sortIndex":25,"affiliation":715,"properties":24},"05a410d9-5aeb-4c25-82ba-a47d26194e2e",{"id":677,"createTime":678,"updateTime":679,"relativeEntities":716,"slug":681,"properties":717,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":718},{"EN":684},{"openalex":720,"orcid":722,"title":724},{"VOID":721},"A5053287624",{"VOID":723},"https:\u002F\u002Forcid.org\u002F0000-0001-9482-6302",{"EN":725},"Richard L. Wilson",{"id":727,"sortIndex":115,"researcher":24,"roles":728,"affiliations":729,"properties":736},"c08d56df-532d-444e-9067-d56bef74fe06",[],[730],{"id":731,"sortIndex":25,"affiliation":732,"properties":24},"af004dac-397f-483b-9969-a9caef475bd9",{"id":677,"createTime":678,"updateTime":679,"relativeEntities":733,"slug":681,"properties":734,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":735},{"EN":684},{"openalex":737,"orcid":739,"title":741},{"VOID":738},"A5011506588",{"VOID":740},"https:\u002F\u002Forcid.org\u002F0000-0001-8574-2158",{"EN":742},"Eric G. Paterson",{"url":24,"publisher":744,"properties":774},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":745,"slug":10,"properties":746,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":752,"manageAffiliations":753,"indexDatabases":754,"url":95,"thumbnailPath":24,"statistic":769,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":747,"issn":748,"introduce":749,"eissn":750,"title":751},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[755,762],{"id":58,"indexDatabase":756,"url":73,"indexYears":24,"academicFieldIds":761,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":757,"label":758,"description":759,"key":69,"publicationTags":760,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":763,"url":90,"indexYears":91,"academicFieldIds":768,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":764,"label":765,"description":766,"key":87,"publicationTags":767,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":770,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":771,"totalCitation":116,"totalCitationByYear":772,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":773,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":775,"pages":777,"issue":779},{"VOID":776},"123",{"VOID":778},"793-802",{"VOID":284},737,{"total":780,"publishYear":24,"statisticByYear":782},{"2012":426,"2013":149,"2014":783,"2015":784,"2016":785,"2017":786,"2018":787,"2019":788,"2020":789,"2021":790,"2022":791,"2023":790,"2024":792},27,36,38,28,42,63,52,70,83,37,"2001-12-01",2001,[796,799,802,805,809,812,816,819,822,825,828,831,835,839,843,847,850,854,857],{"id":24,"text":797,"url":24,"identifiers":798},"Freitas, C. J.\n          , 1993, “Editorial Policy Statement on the Control of Numerical Accuracy,” ASME J. Fluids Eng., 115, pp. 339–340.",{},{"id":24,"text":800,"url":24,"identifiers":801},"AIAA, 1998, Guide for the Verification and Validation of Computational Fluid Dynamics Simulations, G-077-1998.",{},{"id":24,"text":803,"url":24,"identifiers":804},"Roache, P. J., 1998, Verification and Validation in Computational Science and Engineering, Hermosa Publishers, Albuquerque, New Mexico.",{},{"id":24,"text":806,"url":24,"identifiers":807},"Mehta, U. B.\n          , 1998, “Credible Computational Fluids Dynamics Simulations,” AIAA J., 36, pp. 665–667.",{"doi":808},"10.2514\u002F3.13878",{"id":24,"text":810,"url":24,"identifiers":811},"Stern, F., Paterson, E. G., and Tahara, Y., 1996, “CFDSHIP-IOWA: Computational Fluid Dynamics Method for Surface-Ship Boundary Layers and Wakes and Wave Fields,” Iowa Institute of Hydraulic Research, The University of Iowa, IIHR Report No. 381.",{},{"id":24,"text":813,"url":24,"identifiers":814},"Coleman, H. W., and Stern, F., 1997, “Uncertainties in CFD Code Validation,” ASME J. Fluids Eng., 119, pp. 795–803. (Also see “Authors’ Closure,” ASME J. Fluids Eng., Vol. 120, Sept. 1998, pp. 635–636.)",{"doi":815},"10.1115\u002F1.2820713",{"id":24,"text":817,"url":24,"identifiers":818},"Coleman, H. W., and Steele, W. G., 1999, Experimentation and Uncertainty Analysis for Engineers, 2nd Edition, Wiley, New York, NY.",{},{"id":24,"text":820,"url":24,"identifiers":821},"Rood, E. P., 1996, “Validation Strategy for RANS Computational Ship Hydrodynamics,” 2nd International Conference on Hydrodynamics, Hong Kong.",{},{"id":24,"text":823,"url":24,"identifiers":824},"ITTC, 1996, 21st ITTC Proceedings, “Report of the Resistance Committee,” Bergen\u002FTrondheim, Norway, September.",{},{"id":24,"text":826,"url":24,"identifiers":827},"ITTC, 1999, 22nd ITTC Proceedings, “Report of the Resistance Committee,” Seoul, Korea\u002FShanghai, China, Sept.",{},{"id":24,"text":829,"url":24,"identifiers":830},"Larsson, L., Stern, F., Bertram, V., 2000, “Gothenburg 2000 A Workshop on Numerical Ship Hydrodynamics,” Chalmers University of Technology, Gothenburg, Sweden, Sept.",{},{"id":24,"text":832,"url":24,"identifiers":833},"Wilson, R. V., Stern, F., Coleman, H., and Paterson, E., 2001, “Comprehensive Approach to Verification and Validation of CFD Simulations—Part 2: Applications for RANS Simulation of A Cargo Container Ship,” ASME J. Fluids Eng., 123, published in the issue, pp. 803–810.",{"doi":834},"10.1115\u002F1.1412236",{"id":24,"text":836,"url":24,"identifiers":837},"Stern, F., Wilson, R. V., Coleman, H., and Paterson, E., 1999, “Verification and Validation of CFD Simulations,” Iowa Institute of Hydraulic Research, The University of Iowa, IIHR Report No. 407.",{"doi":838},"10.21236\u002FADA458015",{"id":24,"text":840,"url":24,"identifiers":841},"Oberkampf, W. L. and Trucano, T. G., 2000, “Validation Methodology in Computational Fluid Dynamics,” AIAA Fluids 2000, Paper No. 2549, Denver, CO.",{"doi":842},"10.2514\u002F6.2000-2549",{"id":24,"text":844,"url":24,"identifiers":845},"Coleman, H. W., Stern, F., Mascio, A. Di, and Campana, E., 2001, “The Problem with Oscillatory Behavior in Grid Convergence Studies,” ASME J. Fluids Eng., 123, No. 2, pp. 438–439.",{"doi":846},"10.1115\u002F1.1362672",{"id":24,"text":848,"url":24,"identifiers":849},"Hoekstra, M., Eca, L., Windt, J., and Raven, H., 2000 “Viscous Flow Calculations for KVLCC2 AND KCS Models Using the PARNASSOS Code,” Proceedings Gothenburg 2000 A Workshop on Numerical Ship Hydrodynamics, Gothenburg, Sweden.",{},{"id":24,"text":851,"url":24,"identifiers":852},"Ferziger, J. H., and Peric, M., 1996, Computational Methods for Fluid Dynamics, Springer-Verlag, New York.",{"doi":853},"10.1007\u002F978-3-642-97651-3",{"id":24,"text":855,"url":24,"identifiers":856},"Eca, L., and Hoekstra, M., 2000, “On the Application of Verification Procedures in Computational Fluid Dynamics,” 2nd MARNET Workshop.",{},{"id":24,"text":858,"url":24,"identifiers":859},"Ebert, M. P., and Gorski, J. J., 2001, “A Verification and Validation Procedure for Computational Fluid Dynamics Solutions,” NSWCCD-50-TR-2001\u002F0006, Hydromechanics Directorate Report, NSWC, Carderock Division, West Bethesda MD 20817-5700.",{"doi":860},"10.21236\u002FADA389113",{"id":862,"createTime":863,"updateTime":863,"relativeEntities":864,"slug":865,"properties":866,"entityType":194,"verifyStatus":195,"verifyTime":863,"verifyNote":197,"syncStatus":23,"languages":878,"translateLanguages":24,"viewCount":25,"primaryUrl":879,"fullTextUrl":24,"authors":880,"publicationType":246,"publisherRelationship":900,"citationCount":938,"citationInfo":939,"publishDate":951,"publishYear":952,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":953,"isForceReanalyzing":289},"247af627-5c87-4eb6-a231-d7018475d527","2024-09-22T22:12:12.938+00:00",[],"Perspective-A-Method-for-Uniform-Reporting-of-Grid-Refinement-Studies",{"mag":867,"keywords":869,"openalex":870,"abstract":872,"title":874,"doi":876},{"VOID":868},"2129824613",{},{"VOID":871},"W2129824613",{"EN":873},"\u003Cjats:p>This