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<ri:Resource created="2016-01-12T12:34:23Z" status="active" updated="2025-06-13T15:25:00Z" version="1.2" xmlns:cs="http://www.ivoa.net/xml/ConeSearch/v1.0" xmlns:ri="http://www.ivoa.net/xml/RegistryInterface/v1.0" xmlns:vr="http://www.ivoa.net/xml/VOResource/v1.0" xmlns:vs="http://www.ivoa.net/xml/VODataService/v1.1" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.ivoa.net/xml/ConeSearch/v1.0 http://vo.ari.uni-heidelberg.de/docs/schemata/ConeSearch.xsd http://www.ivoa.net/xml/VOResource/v1.0 http://vo.ari.uni-heidelberg.de/docs/schemata/VOResource.xsd http://www.ivoa.net/xml/VODataService/v1.1 http://vo.ari.uni-heidelberg.de/docs/schemata/VODataService.xsd" xsi:type="vs:CatalogService"><title>Thin disk BV-GV Hipparcos stars within 333pc</title><shortName>J/PAZh/38/860</shortName><identifier>ivo://CDS.VizieR/J/PAZh/38/860</identifier><curation><publisher ivo-id="ivo://CDS">CDS</publisher><creator><name>Gontcharov G.A.</name></creator><date role="Updated">2016-01-12T11:36:43Z</date><date role="Created">2016-01-12T12:34:23Z</date><contact><name>CDS support team</name><address>CDS, Observatoire de Strasbourg, 11 rue de l'Universite, F-67000 Strasbourg, France</address><email>cds-question@unistra.fr</email></contact></curation><content><subject>stellar-distance</subject><description>The variations of kinematic parameters with age are considered for a sample of 15402 thin-disk O-F stars with accurate RA, DEC, proper motion, and parallax higher than 3 mas from the Hipparcos catalogue (2007A&amp;A...474..653V) and radial velocities from the PCRV (2006PAZh...32..844G) catalogue. The ages have been calculated from the positions of the stars on the Hertzsprung-Russell diagram relative to the isochrones from the Padova database (http://stev.oapd.inaf.it/cmd) by taking into account the extinction from the previously constructed 3D analytical model (2009AstL...35..780G) and extinction coefficient RV from the 3D map of its variations (2012AstL...38...12G). Smooth, mutually reconciled variations of the velocity dispersions sigma(U), sigma(V), sigma(W), solar motion components Usun, Vsun, Wsun, Ogorodnikov-Milne model parameters, Oort constants, and vertex deviation lxy consistent with all of the extraneous results for which the stellar ages were determined have been found and presented in the table solution.dat. The velocity dispersion variations are well fitted by power laws the deviations from which are explained by the influence of predominantly radial stellar streams: Sirius, Hyades, alpha Cet/Wolf 630, and Hercules. The accuracy of determining the solar motion relative to the local standard of rest is shown to be fundamentally limited due to these variations of stellar kinematics. The deviations of our results from those of Dehnen and Binney (1998MNRAS.294..429D), the Geneva-Copenhagen survey of dwarfs (V/117), and the Besancon model of the Galaxy (2003A&amp;A...409..523R) are explained by the use of PCRV radial velocities with corrected systematic errors.</description><source format="bibcode">2012PAZh...38..860G</source><referenceURL>https://cdsarc.cds.unistra.fr/viz-bin/cat/J/PAZh/38/860</referenceURL><type>Catalog</type><contentLevel>Research</contentLevel><relationship><relationshipType>IsServedBy</relationshipType><relatedResource ivo-id="ivo://CDS.VizieR/TAP">TAP VizieR generic service</relatedResource></relationship><relationship><relationshipType>IsServedBy</relationshipType><relatedResource>Conesearch service</relatedResource></relationship><relationship><relationshipType>related-to</relationshipType><relatedResource ivo-id="ivo://CDS.VizieR/I/239">I/239 : The Hipparcos and Tycho Catalogues (ESA 1997)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/I/259">I/259 : The Tycho-2 Catalogue (Hog+ 