, PHHS goherent lo™omotion —s —n —ttr—™ting st—te for — free )—pping ˜odyF €ro™F x—tion—l e™F ƒ™iF @…ƒeA 102 @QPAD IIITQ!IIITTF
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, PHHT vine—r —n—lysis of the ™ylinder w—ke me—n )owF i€v @iurophyE si™s vettersA 75D USHF
, IWTU en introdu™tion to )uid dyn—mi™sF g—m˜ridge …niversity €ressF Bearman, PW IWTU yn vortex street w—kesF tourn—l of pluid we™h—ni™s 28 @HRAD TPS!TRIF
, IWPV ƒur les tour˜illons —lternés et l— loi de similitudeF gF ‚F e™—dF ƒ™iF 187D IIPQ!IIPSF
, PHHR yptimis—tion —érodyn—mique p—r rédu™tion de modèle pod et ™ontrôle optim—lF —ppli™—tion —u sill—ge l—min—ire d9un ™ylindre ™ir™ul—ireF „hèse de ho™tor—t de l9snstitut n—tion—l polyte™hnique de vorr—ineF PHQ
, IWIP iin ˜eitr—g zur erkl—erung des segel)ugesF eits™hrift fuer plugte™hnik und wotorlufts™hi
, IWPR h—s e˜ene pro˜lem des s™hl—genden )uegelsF eits™hrift fuer engew—ndte w—them—tik und we™h—nik 4 @RAD PUU!PWHF
, PHHV gonve™tive inst—˜ility —nd tr—nsient growth in )ow over — ˜—™kw—rdEf—™ing stepF tF pluid we™hF 603D PUI!QHRF
, IWWP qener—tion of — vortex ™h—in in the w—ke of — suhundul—tory swimmerF x—turwissens™h—ften 79 @SAD PPH!PPIF
, PHHR wtv me—surements of —xi—l )ow in — ™on™entr—ted vortex ™oreF €hysF pluids 16 @WAD RIVSF
, PHHW wtv me—surements of the vorti™—l (eld in the w—ke of —n —irfoil os™ill—ting —t high redu™ed frequen™yF tF pluid we™hF 620D TQ!VVF
, PHHV „he w—ke stru™ture —nd thrust perform—n™e of — rigid lowE—spe™tEr—tio pit™hing p—nelF tF pluid we™hF 603D QQI!QTSF
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, PHIH gomput—tion—l study of su˜™riti™—l resE ponse in )ow p—st — ™ir™ul—r ™ylinderF €hysF ‚evF i €reprintF
, PHHS qlo˜—l inst—˜ilities in sp—ti—lly developing )ows X nonE norm—lity —nd nonline—rityF ennuF ‚evF pluid we™hF 37D QSU!QWPF
, IWWQ i'e™t of ˜ound—ry ™onditions on —xi—l )ow in — ™on™entr—ted vortex ™oreF €hysF pluids e 5 @IAD PVHF
, JM IWWU qlo˜—l me—sures of lo™—l ™onve™tive inst—˜ilitiesF €hysi™—l review letters 78 @PQAD RQVU!RQWHF fsfvsyq‚e€rsi
, IWVT ixperiment—l —nd numeri™—l study of vortex ™ouples in twoE dimension—l )owsF tF pluid we™hF 173D PPS!PSIF
, PHHS yn the estim—tion of swimming —nd )ying for™es from w—ke me—surementsF tF ixpF fiolF 208D QSIW!QSQPF
, PHHP plexi˜le wings —nd (ns X fending ˜y inerti—l or )uidEdyn—mi™s for™esF sntegrF gompF fiolF 42D IHRR!IHRWF
, IWWR „he e'e™ts of wing rot—tion on unste—dy —erodyn—mi™ perform—n™e —t low reynolds num˜ersF tF ixpF fiolF 192D IUW!PHTF
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, IWVR „he —erodyn—mi™s of hovering inse™t )ightF €hilF „r—nsF ‚F ƒo™F vondF f 305D I!IVIF
, IWTW en introdu™tion to the theory of —eroel—sti™ityF xew ‰ork X hoverF Garrick, I. E. IWQU €ropulsion of — )—pping —nd os™ill—ting —irfoilF „e™hni™—l ‚eE portD x—tion—l eeron—uti™s —nd ƒp—™e edministr—tion 567F
, IWWW exisymmetri™ prop—g—ting vorti™es in the )ow ˜etween — st—tion—ry —nd — rot—ting disk en™losed ˜y — ™ylinderF tourn—l of pluid we™h—ni™s 386D IHS!IPTF
, PHHU ƒtru™tur—l sensitivity of the (rst inst—˜ility of the ™ylinder w—keF tourn—l of pluid we™h—ni™s 581D ITU!IWUF
, PHHV— „r—nsitions in the w—ke of — )—pping foilF €hysF ‚evF i 77F