paper proposes the use of a Grid Convergence Index (GCI) for the uniform reporting of grid refinement studies in Computational Fluid Dynamics. The method provides an objective asymptotic approach to quantification of uncertainty of grid convergence. The basic idea is to approximately relate the results from any grid refinement test to the expected results from a grid doubling using a second-order method. The GCI is based upon a grid refinement error estimator derived from the theory of generalized Richardson Extrapolation. It is recommended for use whether or not Richardson Extrapolation is actually used to improve the accuracy, and in some cases even if the conditions for the theory do not strictly hold. A different form of the GCI applies to reporting coarse grid solutions when the GCI is evaluated from a “nearby” problem. The simple formulas may be applied a posteriori by editors and reviewers, even if authors are reluctant to do so.\u003C\u002Fjats:p>",{"EN":875},"Perspective: A Method for Uniform Reporting of Grid Refinement Studies",{"VOID":877},"10.1115\u002F1.2910291",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F116\u002F3\u002F405\u002F411554\u002FPerspective-A-Method-for-Uniform-Reporting-of-Grid",[881],{"id":882,"sortIndex":25,"researcher":24,"roles":883,"affiliations":884,"properties":895},"82d7050e-802a-4492-9ec3-93fdeb5f5f16",[],[885],{"id":886,"sortIndex":25,"affiliation":887,"properties":24},"3838330d-ce38-4175-b135-b1fc3e595e49",{"id":888,"createTime":889,"updateTime":889,"relativeEntities":890,"slug":891,"properties":892,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"5754ffea-0d91-40a6-b22c-754eb47b3a2c","2024-09-22T22:12:12.957+00:00",[],"Ecodynamics-Research-Associates-Inc-P-O-Box-9229-Albuquerque-N-M-87119",{"title":893},{"EN":894},"Ecodynamics Research Associates, Inc., P.O. Box 9229, Albuquerque, N.M. 87119",{"openalex":896,"title":898},{"VOID":897},"A5023064888",{"EN":899},"Patrick J. Roache",{"url":24,"publisher":901,"properties":931},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":902,"slug":10,"properties":903,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":909,"manageAffiliations":910,"indexDatabases":911,"url":95,"thumbnailPath":24,"statistic":926,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":904,"issn":905,"introduce":906,"eissn":907,"title":908},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[912,919],{"id":58,"indexDatabase":913,"url":73,"indexYears":24,"academicFieldIds":918,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":914,"label":915,"description":916,"key":69,"publicationTags":917,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":920,"url":90,"indexYears":91,"academicFieldIds":925,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":921,"label":922,"description":923,"key":87,"publicationTags":924,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":927,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":928,"totalCitation":116,"totalCitationByYear":929,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":930,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":932,"pages":934,"issue":936},{"VOID":933},"116",{"VOID":935},"405-413",{"VOID":937},"3",2363,{"total":938,"publishYear":24,"statisticByYear":940},{"2012":789,"2013":941,"2014":941,"2015":942,"2016":943,"2017":944,"2018":945,"2019":128,"2020":946,"2021":947,"2022":948,"2023":949,"2024":950},72,82,96,100,154,198,229,255,301,216,"1994-09-01",1994,[],{"id":955,"createTime":956,"updateTime":956,"relativeEntities":957,"slug":958,"properties":959,"entityType":194,"verifyStatus":195,"verifyTime":971,"verifyNote":197,"syncStatus":23,"languages":972,"translateLanguages":24,"viewCount":25,"primaryUrl":973,"fullTextUrl":24,"authors":974,"publicationType":246,"publisherRelationship":996,"citationCount":150,"citationInfo":1033,"publishDate":1035,"publishYear":1036,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":1037,"isForceReanalyzing":289},"042afa17-1e6e-4c66-baae-ba2113a53472","2025-01-23T20:35:14.297+00:00",[],"Wake-Characteristics-of-Two-Circular-Cylinders-Arranged-Perpendicular-to-Each-Other",{"mag":960,"keywords":962,"openalex":963,"abstract":965,"title":967,"doi":969},{"VOID":961},"2092728382",{},{"VOID":964},"W2092728382",{"EN":966},"\u003Cjats:p>The turbulent fluid motion established in the wake of two long, smooth circular cylinders arranged perpendicular to each other has been investigated in a steady, low-turbulence, uniform flow at Reynolds numbers of 2×104 and 2×103 (based on cylinder diameter and freestream velocity). A complex three-dimensional regime was found at the center of the configuration, the precise nature of which is dependent upon the spacing of the cylinders. If the distance between the axis of each cylinder is less than three diameters, the fluid motion in the central near wake is dominated by secondary flows associated with trailing vortices and horseshoe vortices, whereas at spacings beyond this critical value there is a considerable reduction in the influence of secondary flow. The paper examines these spacing related regimes in detail and considers the extent of the associated interference effects.\u003C\u002Fjats:p>",{"EN":968},"Wake Characteristics of Two Circular Cylinders Arranged Perpendicular to Each Other",{"VOID":970},"10.1115\u002F1.2926495","2025-01-23T20:35:14.296+00:00",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F113\u002F1\u002F45\u002F410765\u002FWake-Characteristics-of-Two-Circular-Cylinders",[975],{"id":976,"sortIndex":25,"researcher":24,"roles":977,"affiliations":978,"properties":989},"3f6d7a3d-0be7-481a-8681-7e7f17c2e00a",[],[979],{"id":980,"sortIndex":25,"affiliation":981,"properties":24},"12d48c01-16e8-43ff-906b-b22c9ad4d0c2",{"id":982,"createTime":983,"updateTime":983,"relativeEntities":984,"slug":985,"properties":986,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"52d03193-c540-44e3-bbe4-d0708e0ffda1","2025-01-23T20:35:14.351+00:00",[],"Department-of-Civil-Engineering-University-of-Queensland-St-Lucia-4072-Australia",{"title":987},{"EN":988},"Department of Civil Engineering, University of Queensland, St. Lucia, 