2000)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/I/311">I/311 : Hipparcos, the new Reduction of the Raw data (van Leeuwen, 2007)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/III/252">III/252 : Pulkovo radial velocities for 35493 HIP stars (Gontcharov, 2006)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/V/117">V/117 : Geneva-Copenhagen Survey of Solar neighbourhood (Nordstrom+ 2004)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/PAZh/38/776">J/PAZh/38/776 : Complete sample of OB stars within 350pc (Gontcharov, 2012)</relatedResource></relationship></content><rights>https://cds.unistra.fr/vizier-org/licences_vizier.html</rights><capability><interface xsi:type="vr:WebBrowser"><accessURL use="full">https://vizier.cds.unistra.fr/viz-bin/VizieR-2?-source=J/PAZh/38/860</accessURL><mirrorURL title="VizieR at IUCAA: Pune, 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standardID="ivo://ivoa.net/std/ConeSearch"><description>Cone search capability for table J/PAZh/38/860/thin (Thin disk stars with homogeneous XYZUVW)</description><interface xsi:type="vs:ParamHTTP" role="std"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/conesearch/J/PAZh/38/860/thin?</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/conesearch/J/PAZh/38/860/thin?</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/conesearch/J/PAZh/38/860/thin?</mirrorURL><queryType>GET</queryType><resultType>text/xml+votable</resultType></interface><maxSR>180.0</maxSR><maxRecords>50000</maxRecords><verbosity>true</verbosity><testQuery><ra>230.3430079</ra><dec>-40.6475164</dec><sr>0.005555555555555556</sr></testQuery></capability><coverage><spatial>5/58 69 80 115 118 120 124 158 277 402 421 442 446 463 492 576 594 627 648 686 704 757 786 799 812 834 903 915 1308 1366 1426 1498 1536 1546 1643 1737 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39396 39397 39402 39405 39406 39407 39422 39425 39426 39427 39429 39432 39434 39438 39439 39442 39449 39452 39457 39459 39468 39471 39478 39486 39487 39490 39491 39496 39500 39502 39511 39513 39515 39519 39520 39522 39525 39531 39533 39536 39538 39539 39543 39550 39552 39555 39562 39563 39566 39568 39575 39577 39579 39583 39584 39586 39590 39592 39593 39595 39607 39608 39611 39619 39621 39625 39628 39633 39635 39638 39640 39644 39645 39646 39652 39654 39660 39676 39679 39681 39683 39685 39689 39690 39691 39692 39696 39699 39701 39702 39711 39715 39716 39720 39727 39730 39731 39732 39734 39735 39736 39738 39740 39742 39744 39751 39756 39763 39764 39765 39767 39769 39776 39778 39781 39788 39790 39803 39808 39817 39821 39822 39827 39832 39835 39836 39840 39841 39842 39846 39851 39852 39853 39854 39857 39859 39860 39861 39869 39872 39873 39877 39885 39898 39901 39904 39918 39921 39922 39926 39928 39936 39939 39943 39948 39950 39953 39957 39966 39971 39974 39976 39984 39990 39996 39998 40000 40002 40014 40016 40017 40018 40043 40046 40052 40054 40067 40068 40069 40072 40082 40085 40086 40093 40099 40102 40106 40110 40116 40120 40122 40123 40124 40127 40131 40133 40140 40146 40148 40155 40158 40162 40167 40186 40188 40193 40195 40196 40197 40198 40208 40211 40212 40213 40220 40221 40223 40224 40230 40239 40242 40246 40247 40254 40264 40268 40271 40274 40276 40278 40281 40283 40285 40289 40290 40293 40298 40299 40302 40305 40306 40307 40317 40319 40320 40328 40331 40342 40345 40366 40371 40374 40375 40382 40386 40391 40392 40396 40400 40404 40418 40421 40424 40436 40440 40442 40445 40446 40453 40461 40464 40465 40472 40476 40477 40478 40480 40486 40501 40508 40519 40526 40528 40529 40537 40538 40541 40544 40545 40564 40565 40590 40596 40601 40616 40622 40631 40643 40652 40658 40659 40660 40666 40669 40670 40673 40682 40685 40694 40699 40704 40709 40712 40713 40722 40724 40738 40739 40745 40749 40755 40768 40782 40783 40786 