, IWWW ixperiment—l eviden™e of — nonline—r tr—nsition from ™onve™tive to —˜solute inst—˜ilityF €hysF ‚evF vettF 82D IRRPF
, IWSS hreidimension—les zur ƒt—˜ilitätstheorie l—min—rer qrenzs™hi™hE tenF F —ngewF w—thF we™h 35D QTPF
, PHHH wodes of vortex form—tion —nd frequen™y response of — freely vi˜r—ting ™ylinderF tF pluid we™hF 420D VS!IQHF
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, IWWS het—ils of the dr—g ™urve ne—r the onset of vortex sheddingF €hysF pluids 7 @WAD PIHP!PIHRF
, PHHP xumeri™—l simul—tion —nd experiments of — ™ontrol method to suppress the fén—rd von uármán inst—˜ilityF „he iurope—n €hysi™—l tourn—l f 30 @PAD PTS!PURF
, IWWH vo™—l —nd glo˜—l inst—˜ilities in sp—ti—lly developing )owsF ennu—l ‚eview of pluid we™h—ni™s 22 @IAD RUQ!SQUF
, IWWW i'e™ts of dyn—mi™ st—ll on propulsive e0™ien™y —nd thrust of )—pping —irfoilF esee tourn—l 37 @IHAD IIRS! IISIF
, IWVU e (niteEelement study of the onset of vortex shedding in )ow p—st v—riously sh—ped ˜odiesF tF pluid we™hF 182D PQ!RSF
, PHHU eérodyn—miqueD tour˜illons et tur˜ulen™eF wé™—nique et sndusE tries 8D VI!WPF
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, IWQR qener—l —erodyn—mi™ theoryperfe™t )uids —erodyn—mi™ theoryD D volF 2F tulius ƒpringer ferlinF
, IWPP i'e™t of periodi™ ™h—nges of —ngle of —tt—™k on ˜eh—vior of —irfoilsF xege 147D VH!VPF
, PHHT „r—nsient growth for stre—kEstre—mwise vortex interE —™tionsF €hysi™s vetters e 358 @SETAD RQI!RQUF
, IWHW hie gesetze des luftwiderst—ndesF plug und wotorte™hnik 3 @PIAD I!UF
, IWVW †orti™—l p—tterns in the w—ke of —n os™ill—ting —irfoilF eseet, PHHU …nste—dy —erodyn—mi™ for™es estim—tion on — squ—re ™ylinder ˜y trEpivF ixpF pluids 42D IVS!IWTF Lamb, H. IWQP rydrodyn—mi™sF g—m˜ridge …niversity €ressF Landau, LD & Lifshitz, EM IWSW pluid me™h—ni™sF „r—nsl—ted from the ‚ussi—n ˜y tf ƒykes —nd ‡r ‚eidF gourse of „heoreti™—l €hysi™s 6F
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, PHHQ wodelling thrust gener—tion of — twoE dimension—l he—ving —irfoil in — vis™ous )owF tourn—l of pluid we™h—ni™s 492D QQW!QTPF
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, PHHW gross)ow inst—˜ility of (nite f 4odew—dt )ows X „r—nsients —nd spir—l w—vesF €hysi™s of pluids 21D IIRIHUF Marquet
, PHHW v— région—lis—tion morphofon™tionnelle de l9—xe verté˜r—l ™hez les téléostéens en rel—tion —ve™ le mode de n—geF gF ‚F €—levol 5 @QERAD RWW!SHUF
, PHHR ‡hen vorti™es sti™k X —n —erodyn—mi™ tr—nE sition in tiny inse™t )ightF tF ixpF fiolF 207D QHUQ!QHVVF
, IWQV „heoreti™—l rydrome™h—ni™sF vondon X w—™mill—nF Minotti, F. O. PHHP …nste—dy twoEdimension—l theory of — )—pping wingF €hysF ‚evF i 66D HSIWHUF
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, IWWW e ™omp—r—ison of methods for ev—lu—ting timeEdependent )uid dyn—mi™ for™es on ˜odiesD using only velo™ity (elds —nd their deriv—tivesF tF pluids ƒtru™F, PHHT iv—lu—tion of integr—l for™es —nd pressure (elds from pl—n—r velo™imetry d—t— for in™ompressi˜le —nd ™ompressi˜le )owsF ƒele™ted p—pers from the IQth sntern—tion—l ƒymposium on eppli™—tion of v—ser „e™hniques to pluid we™h—ni™s