4072, Australia",{"openalex":990,"orcid":992,"title":994},{"VOID":991},"A5080529997",{"VOID":993},"https:\u002F\u002Forcid.org\u002F0000-0002-0066-4048",{"EN":995},"T. A. Fox",{"url":24,"publisher":997,"properties":1027},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":998,"slug":10,"properties":999,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":1005,"manageAffiliations":1006,"indexDatabases":1007,"url":95,"thumbnailPath":24,"statistic":1022,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":1000,"issn":1001,"introduce":1002,"eissn":1003,"title":1004},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[1008,1015],{"id":58,"indexDatabase":1009,"url":73,"indexYears":24,"academicFieldIds":1014,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":1010,"label":1011,"description":1012,"key":69,"publicationTags":1013,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":1016,"url":90,"indexYears":91,"academicFieldIds":1021,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":1017,"label":1018,"description":1019,"key":87,"publicationTags":1020,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":1023,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":1024,"totalCitation":116,"totalCitationByYear":1025,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":1026,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":1028,"pages":1030,"issue":1032},{"VOID":1029},"113",{"VOID":1031},"45-50",{"VOID":640},{"total":150,"publishYear":24,"statisticByYear":1034},{"2012":108,"2017":113,"2020":113,"2021":113,"2022":113},"1991-03-01",1991,[],{"id":1039,"createTime":1040,"updateTime":1040,"relativeEntities":1041,"slug":1042,"properties":1043,"entityType":194,"verifyStatus":195,"verifyTime":1055,"verifyNote":197,"syncStatus":23,"languages":1056,"translateLanguages":24,"viewCount":25,"primaryUrl":1057,"fullTextUrl":24,"authors":1058,"publicationType":246,"publisherRelationship":1079,"citationCount":422,"citationInfo":1116,"publishDate":1118,"publishYear":1119,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":1120,"isForceReanalyzing":289},"37b9bdb9-31ce-4903-9c07-a828088e0d46","2025-01-23T20:35:13.148+00:00",[],"Flow-Around-Two-Intersecting-Circular-Cylinders",{"mag":1044,"keywords":1046,"openalex":1047,"abstract":1049,"title":1051,"doi":1053},{"VOID":1045},"1971234189",{},{"VOID":1048},"W1971234189",{"EN":1050},"\u003Cjats:p>One aspect of the flow around two intersecting cylinders, which has attracted little attention so far, is the structure of a three-dimensional near-wake behind the intersection. Some preliminary measurements of pressure distributions along the span were complemented by oil-film surface flow visualization. A strong secondary flow was found in the near-wake which extended spanwise more than three diameters from the intersection. The main feature was the formation of four symmetrically positioned pairs of swirling vortices which originated from the surface of the cylinders. The secondary flow caused an increase in the local drag coefficient.\u003C\u002Fjats:p>",{"EN":1052},"Flow Around Two Intersecting Circular Cylinders",{"VOID":1054},"10.1115\u002F1.3242521","2025-01-23T20:35:13.147+00:00",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F107\u002F4\u002F507\u002F409869\u002FFlow-Around-Two-Intersecting-Circular-Cylinders",[1059],{"id":1060,"sortIndex":25,"researcher":24,"roles":1061,"affiliations":1062,"properties":1074},"7081464c-f7c9-44b9-bf44-0ee9434d157b",[],[1063],{"id":1064,"sortIndex":25,"affiliation":1065,"properties":24},"046fe98d-0d1a-4181-9ac4-b593d2ea9fba",{"id":1066,"createTime":1067,"updateTime":1068,"relativeEntities":1069,"slug":1070,"properties":1071,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"8a4d7119-ebff-4ceb-9c7d-a00edfa17ff7","2024-01-17T07:02:29.135+00:00","2025-01-23T20:35:13.179+00:00",[],"University-of-Salford-U-K-",{"title":1072},{"VI":1073},"University of Salford\u002FU.K.",{"openalex":1075,"title":1077},{"VOID":1076},"A5110291783",{"EN":1078},"M M Zdravkovich",{"url":24,"publisher":1080,"properties":1110},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":1081,"slug":10,"properties":1082,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":1088,"manageAffiliations":1089,"indexDatabases":1090,"url":95,"thumbnailPath":24,"statistic":1105,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":1083,"issn":1084,"introduce":1085,"eissn":1086,"title":1087},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[1091,1098],{"id":58,"indexDatabase":1092,"url":73,"indexYears":24,"academicFieldIds":1097,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":1093,"label":1094,"description":1095,"key":69,"publicationTags":1096,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":1099,"url":90,"indexYears":91,"academicFieldIds":1104,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":1100,"label":1101,"description":1102,"key":87,"publicationTags":1103,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":1106,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":1107,"totalCitation":116,"totalCitationByYear":1108,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":1109,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":1111,"pages":1113,"issue":1115},{"VOID":1112},"107",{"VOID":1114},"507-511",{"VOID":284},{"total":422,"publishYear":24,"statisticByYear":1117},{"2013":113,"2016":113,"2017":113,"2020":113},"1985-12-01",1985,[],{"id":1122,"createTime":1123,"updateTime":1123,"relativeEntities":1124,"slug":1125,"properties":1126,"entityType":194,"verifyStatus":195,"verifyTime":1138,"verifyNote":197,"syncStatus":23,"languages":1139,"translateLanguages":24,"viewCount":25,"primaryUrl":1140,"fullTextUrl":24,"authors":1141,"publicationType":246,"publisherRelationship":1159,"citationCount":1196,"citationInfo":1197,"publishDate":1207,"publishYear":1208,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":1209,"isForceReanalyzing":289},"4db052b3-2e42-4c46-a654-bd6e6004ffa8","2025-01-23T20:35:08.791+00:00",[],"REVIEW-Review-of-Flow-Interference-Between-Two-Circular-Cylinders-in-Various-Arrangements",{"mag":1127,"keywords":1129,"openalex":1130,"abstract":1132,"title":1134,"doi":1136},{"VOID":1128},"2044892051",{},{"VOID":1131},"W2044892051",{"EN":1133},"\u003Cjats:title>Abstract\u003C\u002Fjats:title>\n               \u003Cjats:p>There are infinite numbers of possible arrangements of two parallel cylinders positioned at right angles to the approaching flow direction. Of the infinite arrangements, two distinct groups may be identified: in one group, the cylinders are in a tandem arrangement, one behind the other at any longitudinal spacing; and in the second group, the cylinders face the flow side by side at any transverse spacing. All other combinations of longitudinal and transverse spacings represent staggered arrangements. The tandem arrangement will be treated first. A critical survey of previous research revealed some “odd” features which had been observed and overlooked by various authors. The discontinuity of vortex shedding implies that a similar discontinuity should be expected for the drag force on both cylinders. The measurements of the front (gap) pressures of the downstream cylinder and the base pressures of both cylinders at various spacings reveal a discontinuous “jump” at some critical spacing. The discontinuity is caused by the abrupt change from one stable flow pattern to another at the critical spacing. A new interpretation is given for the existing data on the drag force for both cylinders. The effects of Reynolds number and surface roughness are treated in some detail. Following this, two cylinders arranged side by side to the approaching flow are considered. All the available data on measured forces are compiled together with additional measurements in the range of intermittent changes of drag and lift forces. The bistable nature of the asymmetric flow pattern around each cylinder produces two alternative values of the drag force coupled with two alternative values of the lift force. The introduction of the interference force coefficient exposes the physical origin of two different forces experienced by the cylinders when arranged side by side. Finally, the least reported arrangement of two staggered cylinders is reviewed. The various arrangements are grouped into classes according to the sign of the lift force, or whether the drag force is greater or less than that for a single cylinder. The measurements of drag and lift forces for various arrangements reveal two different regimes for the lift force. In one regime, the lift force directed toward the wake of the upstream cylinder is due to the entrainment of the flow into the fully developed wake of the upstream cylinder. The lift force in this regime reaches a maximum value when the downstream cylinder is near to the upstream wake boundary. In the second regime, at very small spacings, the lift force becomes very large due to an intense gap flow which displaces the wake of the upstream cylinder. The maximum lift force occurs with the downstream cylinder near to the horizontal axis of the upstream cylinder. A discontinuity in the lift force for some staggered arrangements is found and attributed to the bistable nature of the gap flow.