40790 40795 40802 40807 40809 40814 40818 40826 40829 40834 40835 40836 40838 40854 40860 40862 40866 40869 40871 40872 40876 40880 40882 40890 40896 40900 40901 40904 40921 40922 40928 40933 40943 40948 40950 40958 40959 40975 40976 40980 40981 40985 40988 40994 41002 41003 41004 41007 41008 41012 41021 41025 41029 41035 41042 41055 41058 41062 41067 41070 41071 41073 41089 41095 41100 41103 41105 41107 41111 41113 41117 41124 41125 41136 41138 41143 41144 41145 41150 41154 41157 41164 41165 41167 41168 41169 41176 41194 41196 41208 41210 41211 41214 41217 41221 41225 41226 41228 41235 41238 41239 41242 41249 41251 41252 41253 41255 41256 41258 41261 41265 41269 41272 41279 41283 41290 41293 41302 41303 41308 41315 41319 41320 41323 41325 41326 41330 41336 41337 41341 41345 41350 41352 41354 41355 41357 41361 41369 41371 41374 41376 41379 41381 41383 41390 41391 41396 41399 41405 41412 41414 41415 41416 41424 41428 41429 41439 41441 41444 41446 41450 41453 41455 41460 41463 41467 41468 41471 41474 41481 41486 41493 41498 41512 41513 41519 41523 41524 41527 41528 41530 41531 41538 41542 41543 41547 41549 41552 41553 41555 41556 41557 41559 41562 41563 41564 41565 41567 41568 41570 41571 41574 41575 41590 41591 41593 41594 41596 41605 41606 41610 41612 41616 41618 41621 41622 41629 41631 41632 41633 41634 41641 41651 41660 41673 41678 41681 41682 41688 41695 41703 41707 41708 41710 41711 41721 41724 41725 41726 41731 41732 41733 41735 41738 41739 41743 41752 41753 41755 41759 41761 41764 41770 41773 41774 41775 41776 41784 41786 41793 41794 41810 41815 41822 41840 41842 41848 41852 41855 41858 41867 41868 41869 41870 41873 41879 41881 41882 41886 41887 41889 41890 41893 41901 41902 41912 41916 41919 41926 41929 41935 41937 41939 41941 41942 41949 41951 41960 41971 41976 41978 41980 41982 41983 41984 41985 41990 41991 41995 41997 41998 41999 42003 42007 42009 42010 42020 42022 42027 42028 42029 42034 42036 42038 42045 42047 42050 42054 42063 42067 42070 42071 42072 42075 42077 42085 42087 42091 42092 42098 42100 42102 42103 42108 42109 42113 42114 42115 42123 42124 42145 42146 42151 42152 42157 42166 42169 42173 42177 42183 42186 42189 42197 42200 42206 42210 42212 42213 42216 42217 42220 42221 42223 42228 42232 42237 42238 42242 42246 42252 42253 42254 42264 42265 42268 42271 42273 42278 42280 42281 42287 42289 42290 42291 42294 42300 42303 42315 42317 42318 42319 42326 42327 42334 42339 42344 42345 42355 42360 42364 42366 42368 42372 42374 42375 42377 42382 42385 42386 42396 42406 42407 42414 42416 42419 42421 42423 42426 42428 42430 42432 42438 42449 42455 42457 42458 42460 42463 42464 42465 42468 42475 42481 42486 42492 42495 42496 42498 42503 42509 42510 42515 42519 42522 42529 42550 42555 42559 42560 42563 42568 42581 42587 42588 42591 42595 42596 42600 42602 42605 42607 42609 42610 42611 42616 42617 42618 42620 42622 42623 42632 42633 42635 42640 42641 42642 42646 42649 42655 42656 42658 42663 42672 42673 42676 42677 42678 42687 42690 42694 42696 42698 42706 42714 42718 42719 42721 42724 42727 42735 42738 42740 42742 42750 42753 42760 42763 42766 42784 42786 42787 42789 42791 42794 42796 42800 42801 42803 42805 42808 42810 42814 42818 42824 42826 42828 42829 42831 42832 42833 42836 42839 42841 42846 42848 42857 42861 42863 42864 42867 42869 42874 42877 42886 42889 42890 42892 42900 42904 42907 42910 42911 42912 42916 42918 42921 42928 42932 42933 42934 42939 42944 42948 42954 42957 42959 42960 42965 42972 42973 42976 42977 42982 42984 42987 42988 43000 43004 43010 43011 43012 43013 43017 43018 43021 43023 43027 43030 43032 43043 43051 43056 43062 43064 43067 43068 43072 43074 43075 43076 43077 43082 43086 43092 43093 43095 43101 43113 43115 43117 43119 43127 43134 43136 43137 43140 43145 43146 43150 43153 43154 43163 43164 43165 43166 43171 43177 