, PHHS …sing stereo multiE grid h€s† @ƒwh€s†A me—surements to investig—te the vorti™—l skeleton ˜ehind — (niteEsp—n )—pping wingF ixpF pluids 39D PVI!PWVF
, IWTV €ower requirements for horizont—l )ight in the pigeon ™olum˜— livi—F tF ixpF fiolF 49 @QAD SPU!SSSF
, IWWT ‡ing˜e—t frequen™y of ˜irds in ste—dy ™ruising )ight X new d—t— —nd improved predi™tionF tF ixpF fiolF 199 @UAD ITIQ!ITIVF
, PHHP yn the frequen™y sele™tion of (niteE—mplitude vortex shedding in the ™ylinder w—keF tF pluid we™hF PHHU yn —n —ttempt to simplify the qu—rt—pelle n—polit—no —ppro—™h to ™omput—tion of hydrodyn—mi™ for™es in open )owsF tF pluids ƒtru™F 23D, PHHP hr—g for™e in the openEloop ™ontrol of the ™ylinder w—ke in the l—min—r regimeF €hysF pluids 14 @PAD VIH!VPTF
, PHHQ yn the rel—tion ˜etween the glo˜—l modes —nd the spe™tr— of dr—g —nd lift in periodi™ w—ke )owsF gF ‚F wé™—nique 331D RW!SRF
, PHHI ƒimul—tion of )ow —˜out )—pping —irfoils using (nite element in™ompressi˜le )ow solverF esee tourn—l 39 @PSQAF Ruppel, IWUU fird plightF †—n xostr—nd ‚einhold vimitedF Saarloos, W. Van PHHQ pront prop—g—tion into unst—˜le st—tesF €hysi™s ‚eports 29F
, PHHI ƒt—˜ility —nd tr—nsition in she—r )owsF ƒpringer †erl—gF
, PHHU eerodyn—mi™s of low reynolds num˜er )yersF g—m˜ridge eerosp—™e ƒeriesF
, IWWP „he eerodyn—mi™s of plightF we™h—ni™s of enim—l vo™omoE tionFF eF ‚F w™xeillF ferlin ƒpringerE†erl—gF
, IWWU „he simple s™ien™e of )ight @from inse™ts to jum˜o jetsAF ws„ €ress vtdD g—m˜ridgeD w—ssFD …ƒeD Ist editionF
, IWQS qener—l „heory of eerodyn—mi™ snst—˜ility —nd the we™h—E nism of plutter D D volF 2F xeƒe referen™e pu˜li™—tionF
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, PHHU fiome™h—ni™s of ˜ird )ightF tF ixpF fiolF 210 @IVAD IWWQ yptim—l thrust development in os™ill—ting foils with —ppli™—tion to (sh propulsionF tF pluids ƒtru™F 7D, IWWI ‡—ke me™h—ni™s for thrust gener—tion in os™ill—tion foilsF €hysF pluids e 3 @IPAF
, IWWU por™e predi™tion ˜y piv im—ging X — momentumE˜—sed —ppro—™hF tF pluids ƒtru™F 11D WTS!WUIF fsfvsyq‚e€rsi Van Dyke, M. IWVP en —l˜um of )uid motionF ƒt—nfordD geF, PHHR we™h—ni™—l for™ing of the w—ke of — )—t pl—teF ixpF pluids 37D ITV!IUTF
, PHHV €s† me—surements of the —symmetri™ w—ke of — two dimension—l he—ving hydrofoilF ixperiments in pluids 44 @SAD UQQ! URSF
, IWPS „he )—pping )ight of ˜irdsF „he tourn—l of the ‚oy—l eeron—uti™—l ƒo™iety 29D SWH!SWRF
, PHHH— „wo dimension—l me™h—nism for inse™t hoveringF €hysF ‚evF vettF 85 @IHAD PPIT!PPIWF
, PHHH˜ †ortex shedding —nd frequen™y sele™tion in )—pping )ightF tF pluid we™hF 410D QPQQRIF
, PHHI xumeri™—l predi™tion of viv on long )exi˜le ™ir™ul—r ™ylindersF tF pluids ƒtru™F 15D TSW!TTWF
, IWVW y˜lique —nd p—r—llel modes of vortex shedding in the w—ke of — ™ir™ul—r ™ylinder —t low reynolds num˜ersF tF pluid we™hF, IWWT †ortex dyn—mi™s in the ™ylinder w—keF ennuF ‚evF pluid we™hF 28D RUU!SQWF
, IWVV †ortex form—tion in the w—ke of —n os™ill—ting ™ylinderF tF pluids ƒtru™F 2D QSS!QVIF
, PHHW xumeri™—l simul—tions of selfEpropelled swimming of Qd ˜ioni™ (sh s™hoolF ƒ™ien™e in ghin— ƒeries i X „e™hnologi™—l ƒ™ien™es 52 @QAD TSV!TTWF
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