\u003C\u002Fjats:p>",{"EN":1135},"REVIEW—Review of Flow Interference Between Two Circular Cylinders in\n                    Various Arrangements",{"VOID":1137},"10.1115\u002F1.3448871","2025-01-23T20:35:08.790+00:00",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F99\u002F4\u002F618\u002F413061\u002FREVIEW-Review-of-Flow-Interference-Between-Two",[1142],{"id":1143,"sortIndex":25,"researcher":24,"roles":1144,"affiliations":1145,"properties":1156},"30bd8d83-e485-4ac9-849f-c4c8b91e9635",[],[1146],{"id":1147,"sortIndex":25,"affiliation":1148,"properties":24},"40895c98-0b68-4673-add1-fe856740b6b4",{"id":1149,"createTime":1150,"updateTime":1150,"relativeEntities":1151,"slug":1152,"properties":1153,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"5468ce8b-8886-417d-a283-190089d047ad","2025-01-23T20:35:08.843+00:00",[],"Univ-of-Salford-Salford-England-TAB-",{"title":1154},{"EN":1155},"Univ. of Salford, Salford, England#TAB#",{"openalex":1157,"title":1158},{"VOID":1076},{"EN":1078},{"url":24,"publisher":1160,"properties":1190},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":1161,"slug":10,"properties":1162,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":1168,"manageAffiliations":1169,"indexDatabases":1170,"url":95,"thumbnailPath":24,"statistic":1185,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":1163,"issn":1164,"introduce":1165,"eissn":1166,"title":1167},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[1171,1178],{"id":58,"indexDatabase":1172,"url":73,"indexYears":24,"academicFieldIds":1177,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":1173,"label":1174,"description":1175,"key":69,"publicationTags":1176,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":1179,"url":90,"indexYears":91,"academicFieldIds":1184,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":1180,"label":1181,"description":1182,"key":87,"publicationTags":1183,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":1186,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":1187,"totalCitation":116,"totalCitationByYear":1188,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":1189,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":1191,"pages":1193,"issue":1195},{"VOID":1192},"99",{"VOID":1194},"618-633",{"VOID":284},857,{"total":1196,"publishYear":24,"statisticByYear":1198},{"2012":1199,"2013":429,"2014":792,"2015":1200,"2016":1201,"2017":784,"2018":147,"2019":1202,"2020":1203,"2021":1204,"2022":1205,"2023":1206,"2024":1201},20,32,43,40,35,47,45,31,"1977-12-01",1977,[],{"id":1211,"createTime":1212,"updateTime":1212,"relativeEntities":1213,"slug":1214,"properties":1215,"entityType":194,"verifyStatus":195,"verifyTime":1212,"verifyNote":197,"syncStatus":23,"languages":1227,"translateLanguages":24,"viewCount":25,"primaryUrl":1228,"fullTextUrl":24,"authors":1229,"publicationType":246,"publisherRelationship":1311,"citationCount":1349,"citationInfo":1350,"publishDate":1352,"publishYear":1353,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":1354,"isForceReanalyzing":289},"8eedd051-af98-4ece-8644-4c95789cb7fe","2024-09-26T19:11:42.659+00:00",[],"Three-dimensional-Hybrid-Continuum-Atomistic-Simulations-For-Multiscale-Hydrodynamics",{"mag":1216,"keywords":1218,"openalex":1219,"abstract":1221,"title":1223,"doi":1225},{"VOID":1217},"2124766037",{},{"VOID":1220},"W2124766037",{"EN":1222},"\u003Cjats:p>We present an adaptive mesh and algorithmic refinement (AMAR) scheme for modeling multi-scale hydrodynamics. The AMAR approach extends standard conservative adaptive mesh refinement (AMR) algorithms by providing a robust flux-based method for coupling an atomistic fluid representation to a continuum model. The atomistic model is applied locally in regions where the continuum description is invalid or inaccurate, such as near strong flow gradients and at fluid interfaces, or when the continuum grid is refined to the molecular scale. The need for such “hybrid” methods arises from the fact that hydrodynamics modeled by continuum representations are often under-resolved or inaccurate while solutions generated using molecular resolution globally are not feasible. In the implementation described herein, Direct Simulation Monte Carlo (DSMC) provides an atomistic description of the flow and the compressible two-fluid Euler equations serve as our continuum-scale model. The AMR methodology provides local grid refinement while the algorithm refinement feature allows the transition to DSMC where needed. The continuum and atomistic representations are coupled by matching fluxes at the continuum-atomistic interfaces and by proper averaging and interpolation of data between scales. Our AMAR application code is implemented in C++ and is built upon the SAMRAI (Structured Adaptive Mesh Refinement Application Infrastructure) framework developed at Lawrence Livermore National Laboratory. SAMRAI provides the parallel adaptive gridding algorithm and enables the coupling between the continuum and atomistic methods.\u003C\u002Fjats:p>",{"EN":1224},"Three-dimensional Hybrid Continuum-Atomistic Simulations For Multiscale Hydrodynamics",{"VOID":1226},"10.1115\u002F1.1792275",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002F126\u002F5\u002F768\u002F464651\u002FThreedimensional-Hybrid-ContinuumAtomistic",[1230,1250,1272,1289],{"id":1231,"sortIndex":25,"researcher":24,"roles":1232,"affiliations":1233,"properties":1245},"91352e90-d9ed-4342-a678-0078791a66b5",[],[1234],{"id":1235,"sortIndex":25,"affiliation":1236,"properties":24},"24e4d31b-6b33-43bf-b587-96641ffbdc38",{"id":1237,"createTime":1238,"updateTime":1239,"relativeEntities":1240,"slug":1241,"properties":1242,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"386ac85c-aa5e-40dc-8a09-3596fd5df3e7","2024-01-16T00:14:10.266+00:00","2025-01-03T07:19:13.697+00:00",[],"Massachusetts-Institute-of-Technology-Cambridge-MA",{"title":1243},{"VI":1244},"Massachusetts Institute of Technology, Cambridge, MA",{"openalex":1246,"title":1248},{"VOID":1247},"A5080776457",{"EN":1249},"H. S. Wijesinghe",{"id":1251,"sortIndex":113,"researcher":24,"roles":1252,"affiliations":1253,"properties":1265},"6c416577-2129-4f6b-a39a-d39f8ad6f29d",[],[1254],{"id":1255,"sortIndex":25,"affiliation":1256,"properties":24},"a5ef1ce1-8301-4bf1-bb5c-cf0c6c98c9e2",{"id":1257,"createTime":1258,"updateTime":1259,"relativeEntities":1260,"slug":1261,"properties":1262,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"823ec655-5770-4bd7-bee4-3fea349118b3","2024-02-11T15:23:10.540+00:00","2024-10-15T10:09:21.971+00:00",[],"Lawrence-Livermore-National-Laboratory-Livermore-CA",{"title":1263},{"VI":1264},"Lawrence Livermore National Laboratory, Livermore, CA",{"openalex":1266,"orcid":1268,"title":1270},{"VOID":1267},"A5014931660",{"VOID":1269},"https:\u002F\u002Forcid.org\u002F0000-0002-9495-6972",{"EN":1271},"Richard