43178 43181 43183 43184 43193 43194 43196 43198 43199 43204 43205 43210 43222 43225 43226 43228 43229 43236 43238 43240 43242 43246 43247 43252 43258 43259 43270 43272 43274 43287 43293 43294 43300 43302 43305 43306 43307 43309 43311 43315 43317 43318 43321 43322 43327 43331 43332 43333 43336 43338 43349 43351 43356 43360 43364 43365 43367 43375 43377 43378 43383 43387 43389 43391 43392 43395 43399 43406 43414 43420 43422 43426 43429 43430 43445 43452 43455 43463 43468 43469 43473 43477 43478 43484 43495 43497 43500 43503 43507 43510 43518 43519 43521 43523 43525 43531 43532 43537 43538 43539 43540 43550 43556 43561 43567 43577 43583 43586 43587 43592 43595 43596 43608 43612 43624 43630 43631 43633 43647 43649 43650 43657 43660 43663 43667 43670 43671 43672 43676 43677 43680 43681 43683 43686 43688 43693 43698 43699 43700 43702 43703 43708 43710 43714 43715 43716 43718 43720 43724 43725 43727 43732 43738 43739 43741 43749 43754 43770 43773 43777 43786 43792 43796 43797 43798 43803 43805 43808 43809 43816 43827 43838 43839 43841 43845 43846 43847 43850 43852 43856 43858 43865 43876 43877 43881 43882 43892 43906 43910 43911 43912 43914 43915 43941 43951 43955 43959 43966 43969 43971 43972 43975 43977 43979 43980 43981 43983 43998 44001 44003 44006 44011 44013 44021 44022 44025 44026 44036 44040 44043 44046 44051 44054 44065 44068 44074 44075 44078 44081 44082 44083 44086 44090 44093 44101 44105 44106 44113 44119 44123 44125 44127 44128 44131 44132 44136 44140 44142 44147 44148 44155 44163 44180 44183 44184 44187 44191 44195 44204 44205 44214 44216 44220 44221 44223 44226 44227 44228 44248 44252 44254 44256 44258 44259 44264 44267 44275 44281 44288 44289 44292 44293 44299 44303 44304 44306 44307 44310 44312 44316 44317 44319 44321 44323 44325 44329 44338 44340 44344 44347 44349 44352 44354 44357 44358 44359 44360 44363 44364 44368 44371 44378 44384 44386 44393 44398 44401 44402 44406 44410 44417 44421 44430 44434 44436 44441 44450 44453 44461 44469 44478 44481 44484 44486 44489 44494 44497 44499 44502 44504 44505 44507 44524 44525 44527 44530 44543 44544 44547 44549 44550 44555 44556 44573 44578 44580 44584 44585 44591 44600 44607 44608 44622 44626 44628 44631 44635 44637 44638 44639 44643 44644 44651 44653 44657 44672 44678 44683 44686 44691 44709 44719 44732 44737 44738 44740 44751 44754 44755 44756 44761 44762 44763 44765 44766 44768 44783 44792 44813 44814 44818 44822 44825 44844 44853 44856 44858 44862 44866 44871 44877 44879 44882 44887 44892 44902 44903 44910 44914 44924 44931 44945 44951 44954 44956 44957 44958 44960 44964 44990 44993 44998 44999 45008 45010 45014 45015 45027 45029 45032 45034 45036 45041 45042 45045 45047 45055 45056 45057 45059 45069 45071 45079 45085 45086 45088 45089 45093 45095 45098 45099 45101 45105 45107 45108 45111 45117 45121 45127 45129 45132 45144 45150 45154 45159 45168 45169 45170 45176 45185 45188 45190 45193 45198 45199 45203 45205 45206 45207 45214 45217 45221 45223 45225 45228 45238 45239 45241 45242 45247 45253 45254 45256 45258 45262 45270 45271 45278 45285 45299 45307 45308 45309 45319 45321 45324 45328 45332 45333 45337 45344 45347 45350 45359 45360 45363 45366 45369 45374 45377 45378 45379 45388 45391 45394 45397 45398 45405 45415 45419 45420 45430 45432 45436 45442 45443 45444 45448 45457 45458 45462 45469 45486 45490 45494 45502 45515 45516 45518 45525 45527 45538 45539 45541 45542 45544 45547 45549 45554 45560 45565 45566 45569 45579 45582 45583 45589 45593 45594 45598 45599 45601 45602 45603 45605 45608 45620 45621 45623 45624 45627 45628 45634 45640 45643 45650 45654 45656 45657 45658 45663 45672 45673 45675 45676 45677 45678 45682 45684 45688 45689 45692 45694 45700 45716 45725 45729 45730 45746 45752 45756 45757 45758 45760 45767 45770 45773 45774 45775 45784 45786 45792 45796 45807 45808 45809 45811 45814 45815 45816 45819 45823 45826 45834 45837 45851 45855 45858 45862 45865 45871 45874 45878 45879 45888 45891 45893 45903 45916 45921 45923 45924 45925 45928 45935 45936 45944 45948 45957 45962 45968 45975 45976 45983 45986 45992 45999 46001 46005 46009 46024 46026 46027 46031 46038 46040 46051 46056 46066 46068 46069 46071 46077 46079 46080 46083 46091 46093 46095 46096 46100 46102 46106 46111 46117 46119 46124 46129 46131 46135 46138 46143 46145 46152 46154 46155 46160 46161 46181 46191 46197 46200 46203 46215 46217 46219 46230 46238 46241 46248 46252 46255 46261 46263 46265 46268 46275 46276 46281 46287 46291 46294 46297 46299 46300 46301 46306 46307 46317 46319 46320 46322 46324 46325 46326 46333 46337 46343 46353 46356 46366 46367 46368 46372 46376 46377 46378 46385 46398 46404 46410 46412 46413 46419 46420 46421 46425 46426 46427 46430 46436 46442 46445 46459 46463 46466 46467 46470 46472 46473 46474 46481 46482 46490 46494 46495 46507 46510 46523 46526 46535 46541 46559 46571 46575 46581 46586 46587 46593 46594 46603 46610 46612 46619 46622 46627 46639 46640 46654 46655 46658 46661 46665 46668 46678 46679 46680 46681 46682 46689 46702 46703 46708 46717 46721 46722 46725 46728 46734 46740 46741 46744 46751 46754 46765 46767 46768 46769 46770 46773 46775 46776 46790 46800 46802 46804 46810 46814 46818 46820 46822 46828 46829 46830 46835 46842 46843 46852 46866 46893 46895 46899 46904 46908 46915 46916 46935 46945 46953 46959 46964 46975 46977 46979 46982 46983 46987 46991 47011 47013 47021 47024 47025 47028 47031 47042 47045 47052 47054 47056 47059 47066 47068 47073 47074 47080 47086 47088 47090 47091 47092 47101 47107 47110 47112 47116 47117 47118 47120 47125 47127 47136 47137 47143 47147 47165 47169 47176 47180 47182 47183 47185 47188 47194 47198 47205 47207 47210 47212 47222 47227 47232 47234 47235 47238 47239 47242 47245 47246 47249 47251 47258 47261 47273 47279 47287 47291 47292 47296 47299 47301 47306 47308 47311 47315 47328 47334 47338 47349 47351 47353 47357 47360 47367 47371 47373 47376 47377 47385 47392 47396 47399 47407 47409 47410 47411 47413 47418 47419 47420 47429 47430 47440 47442 47443 47446 47461 47464 47465 47472 47481 47487 47498 47502 47503 47504 47507 47511 47513 47518 47519 47529 47530 47534 47539 47541 47543 47550 47561 47574 47576 47579 47582 47584 47587 47591 47595 47600 47605 47610 47616 47622 47625 47626 47629 47630 47631 47634 47637 47641 47642 47643 47644 47648 47650 47651 47666 47670 47671 47672 47676 47680 47690 47692 47702 47703 47710 47711 47712 47713 47714 47717 47720 47725 47727 47730 47734 47736 47739 47742 47745 47747 47761 47765 47769 47771 47775 47782 47787 47788 47789 47791 47796 47805 47807 47808 47810 47811 47812 47818 47820 47821 47824 47828 47830 47832 47833 47834 47839 47840 47842 47845 47847 47860 47866 47869 47874 47885 47889 47891 47894 47897 47905 47907 47910 47914 47916 47920 47921 47930 47932 47935 47945 47947 47949 47953 47956 47959 47964 47965 47973 47978 47982 47985 47986 47991 47999 48003 48004 48007 48011 48014 48018 48022 48025 48026 48028 48032 48037 48039 48044 48045 48047 48050 48060 48072 48077 48084 48086 48088 48105 48106 48112 48119 48120 48122 48124 48133 48134 48135 48138 48141 48143 48146 48148 48167 48169 48175 48176 48178 48182 48186 48188 48193 48199 48200 48203 48207 48210 48211 48223 48226 48227 48235 48237 48240 48252 48258 48259 48260 48262 48268 48269 48273 48275 48277 48278 48281 48283 48287 48291 48293 48295 48301 48302 48305 48310 48311 48316 48319 48326 48328 48331 48335 48346 48349 48350 48351 48355 48358 48362 48363 48367 48368 48373 48383 48385 48390 48392 48394 48397 48398 48399 48400 48410 48413 48414 48417 48419 48422 48425 48426 48428 48435 48436 48455 48460 48470 48473 48499 48506 48511 48523 48526 48531 48533 48537 48541 48546 48547 48552 48554 48560 48562 