D. Hornung",{"id":1273,"sortIndex":115,"researcher":24,"roles":1274,"affiliations":1275,"properties":1282},"9fdcba51-d257-4e4f-95d6-560b7afd1cbe",[],[1276],{"id":1277,"sortIndex":25,"affiliation":1278,"properties":24},"73bea159-2360-40a3-9db2-b6f1690b377b",{"id":1237,"createTime":1238,"updateTime":1239,"relativeEntities":1279,"slug":1241,"properties":1280,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},[],{"title":1281},{"VI":1244},{"openalex":1283,"orcid":1285,"title":1287},{"VOID":1284},"A5063770046",{"VOID":1286},"https:\u002F\u002Forcid.org\u002F0000-0002-1670-2264",{"EN":1288},"Nicolas G. Hadjiconstantinou",{"id":1290,"sortIndex":108,"researcher":24,"roles":1291,"affiliations":1292,"properties":1304},"1f07eb33-64d2-4b0e-8972-f237bbb3cfad",[],[1293],{"id":1294,"sortIndex":25,"affiliation":1295,"properties":24},"5c33fc05-e5e8-4525-a0bc-7dbdb58919ab",{"id":1296,"createTime":1297,"updateTime":1298,"relativeEntities":1299,"slug":1300,"properties":1301,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"03fb03ea-418e-4d57-ad38-62e94dbec2cb","2024-01-16T03:12:55.246+00:00","2025-06-11T17:16:58.211+00:00",[],"San-Jose-State-University-San-Jose-CA",{"title":1302},{"VI":1303},"San Jose State University, San Jose, CA",{"openalex":1305,"orcid":1307,"title":1309},{"VOID":1306},"A5056211425",{"VOID":1308},"https:\u002F\u002Forcid.org\u002F0000-0003-3477-5982",{"EN":1310},"Alejandro L. Garcia",{"url":24,"publisher":1312,"properties":1342},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":1313,"slug":10,"properties":1314,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":1320,"manageAffiliations":1321,"indexDatabases":1322,"url":95,"thumbnailPath":24,"statistic":1337,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":1315,"issn":1316,"introduce":1317,"eissn":1318,"title":1319},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[1323,1330],{"id":58,"indexDatabase":1324,"url":73,"indexYears":24,"academicFieldIds":1329,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":1325,"label":1326,"description":1327,"key":69,"publicationTags":1328,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":1331,"url":90,"indexYears":91,"academicFieldIds":1336,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":1332,"label":1333,"description":1334,"key":87,"publicationTags":1335,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":1338,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":1339,"totalCitation":116,"totalCitationByYear":1340,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":1341,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":1343,"pages":1345,"issue":1347},{"VOID":1344},"126",{"VOID":1346},"768-777",{"VOID":1348},"5",98,{"total":1349,"publishYear":24,"statisticByYear":1351},{"2012":119,"2013":423,"2014":151,"2015":114,"2016":119,"2017":113,"2018":108,"2019":115,"2020":114,"2021":113,"2022":114,"2023":115,"2024":113},"2004-09-01",2004,[1355,1359,1363,1367,1371,1375,1379,1383,1387,1391,1395,1399,1403,1407,1411,1415,1419,1423,1427,1431,1435,1439,1443,1447,1451,1455,1459,1463,1467,1471,1474,1478,1482,1486,1490,1494,1498,1502,1506,1509,1513,1517,1521,1525,1528,1532,1536],{"id":24,"text":1356,"url":24,"identifiers":1357},"Abraham, F. F., Broughton, J. Q., Bernstein, N., and Kaxiras, E., 1998, “Spanning the continuum to quantum length scales in a dynamic simulation of brittle fracture,” Europhys. Lett., 44, pp. 783–787.",{"doi":1358},"10.1209\u002Fepl\u002Fi1998-00536-9",{"id":24,"text":1360,"url":24,"identifiers":1361},"Rudd, R. E., and Broughton, J. Q., 2000, “Concurrent coupling of length scales in solid state systems,” Phys. Status Solidi B, 217, pp. 251–291.",{"doi":1362},"10.1002\u002F(SICI)1521-3951(200001)217:1\u003C251::AID-PSSB251>3.0.CO;2-A",{"id":24,"text":1364,"url":24,"identifiers":1365},"Shenoy, V. B., Miller, R., Tadmor, E. B., Rodney, D., Phillips, R., and Ortiz, M., 1999, “An Adaptive Finite Element Approach to Atomic-Scale Mechanics—The Quasicontinuum Method,” J. Mech. Phys. Solids, 47, pp. 611–642.",{"doi":1366},"10.1016\u002FS0022-5096(98)00051-9",{"id":24,"text":1368,"url":24,"identifiers":1369},"O’Connell, S. T., and Thompson, P. A., 1995, “Molecular dynamics-continuum hybrid computations: A tool for studying complex fluid flows,” Phys. Rev. E, 52, pp. R5792–R5795R5792–R5795.",{"doi":1370},"10.1103\u002FPhysRevE.52.R5792",{"id":24,"text":1372,"url":24,"identifiers":1373},"Hadjiconstantinou, N. G. , 1999, “Hybrid Atomistic-Continuum Formulations and the Moving Contact-Line Problem,” J. Comput. Phys., 154, pp. 245–265.",{"doi":1374},"10.1006\u002Fjcph.1999.6302",{"id":24,"text":1376,"url":24,"identifiers":1377},"Li, J., Liao, D., and Yip, S., 1998, “Coupling continuum to molecular-dynamics simulation: Reflecting particle method and the field estimator,” Phys. Rev. E, 57, pp. 7259–7267.",{"doi":1378},"10.1103\u002FPhysRevE.57.7259",{"id":24,"text":1380,"url":24,"identifiers":1381},"Flekkoy, E. G., Wagner, G., and Feder, J., 2000, “Hybrid model for combined particle and continuum dynamics,” Europhys. Lett., 52, pp. 271–276.",{"doi":1382},"10.1209\u002Fepl\u002Fi2000-00434-8",{"id":24,"text":1384,"url":24,"identifiers":1385},"Wadsworth, D. C., and Erwin, D. A., 1990, “One-Dimensional Hybrid Continuum\u002FParticle Simulation Approach for Rarefied Hypersonic Flows,” AIAA Paper 90-1690.",{"doi":1386},"10.2514\u002F6.1990-1690",{"id":24,"text":1388,"url":24,"identifiers":1389},"Hash, D., and Hassan, H., 1996, “A Decoupled DSMC\u002FNavier-Stokes Analysis of a Transitional Flow Experiment,” AIAA Paper 96-0353.",{"doi":1390},"10.2514\u002F6.1996-353",{"id":24,"text":1392,"url":24,"identifiers":1393},"Bourgat, J., Le Tallec, P., and Tidriri, M., 1996, “Coupling Boltzmann and Navier-Stokes Equations by Friction,” J. Comput. Phys., 127, pp. 227–245.",{"doi":1394},"10.1006\u002Fjcph.1996.0172",{"id":24,"text":1396,"url":24,"identifiers":1397},"Alder, B. J. , 1997, “Highly discretized dynamics,” Physica A, 240, pp. 193–195.",{"doi":1398},"10.1016\u002FS0378-4371(97)00141-6",{"id":24,"text":1400,"url":24,"identifiers":1401},"Le Tallec, P., and Mallinger, F., 1997, “Coupling Boltzmann and Navier-Stokes Equations by Half Fluxes,” J. Comput. Phys., 136, pp. 51–67.",{"doi":1402},"10.1006\u002Fjcph.1997.5729",{"id":24,"text":1404,"url":24,"identifiers":1405},"Tiwari, S., and Klar, A., 1998, “Coupling of the Boltzmann and Euler equations with adaptive domain decomposition procedure,” J. Comput. Phys., 144, pp. 710–726.",{"doi":1406},"10.1006\u002Fjcph.1998.6011",{"id":24,"text":1408,"url":24,"identifiers":1409},"Garcia, A. L., Bell, J., Crutchfield, W. Y., and Alder, B. J., 1999, “Adaptive Mesh and Algorithm Refinement using Direct Simulation Monte Carlo,” J. Comput. Phys., 154, pp. 134–155.",{"doi":1410},"10.1006\u002Fjcph.1999.6305",{"id":24,"text":1412,"url":24,"identifiers":1413},"Aktas, O., and Aluru, N. R., 2002, “A Combined Continuum\u002FDSMC Technique for Multiscale Analysis of Microfluidic Filters,” J. Comput. Phys., 178, pp. 342–372.",{"doi":1414},"10.1006\u002Fjcph.2002.7030",{"id":24,"text":1416,"url":24,"identifiers":1417},"Roveda, R., Goldstein, D. B., and Varghese, P. L., 2000, “Hybrid Euler\u002Fdirect simulation Monte Carlo calculation of unsteady slit flow,” J. Spacecr. Rockets, 37(6), pp. 753–760.",{"doi":1418},"10.2514\u002F2.3647",{"id":24,"text":1420,"url":24,"identifiers":1421},"Hornung, R. D., and Kohn, S. R., 2002, “Managing Application Complexity in the SAMRAI Object-Oriented Framework,” Concurrency and Computation: Practice and Experience, 14, pp. 