48568 48572 48574 48575 48581 48582 48587 48589 48595 48599 48607 48608 48613 48627 48630 48632 48636 48648 48651 48657 48660 48664 48672 48679 48687 48693 48694 48695 48697 48698 48707 48709 48713 48716 48720 48721 48723 48727 48732 48757 48760 48761 48763 48764 48766 48768 48773 48779 48785 48788 48789 48793 48795 48796 48798 48809 48811 48824 48825 48833 48847 48856 48862 48865 48866 48867 48870 48876 48878 48879 48883 48884 48888 48896 48897 48900 48907 48910 48911 48913 48918 48928 48930 48936 48943 48950 48952 48955 48959 48962 48969 48972 48977 48980 48986 48993 48997 49000 49005 49007 49009 49010 49015 49018 49020 49022 49026 49027 49028 49031 49037 49042 49043 49049 49051 49052 49080 49086 49094 49097 49099 49106 49108 49109 49114 49120 49121 49122 49126 49129 49138 49139 49142 49147 49149</spatial><spectral>8.650015785639275e-20 5.101838343667421e-19</spectral><footprint ivo-id="ivo://ivoa.net/std/moc">https://cdsarc.cds.unistra.fr/viz-bin/moc/J/PAZh/38/860?format=ascii</footprint></coverage><tableset><schema><name>default</name><table><name>J/PAZh/38/860/thin</name><description>Thin disk stars with homogeneous XYZUVW</description><column><name>recno</name><description>Record number assigned by the VizieR team. Should Not be used for identification.</description><ucd>meta.record</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>HIP</name><description>[20,120082] HIP (Cat. I/239) number</description><ucd>meta.id;meta.main</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>GLON</name><description>[0.02838,359.99687] Galactic longitude</description><unit>deg</unit><ucd>pos.galactic.lon</ucd></column><column><name>GLAT</name><description>[-88.50369,89.58349] Galactic latitude</description><unit>deg</unit><ucd>pos.galactic.lat</ucd></column><column><name>Dist</name><description>[4.6,333.3] Hipparcos distance</description><unit>pc</unit><ucd>pos.distance;pos.heliocentric</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>pmGLON</name><description>[-2159.4,1163.2] Proper motion in GLON*cos(GLAT) (1)</description><unit>mas/a</unit><ucd>pos.pm</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>pmGLAT</name><description>[-1478.7,667.7] Proper motion in GLAT (1)</description><unit>mas/a</unit><ucd>pos.pm</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>HRV</name><description>[-125.0,146.5] Radial velocity (2)</description><unit>km/s</unit><ucd>spect.dopplerVeloc</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_HRV</name><description>[0.1,5.0] HRV error (2)</description><unit>km/s</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>BTmag</name><description>[2.41,13.00] Tycho-2 BT magnitude (3)</description><unit>mag</unit><ucd>phot.mag;em.opt.B</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_BTmag</name><description>[0.01,0.25] Error on BTmag (3)</description><unit>mag</unit><ucd>stat.error;phot.mag;em.opt.B</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>VTmag</name><description>[2.24,12.15] Tycho-2 VT magnitude (3)</description><unit>mag</unit><ucd>phot.mag;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_VTmag</name><description>[0.01,0.25] Error on VTmag (3)</description><unit>mag</unit><ucd>stat.error;phot.mag;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Jmag</name><description>[1.67,11.58] 2MASS J magnitude (4)</description><unit>mag</unit><ucd>phot.mag;em.IR.J</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_Jmag</name><description>[0.02,10.00]? Error on 2MASS J magnitude (4)</description><unit>mag</unit><ucd>stat.error;phot.mag;em.IR.J</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Ksmag</name><description>[1.37,11.77] 2MASS Ks magnitude (4)</description><unit>mag</unit><ucd>phot.mag;em.IR.K</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_Ksmag</name><description>[0.01,10.00]? Error on 2MASS Ks magnitude (4)</description><unit>mag</unit><ucd>stat.error;phot.mag;em.IR.K</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>AVe</name><description>[0.01,0.47] Extinction in the equatorial layer (5)</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>AVg</name><description>[0.00,0.71] Extinction in the Gould belt (5)</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>AV</name><description>[0.01,0.89] Total interstellar extinction AV (5)</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>AVT</name><description>[0.01,0.95] Total Interstellar extinction AVT (6)</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>VTMAG</name><description>[-4.88,10.47] Absolute magnitude VT (7)</description><unit>mag</unit><ucd>phys.magAbs</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>(BT-VT)0</name><description>[-0.47,0.70] Dereddened (BT-VT) (8)</description><unit>mag</unit><ucd>phot.color;em.opt.B;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>X</name><description>[-326.6,329.3] X rectangular galactic coordinate (9)</description><unit>pc</unit><ucd>pos.cartesian.x;pos.galactic</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Y</name><description>[-332.0,330.7] Y rectangular galactic coordinate (9)</description><unit>pc</unit><ucd>pos.cartesian.y;pos.galactic</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Z</name><description>[-322.4,328.2] Z rectangular galactic coordinate (9)</description><unit>pc</unit><ucd>pos.cartesian.z;pos.galactic</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>VGLON</name><description>[-157.8,148.5] Velocity on GLON (10)</description><unit>km/s</unit><ucd>phys.veloc</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>VGLAT</name><description>[-123.8,124.4] Velocity on GLAT (10)</description><unit>km/s</unit><ucd>phys.veloc</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>U</name><description>[-136.6,115.8] U velocity component (11)</description><unit>km/s</unit><ucd>phys.veloc;pos.cartesian.x</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>V</name><description>[-102.2,62.9] V velocity component (11)</description><unit>km/s</unit><ucd>phys.veloc;pos.cartesian.y</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>W</name><description>[-78.4,64.5] W velocity component (11)</description><unit>km/s</unit><ucd>phys.veloc;pos.cartesian.z</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Age</name><description>[0.068,6.357] Age in Gyr (12)</description><unit>Gyr</unit><ucd>time.age</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>[Fe/H]</name><description>[-0.21,0.01] Metallicity (13)</description><ucd>phys.abund.Z</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>_RA.icrs</name><description>Right ascension (ICRS) at Epoch=J2000, proper motions taken into account (computed by VizieR, not part of the original data)</description><unit>deg</unit><ucd>pos.eq.ra</ucd><flag>nullable</flag><flag>indexed</flag></column><column><name>_DE.icrs</name><description>Declination (ICRS) at Epoch=J2000, proper motions taken into account (computed by VizieR, not part of the original data)</description><unit>deg</unit><ucd>pos.eq.dec</ucd><flag>nullable</flag><flag>indexed</flag></column></table><table><name>J/PAZh/38/860/solution</name><description>Age dependence of the kinematics of the stars</description><column><name>recno</name><description>Record number assigned by the VizieR team. Should Not be used for identification.