347–368.",{"doi":1422},"10.1002\u002Fcpe.652",{"id":24,"text":1424,"url":24,"identifiers":1425},"Quarteroni, A., 1999, Domain decomposition methods for partial differential equations, Oxford, New York; Clarendon Press, Oxford, New York.",{"doi":1426},"10.1093\u002Foso\u002F9780198501787.001.0001",{"id":24,"text":1428,"url":24,"identifiers":1429},"Berger, M., and Oliger, J., 1984, “Adaptive Mesh Refinement for Hyperbolic Partial Differential Equations,” J. Comput. Phys., 53, pp. 484–512.",{"doi":1430},"10.1016\u002F0021-9991(84)90073-1",{"id":24,"text":1432,"url":24,"identifiers":1433},"Berger, M., and Colella, P., 1989, “Local Adaptive Mesh Refinement for Shock Hydrodynamics,” J. Comput. Phys., 82, pp. 64–84.",{"doi":1434},"10.1016\u002F0021-9991(89)90035-1",{"id":24,"text":1436,"url":24,"identifiers":1437},"Colella, P. , 1985, “A Direct Eulerian MUSCL Scheme for Gas Dynamics,” SIAM (Soc. Ind. Appl. Math.) J. Sci. Stat. Comput., 6, pp. 104–117.",{"doi":1438},"10.1137\u002F0906009",{"id":24,"text":1440,"url":24,"identifiers":1441},"Colella, P., and Glaz, H. M., 1985, “Efficient Solution Algorithms for the Riemann Problem for Real Gases,” J. Comput. Phys., 59, pp. 264–289.",{"doi":1442},"10.1016\u002F0021-9991(85)90146-9",{"id":24,"text":1444,"url":24,"identifiers":1445},"Saltzman, J. , 1994, “An Unsplit 3D Upwind Method for Hyperbolic Conservation Laws,” J. Comput. Phys., 115, pp. 153–167.",{"doi":1446},"10.1006\u002Fjcph.1994.1184",{"id":24,"text":1448,"url":24,"identifiers":1449},"Hadjiconstantinou, N. G., and Simek, O., 2002, “Constant-Wall-Temperature Nusselt Number in Micro and Nano-Channels,” J. Heat Transfer, 124, pp. 356–364.",{"doi":1450},"10.1115\u002F1.1447931",{"id":24,"text":1452,"url":24,"identifiers":1453},"Hadjiconstantinou, N. G. , 2002, “Sound wave propagation in transition-regime micro- and nanochannels,” Phys. Fluids, 14, pp. 802–809.",{"doi":1454},"10.1063\u002F1.1431243",{"id":24,"text":1456,"url":24,"identifiers":1457},"Hadjiconstantinou, N. G. , 2003, “Comment on Cercignani’s second-order slip coefficient,” Phys. Fluids, 15, pp. 2352–2354.",{"doi":1458},"10.1063\u002F1.1587155",{"id":24,"text":1460,"url":24,"identifiers":1461},"Hadjiconstantinou, N. G., and Simek, O., 2003, “Sound propagation at small scales under continuum and non-continuum transport,” J. Fluid Mech., 488, pp. 399–408.",{"doi":1462},"10.1017\u002FS0022112003005044",{"id":24,"text":1464,"url":24,"identifiers":1465},"Zheng, Y., Garcia, A. L., and Alder, B. J., 2002, “Comparison of kinetic theory and hydrodynamics for Poiseuille Flow,” J. Stat. Phys., 109, pp. 495–505.",{"doi":1466},"10.1063\u002F1.1581540",{"id":24,"text":1468,"url":24,"identifiers":1469},"Bird, G. A., 1994, Molecular Gas Dynamics and the Direct Simulation of Gas Flows, Clarendon, Oxford.",{"doi":1470},"10.1093\u002Foso\u002F9780198561958.001.0001",{"id":24,"text":1472,"url":24,"identifiers":1473},"Allen, M. P., and Tildesley, D. J., 1987, Computer Simulation of Liquids, Clarendon, Oxford.",{},{"id":24,"text":1475,"url":24,"identifiers":1476},"Garcia, A. L., and Wagner, W., 2000, “Time step truncation error in direct simulation Monte Carlo,” Phys. Fluids, 12, pp. 2621–2633.",{"doi":1477},"10.1063\u002F1.1289691",{"id":24,"text":1479,"url":24,"identifiers":1480},"Hadjiconstantinou, N. G. , 2000, “Analysis of Discretization in the Direct Simulation Monte Carlo,” Phys. Fluids, 12, pp. 2634–2638.",{"doi":1481},"10.1063\u002F1.1289393",{"id":24,"text":1483,"url":24,"identifiers":1484},"Wagner, W. , 1992, “A Convergence Proof for Bird’s Direct Simulation Monte Carlo Method for the Boltzmann Equation,” J. Stat. Phys., 66, pp. 1011–1044.",{"doi":1485},"10.1007\u002FBF01055714",{"id":24,"text":1487,"url":24,"identifiers":1488},"Garcia, A. L., and Alder, B. J., 1998, “Generation of the Chapman-Enskog Distribution,” J. Comput. Phys., 140, pp. 66–70.",{"doi":1489},"10.1006\u002Fjcph.1998.5889",{"id":24,"text":1491,"url":24,"identifiers":1492},"Bird, G. A. , 1970, “Breakdown of Translational and Rotational Equilibrium in Gaseous Expansions,” Am. Inst. Aeronaut. Astronaut. J., 8, p. 19981998.",{"doi":1493},"10.2514\u002F3.6037",{"id":24,"text":1495,"url":24,"identifiers":1496},"Trangenstein, J. A., and Pember, R. B., 1992, “Numerical Algorithms for Strong Discontinuities in Elastic-Plastic Solids,” J. Comput. Phys., 103, pp. 63–89.",{"doi":1497},"10.1016\u002F0021-9991(92)90326-T",{"id":24,"text":1499,"url":24,"identifiers":1500},"Hadjiconstantinou, N. G., Garcia, A. L., Bazant, M. Z., and He, G., 2003, “Statistical error in particle simulations of Hydrodynamic Phenomena,” J. Comput. Phys., 187, pp. 274–297.",{"doi":1501},"10.1016\u002FS0021-9991(03)00099-8",{"id":24,"text":1503,"url":24,"identifiers":1504},"Alexander, F., Garcia, A. L., and Tartakovsky, D., 2002, “Algorithm Refinement for Stochastic Partial Diffential Equations: I. Linear Diffusion,” J. Comput. Phys., 182(1), pp. 47–66.",{"doi":1505},"10.1006\u002Fjcph.2002.7149",{"id":24,"text":1507,"url":24,"identifiers":1508},"Hirschfelder, J. O., Curtiss, C. F., and Bird, B., 1964, Molecular theory of gases and liquids, Wiley, New York.",{},{"id":24,"text":1510,"url":24,"identifiers":1511},"Schmidt, B., and Worner, M., 1983, “Problems with the Computation of the Shock Structure in Binary Gas Mixtures Using the Direct Simulation Monte Carlo Method,” Acta Mech., 1–4, pp. 59–55.",{"doi":1512},"10.1007\u002FBF01176764",{"id":24,"text":1514,"url":24,"identifiers":1515},"Arora, M., and Roe, P. L., 1997, “On Postshock Oscillations Due to Shock Capturing Schemes in Unsteady Flows,” J. Comput. Phys., 130, pp. 25–40.",{"doi":1516},"10.1006\u002Fjcph.1996.5534",{"id":24,"text":1518,"url":24,"identifiers":1519},"Woodward, P. R., and Colella, P., 1984, “The Numerical Simulation of Two-dimensional Fluid Flow with Strong Shocks,” J. Comput. Phys., 54, pp. 115–173.",{"doi":1520},"10.1016\u002F0021-9991(84)90142-6",{"id":24,"text":1522,"url":24,"identifiers":1523},"Meshkov, E. E. , 1969, “Instability of the Interface of two Gases Accelerated by a Shock Wave,” Fluid Dyn., 43(5), pp. 101–104.",{"doi":1524},"10.1007\u002FBF01015969",{"id":24,"text":1526,"url":24,"identifiers":1527},"Meshkov, E. E., 1970, “Instability of a Shock Wave Accelerated Interface between two Gases,” NASA Tech. Trans., F-13074.",{},{"id":24,"text":1529,"url":24,"identifiers":1530},"Richtmyer, R. D. , 1960, “Taylor Instability in Shock Acceleration of Compressible Fluids,” Commun. Pure Appl. Math., 13, pp. 297–319.",{"doi":1531},"10.1002\u002Fcpa.3160130207",{"id":24,"text":1533,"url":24,"identifiers":1534},"Brouillette, M. , 2002, “The Richtmyer-Meshkov Instability,” Ann. Rev. Fluid Mech., 34, pp. 445–468.",{"doi":1535},"10.1146\u002Fannurev.fluid.34.090101.162238",{"id":24,"text":1537,"url":24,"identifiers":1538},"Holmes, R. L., Dimonte, G., Fryxell, B., Gittings, M. L., Grove, J. W., Schneider, M., Sharp, D. H., Velikovich, A. L., Weaver, R. P., and Zhang, Q., 1999, “Richtmyer-Meshkov Instability Growth: Experiment, Simulation and Theory,” J. Fluid Mech., 389, pp. 55–79.",{"doi":1539},"10.1017\u002FS0022112099004838",{"id":1541,"createTime":1542,"updateTime":1542,"relativeEntities":1543,"slug":1544,"properties":1545,"entityType":194,"verifyStatus":195,"verifyTime":1557,"verifyNote":197,"syncStatus":23,"languages":1558,"translateLanguages":24,"viewCount":25,"primaryUrl":1559,"fullTextUrl":24,"authors":1560,"publicationType":246,"publisherRelationship":1637,"citationCount":1199,"citationInfo":1673,"publishDate":1675,"publishYear":1676,"citationAnalyzeStatus":23,"lastCitationAnalyze":24,"indexDatabases":24,"openAccess":24,"references":1677,"isForceReanalyzing":289},"0e913696-3717-48ea-b78f-d560a2b709b4","2024-08-30T18:51:08.262+00:00",[],"Long-Period-Pressure-Pulsation-Estimated-in-Numerical-Simulations-for-Excessive-Flow-Rate-Condition-of-Francis-Turbine",{"mag":1546,"keywords":1548,"openalex":1549,"abstract":1551,"title":1553,"doi":1555},{"VOID":1547},"2039942404",{},{"VOID":1550},"W2039942404",{"EN":1552},"\u003Cjats:p>A