</description><ucd>meta.record</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>Age</name><description>[0.18678,5.97058] Mean age in Gyr (1)</description><unit>Gyr</unit><ucd>time.age;stat.mean</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_Age</name><description>[0.08,0.93] Error of Age in Gyr (1)</description><unit>Gyr</unit><ucd>stat.error;time.age</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_U</name><description>[0.4,1.2] Error of Usun (2)</description><unit>km/s</unit><ucd>stat.error;pos.cartesian.x</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_V</name><description>[0.3,0.8] Error of Vsun (2)</description><unit>km/s</unit><ucd>stat.error;pos.cartesian.y</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_W</name><description>[0.2,0.7] Error of Wsun (2)</description><unit>km/s</unit><ucd>stat.error;pos.cartesian.z</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Usun</name><description>[6.7,12.4] U component of solar motion (3)</description><unit>km/s</unit><ucd>phys.veloc;pos.cartesian.x</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Vsun</name><description>[9.7,25.1] V component of solar motion (3)</description><unit>km/s</unit><ucd>phys.veloc;pos.cartesian.y</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Wsun</name><description>[6.2,9.1] W components of solar motion (3)</description><unit>km/s</unit><ucd>phys.veloc</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>s_U</name><description>[12.7,39.0] Dispersion of U (4)</description><unit>km/s</unit><ucd>pos.cartesian.x</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>s_V</name><description>[10.6,24.3] Dispersion of V (4)</description><unit>km/s</unit><ucd>pos.cartesian.y</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>s_W</name><description>[5.9,21.3] Dispersion of W (4)</description><unit>km/s</unit><ucd>instr.dispersion</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>s_V/s_U</name><description>[0.553,0.842] Relation of dispersions s_V to s_U (5)</description><ucd>arith.zp</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>s_W/s_U</name><description>[0.406,0.557] Relation of dispersions s_W to s_U (5)</description><ucd>arith.zp</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Mux</name><description>[-38.9,8.4]? Partial derivative Mux (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Muy</name><description>[7.8,46.7]? Partial derivative Muy (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Muz</name><description>[-39.7,6.4]? Partial derivative Muz (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Mvx</name><description>[-9.9,18.1]? Partial derivative Mvx (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Mvy</name><description>[-10.2,14.5]? Partial derivative Mvy (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Mvz</name><description>[-26.4,8.2]? Partial derivative Mvz (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Mwx</name><description>[-4.5,14.7]? Partial derivative Mwx (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Mwy</name><description>[-11.8,8.4]? Partial derivative Mwy (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Mwz</name><description>[-13.3,5.7]? Partial derivative Mwz (6)</description><unit>s**-1</unit><ucd>stat.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>OortA</name><description>[5.9,26.6]? Oort constant A (7)</description><unit>s**-1</unit><ucd>stat.fit.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>OortB</name><description>[-26.6,4.4]? Oort constant B (7)</description><unit>s**-1</unit><ucd>stat.fit.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>OortC</name><description>[-18.7,7.1]? Oort constant C (7)</description><unit>s**-1</unit><ucd>stat.fit.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>OortK</name><description>[-21.2,4.3]? Oort constant K (7)</description><unit>s**-1</unit><ucd>stat.fit.param</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Lxy</name><description>[-11.9,25.7]? Vertex deviation lxy</description><unit>deg</unit><ucd>stat.stdev</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column></table></schema></tableset></ri:Resource>