series of numerical simulations for a Francis turbine were carried out to estimate the unsteady motion of the cavity in the draft tube of the turbine under a much larger flow rate condition than the swirl-free flow rate. The evaporation and condensation process was described by using a simplified Rayleigh–Plesset equation. A two-phase homogeneous model was adopted to calculate the mixture of gas and liquid phases. Instantaneous pressure monitored at a point on the draft tube formed long-period pulsations. Detailed analysis of the simulation results clarified the occurrence of a uniquely shaped cavity and the corresponding flow pattern in every period of the pressure pulsations. The existence of a uniquely shaped cavity was verified with an experimental approach. A simulation without rotor-stator interaction also obtained long-period pulsations after an extremely long computational time. This result shows that the rotor-stator interaction does not contribute to the excitation of long-period pulsations.\u003C\u002Fjats:p>",{"EN":1554},"Long-Period Pressure Pulsation Estimated in Numerical Simulations for Excessive Flow Rate Condition of Francis Turbine",{"VOID":1556},"10.1115\u002F1.4026584","2024-08-30T18:51:08.261+00:00",[308],"https:\u002F\u002Fasmedigitalcollection.asme.org\u002Ffluidsengineering\u002Farticle\u002Fdoi\u002F10.1115\u002F1.4026584\u002F374311\u002FLongPeriod-Pressure-Pulsation-Estimated-in",[1561,1580,1599,1618],{"id":1562,"sortIndex":25,"researcher":24,"roles":1563,"affiliations":1564,"properties":1575},"fd8b6bb1-c0e9-49be-8371-58208dfa5b2b",[],[1565],{"id":1566,"sortIndex":25,"affiliation":1567,"properties":24},"43b3e636-d30a-427f-9262-bb8f9e3c6ad4",{"id":1568,"createTime":1569,"updateTime":1569,"relativeEntities":1570,"slug":1571,"properties":1572,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"75d6fa8e-4523-4229-b503-d232288be587","2024-08-30T18:51:08.273+00:00",[],"Hitachi-Research-Laboratory-Hitachi-Ltd-832-2-Horiguchi-Hitachinaka-shi-Ibaraki-312-0034-Japan-e-mail-",{"title":1573},{"EN":1574},"Hitachi Research Laboratory, Hitachi, Ltd.\n             \n            832-2 Horiguchi, Hitachinaka-shi, Ibaraki 312-0034, Japan e-mail:",{"openalex":1576,"title":1578},{"VOID":1577},"A5015536398",{"EN":1579},"Kenji Shingai",{"id":1581,"sortIndex":115,"researcher":24,"roles":1582,"affiliations":1583,"properties":1594},"0c37438b-6429-4a0e-beea-d6ff039b95f4",[],[1584],{"id":1585,"sortIndex":25,"affiliation":1586,"properties":24},"e70b849b-2f4c-4798-a1d8-1a252f5dc58c",{"id":1587,"createTime":1588,"updateTime":1588,"relativeEntities":1589,"slug":1590,"properties":1591,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"550d5e26-8127-4f8b-bc4f-ae518bddfa21","2024-08-30T18:51:08.307+00:00",[],"Basic-Engineering-Hydraulic-Laboratory-Hitachi-Mitsubishi-Hydro-Co-3-2-1-Saiwai-Hitachi-shi-Ibaraki-317-0073-Japan-e-mail-",{"title":1592},{"EN":1593},"Basic Engineering\u002FHydraulic Laboratory, Hitachi Mitsubishi Hydro Co., 3-2-1 Saiwai, Hitachi-shi, Ibaraki 317-0073, Japan e-mail:",{"openalex":1595,"title":1597},{"VOID":1596},"A5102395300",{"EN":1598},"Kiyohito Tani",{"id":1600,"sortIndex":108,"researcher":24,"roles":1601,"affiliations":1602,"properties":1613},"70fc4ce2-78a4-43e1-a018-a3131488e7aa",[],[1603],{"id":1604,"sortIndex":25,"affiliation":1605,"properties":24},"29c75cd3-a9b5-495d-b5ea-b26baf625503",{"id":1606,"createTime":1607,"updateTime":1607,"relativeEntities":1608,"slug":1609,"properties":1610,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"cacb7acd-bd06-4932-b2e6-0bc606b3b9a4","2024-08-30T18:51:08.296+00:00",[],"Basic-Engineering-Hydraulic-Laboratory-Hitachi-Mitsubishi-Hydro-Co-3-2-1-Saiwai-Hitachi-shi-Ibaraki-317-0073-Japan",{"title":1611},{"EN":1612},"Basic Engineering\u002FHydraulic Laboratory, Hitachi Mitsubishi Hydro Co., 3-2-1 Saiwai, Hitachi-shi, Ibaraki 317-0073, Japan",{"openalex":1614,"title":1616},{"VOID":1615},"A5054385188",{"EN":1617},"Yasutaka Tamura",{"id":1619,"sortIndex":113,"researcher":24,"roles":1620,"affiliations":1621,"properties":1632},"ca29d7b4-95c3-4929-a5de-a873c0169573",[],[1622],{"id":1623,"sortIndex":25,"affiliation":1624,"properties":24},"640093db-1156-4ebf-9fc9-7abc5549fbf9",{"id":1625,"createTime":1626,"updateTime":1626,"relativeEntities":1627,"slug":1628,"properties":1629,"entityType":45,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25},"61ac57f9-a8ed-419c-be9d-43fe92601662","2024-08-30T18:51:08.283+00:00",[],"Shikoku-Electric-Power-Co-Inc-2-5-Marunouchi-Takamatsu-shi-Kagawa-760-8573-Japan",{"title":1630},{"EN":1631},"Shikoku Electric Power Co., Inc., 2-5 Marunouchi, Takamatsu-shi, Kagawa 760-8573, Japan",{"openalex":1633,"title":1635},{"VOID":1634},"A5040826126",{"EN":1636},"N Okamoto",{"url":24,"publisher":1638,"properties":1668},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":1639,"slug":10,"properties":1640,"entityType":22,"verifyStatus":23,"verifyTime":24,"verifyNote":24,"syncStatus":23,"languages":24,"translateLanguages":24,"viewCount":25,"subjectFields":1646,"manageAffiliations":1647,"indexDatabases":1648,"url":95,"thumbnailPath":24,"statistic":1663,"gsStatistic":24,"type":24,"analyzePriority":24},[],{"country":1641,"issn":1642,"introduce":1643,"eissn":1644,"title":1645},{"VOID":13},{"VOID":15},{"EN":17},{"VOID":19},{"EN":21},[],[],[1649,1656],{"id":58,"indexDatabase":1650,"url":73,"indexYears":24,"academicFieldIds":1655,"indexDatabaseRanking":24},{"id":60,"createTime":61,"updateTime":62,"relativeEntities":1651,"label":1652,"description":1653,"key":69,"publicationTags":1654,"standard":24},[],{"EN":65,"VI":65},{"VI":67,"EN":68},[71,72],[75],{"id":77,"indexDatabase":1657,"url":90,"indexYears":91,"academicFieldIds":1662,"indexDatabaseRanking":94},{"id":79,"createTime":80,"updateTime":81,"relativeEntities":1658,"label":1659,"description":1660,"key":87,"publicationTags":1661,"standard":24},[],{"EN":84,"VI":84},{"EN":84,"VI":86},[89],[93],{"impactFactor":25,"impactFactorByYear":1664,"i10Index":110,"i10IndexLast5Year":25,"totalPublication":111,"totalPublicationByYear":1665,"totalCitation":116,"totalCitationByYear":1666,"totalCitationPerPublication":152,"totalCitationPerPublicationByYear":1667,"hindexLast5Year":176,"hindex":176},{"1980":98,"1981":99,"2012":100,"2013":101,"2014":102,"2015":103,"2016":104,"2017":105,"2018":106,"2019":106,"2020":107,"2021":108,"2022":109,"2023":107},{"1974":113,"1975":113,"1976":113,"1978":113,"1979":108,"1981":108,"1982":114,"1984":108,"1985":113,"1989":108,"1990":113,"1993":113,"1994":108,"1996":114,"1997":115,"1998":113,"1999":115,"2000":115,"2001":108,"2002":114,"2003":108,"2004":108,"2005":114,"2006":115,"2007":115,"2008":108,"2010":115,"2011":115,"2012":108,"2013":113,"2014":108,"2015":113,"2016":113,"2017":113,"2018":113,"2019":113,"2020":113,"2021":108},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":121,"1981":122,"1982":123,"1984":124,"1985":125,"1989":126,"1990":127,"1993":128,"1994":129,"1996":130,"1997":131,"1998":132,"1999":133,"2000":134,"2001":135,"2002":136,"2003":137,"2004":138,"2005":139,"2006":140,"2007":140,"2008":141,"2010":142,"2011":143,"2012":144,"2013":145,"2014":146,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":151},{"1974":113,"1975":118,"1976":119,"1978":120,"1979":154,"1981":155,"1982":156,"1984":157,"1985":125,"1989":158,"1990":127,"1993":128,"1994":159,"1996":160,"1997":161,"1998":132,"1999":162,"2000":163,"2001":164,"2002":165,"2003":166,"2004":167,"2005":168,"2006":169,"2007":169,"2008":170,"2010":171,"2011":172,"2012":173,"2013":145,"2014":174,"2015":147,"2016":148,"2017":149,"2018":150,"2019":151,"2020":105,"2021":175},{"volume":1669,"issue":1671},{"VOID":1670},"136",{"VOID":1672},"7",{"total":1199,"publishYear":24,"statisticByYear":1674},{"2014":113,"2015":108,"2016":115,"2017":115,"2018":113,"2019":119,"2020":115,"2021":108},"2014-07-01",2014,[1678,1682,1685,1689,1693,1697,1700,1703,1707,1711,1714,1718,1722,1726,1730,1734,1737,1741,1745,1748,1751,1754,1757,1761,1765,1768,1771],{"id":24,"text":1679,"url":24,"identifiers":1680},"2008, One-Dimensional Analysis of Full Load Draft Tube Surge, ASME J. Fluids Eng., 130, 041106, 10.1115\u002F1.2903475",{"doi":1681},"10.1115\u002F1.2903475",{"id":24,"text":1683,"url":24,"identifiers":1684},"Sick, M., Doerfler, P., Sallaberger, M., Lohmberg, A., and Casey, M., 2002, “CFD Simulation of the Draft Tube Vortex,” Proc. 21st IAHR Symp. Hydraulic Machinery & Systems, Lausanne, Switzerland, Paper No. 32, pp. 1–9.",{},{"id":24,"text":1686,"url":24,"identifiers":1687},"2007, Experimental Study and Numerical Simulation of the FLINDT Draft Tube Rotating Vortex, ASME J. Fluids Eng., 129, 146, 10.1115\u002F1.2409332",{"doi":1688},"10.1115\u002F1.2409332",{"id":24,"text":1690,"url":24,"identifiers":1691},"2008, Analysis of the Cavitating Draft Tube Vortex in a Francis Turbine Using Particle Image Velocimetry Measurements in Two-Phase Flow, ASME J. Fluids Eng., 130, 021105, 10.1115\u002F1.2813052",{"doi":1692},"10.1115\u002F1.2813052",{"id":24,"text":1694,"url":24,"identifiers":1695},"2012, Evaluation of a Francis Turbine Draft Tube Flow at Part Load Using Hybrid RANS-LES Turbulence Modelling, IOP Conf. Ser. Earth Env. Sci., 15, 062010, 10.1088\u002F1755-1315\u002F15\u002F6\u002F062010",{"doi":1696},"10.1088\u002F1755-1315\u002F15\u002F6\u002F062010",{"id":24,"text":1698,"url":24,"identifiers":1699},"Kurokawa, J., Kajigaya, A., Matsui, J., and Imamura, H., 2000, “Suppression of Swirl in a Conical Diffuser by Use of J-Groove,” Proc. 20th IAHR Symp. Hydraulic Machinery & Systems, Charlotte, NC.",{},{"id":24,"text":1701,"url":24,"identifiers":1702},"Susan-Resiga, R., Muntean, S., Vu, T. C., Ciocan, G. D., and Nennemann, B., 2006, “Jet Control of the Draft Tube Vortex Rope in Francis Turbines at Partial Discharge,” Proc. 23rd IAHR Symp. Hydraulic Machinery & Systems, Yokohama, Japan, Paper No. F192.",{},{"id":24,"text":1704,"url":24,"identifiers":1705},"2010, Effect of J-Groove on the Suppression of Swirl Flow in a Conical Diffuser, ASME J. Fluids Eng., 132, 071101, 10.1115\u002F1.4001899",{"doi":1706},"10.1115\u002F1.4001899",{"id":24,"text":1708,"url":24,"identifiers":1709},"2010, Mitigation of Pressure Fluctuations in the Discharge Cone of Hydraulic Turbines Using Flow-Feedback, IOP Conf. Ser. Earth Env. Sci., 12, 012067, 10.1088\u002F1755-1315\u002F12\u002F1\u002F012067",{"doi":1710},"10.1088\u002F1755-1315\u002F12\u002F1\u002F012067",{"id":24,"text":1712,"url":24,"identifiers":1713},"Koutnik, J., Nicolet, C., Schohl, G. A., and Avellan, F., 2006, “Overload Surge Event in a Pumped-Storage Power Plant,” Proc. 23rd IAHR Symp. Hydraulic Machinery & Systems, Yokohama, Japan, Paper No. F135.",{},{"id":24,"text":1715,"url":24,"identifiers":1716},"2010, Prediction of a Francis Turbine Prototype Full Load Instability From Investigations on the Reduced Scale Model, IOP Conf. Ser. Earth Env. Sci., 12, 012025, 10.1088\u002F1755-1315\u002F12\u002F1\u002F012025",{"doi":1717},"10.1088\u002F1755-1315\u002F12\u002F1\u002F012025",{"id":24,"text":1719,"url":24,"identifiers":1720},"2010, Francis Full-Load Surge Mechanism Identified by Unsteady 2-Phase CFD, IOP Conf. Ser. Earth Env. Sci., 12, 012026, 10.1088\u002F1755-1315\u002F12\u002F1\u002F012026",{"doi":1721},"10.1088\u002F1755-1315\u002F12\u002F1\u002F012026",{"id":24,"text":1723,"url":24,"identifiers":1724},"2010, Experimental Study and Numerical Simulation of Cavity Oscillation in a Diffuser With Swirling Flow, Int. J. Fluid Mach. Syst., 3, 80, 10.5293\u002FIJFMS.2010.3.1.080",{"doi":1725},"10.5293\u002FIJFMS.2010.3.1.080",{"id":24,"text":1727,"url":24,"identifiers":1728},"2010, Experimental Study and Numerical Simulation of Cavity Oscillation in a Conical Diffuser, Int. J. Fluid Mach. Syst., 3, 91, 10.5293\u002FIJFMS.2010.3.1.091",{"doi":1729},"10.5293\u002FIJFMS.2010.3.1.091",{"id":24,"text":1731,"url":24,"identifiers":1732},"2012, Cavitation Surge in a Small Model Test Facility Simulating a Hydraulic Power Plant, Int. J. Fluid Mach. Syst., 5, 152, 10.5293\u002FIJFMS.2012.5.4.152",{"doi":1733},"10.5293\u002FIJFMS.2012.5.4.152",{"id":24,"text":1735,"url":24,"identifiers":1736},"1999, Hydraulic Turbines, Storage Pumps and Pump-Turbines—Model Acceptance Tests",{},{"id":24,"text":1738,"url":24,"identifiers":1739},"1996, Correlation of Swirl Number for a Radial-Type Swirl Generator, Experiment. Therm. Fluid Sci., 12, 444, 10.1016\u002F0894-1777(95)00135-2",{"doi":1740},"10.1016\u002F0894-1777(95)00135-2",{"id":24,"text":1742,"url":24,"identifiers":1743},"1994, Two-Equation Eddy-Viscosity Turbulence Models for Engineering Applications, AIAA J., 32, 1598, 10.2514\u002F3.12149",{"doi":1744},"10.2514\u002F3.12149",{"id":24,"text":1746,"url":24,"identifiers":1747},"1979",{},{"id":24,"text":1749,"url":24,"identifiers":1750},"Zwart, P. J., Gerber, A. G., and Belamri, T., 2004, “A Two-Phase Flow Model for Predicting Cavitation Dynamics,” Proc. International Conf. Multiphase Flow 2004, Yokohama, Japan, Paper No. 152.",{},{"id":24,"text":1752,"url":24,"identifiers":1753},"2005, Fundamentals of Multiphase Flows, 220",{},{"id":24,"text":1755,"url":24,"identifiers":1756},"2011, Thermo-Fluid Dynamics of Two-Phase Flow, 2nd ed., 393",{},{"id":24,"text":1758,"url":24,"identifiers":1759},"2012, Mathematical Model of Cavitation and Modelling of Fluid Flow in Cone, Procedia Eng., 39, 9, 10.1016\u002Fj.proeng.2012.07.002",{"doi":1760},"10.1016\u002Fj.proeng.2012.07.002",{"id":24,"text":1762,"url":24,"identifiers":1763},"Kato, C., 2011, “Industry-University Collaborative Project on Numerical Predictions of Cavitating Flows in Hydraulic Machinery: Part 1—Benchmark Test on Cavitating Hydrofoils,” Proc. ASME-JSME-KSME 2011 Joint Fluids Eng. Conf., Hamamatsu, Japan, pp. 445–453.",{"doi":1764},"10.1115\u002FAJK2011-06084",{"id":24,"text":1766,"url":24,"identifiers":1767},"2012, Numerical Predictions of Cavitating Flow Around Model Scale Propellers by CFD and Advanced Model Calibration, Int. J. Rotating Machinery, 2012, 618180",{},{"id":24,"text":1769,"url":24,"identifiers":1770},"Zobeiri, A., Kueny, J. L., Farhat, M., and Avellan, F., 2006, “Pump-Turbine Rotor-Stator Interactions in Generating Mode: Pressure Fluctuation in Distributor Channel,” Proc. 23rd IAHR Symp. Hydraulic Machinery & Systems, Yokohama, Japan, Paper No. F235.",{},{"id":24,"text":1772,"url":24,"identifiers":1773},"1999, Hydraulic Turbines—Basic Principles and State-of-the-Art Computational Fluid Dynamics Applications, Proc. IMechE C, 213, 85, 10.1243\u002F0954406991522202",{"doi":1774},"10.1243\u002F0954406991522202"]