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<ri:Resource created="2006-11-06T15:48:09Z" status="active" updated="2025-05-19T09:50:00Z" 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>Estimated astrophysical parameters from uvby</title><shortName>V/14</shortName><identifier>ivo://CDS.VizieR/V/14</identifier><curation><publisher ivo-id="ivo://CDS">CDS</publisher><creator><name>Philip A.G.D.</name></creator><creator><name>Egret D.</name></creator><date role="Updated">2018-01-30T07:18:24Z</date><date role="Created">2006-11-06T15:48:09Z</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>visible-astronomy</subject><subject>medium-band-photometry</subject><subject>effective-temperature</subject><description>Observed values of the Stroemgren uvby colors were collected from the literature. A computer program calculated the reddening for each star. This value was used to compute the unreddened value of (b-v), c1, and m1. These were then used to compute [c(1)], [m(1)], and [u-b] for the star. Except for the H beta index, the observed quantities are not included. Introduction: The stars were divided into groups by spectral types by means of the bracket quantities. Stars which deviated too greatly from the standard relations could not be dereddened. These include peculiar stars and high luminosity stars and are listed in reject.dat. Various discussions by Crawford were followed to deredden the other stars. The zero point of the [Fe/H] relation was changed from 0.4 to 0.2 on the basis of the study by Gustafsson and Nissen (1972A&amp;A....19..261G) and some corrections were made to the effective temperature scale in order to fit the new model by Kurucz (1979ApJS...40....1K). Otherwise, the derivations followed the methods of Philip, Miller, and Relyea (1976, Dudley Obs. Rep. No. 12, 1).</description><source format="bibcode">1980A&amp;AS...40..199P</source><referenceURL>https://cdsarc.cds.unistra.fr/viz-bin/cat/V/14</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/II/57">II/57 : A Catalog of uvby Measurements (Hauck+ 1980)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/III/42">III/42 : Selected MK Spectral Types (Jaschek, 1978)</relatedResource></relationship></content><rights>https://cds.unistra.fr/vizier-org/licences_vizier.html</rights><capability><interface xsi:type="vr:WebBrowser"><accessURL 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29225 29239 29242 29253 29255 29257 29267 29271 29291 29293 29294 29295 29304 29311 29313 29331 29338 29347 29374 29376 29377 29380 29388 29390 29392 29394 29401 29402 29406 29407 29413 29416 29428 29454 29459 29460 29463 29481 29483 29510 29512 29513 29517 29519 29522 29525 29540 29550 29572 29582 29600 29608 29613 29619 29621 29630 29633 29643 29660 29661 29665 29674 29680 29698 29707 29712 29713 29719 29721 29728 29733 29734 29737 29774 29780 29783 29791 29809 29814 29838 29853 29855 29865 29867 29868 29870 29876 29891 29893 29913 29925 29949 29951 29981 29993 30014 30022 30041 30042 30062 30064 30067 30068 30070 30073 30088 30114 30115 30119 30121 30123 30125 30128 30129 30131 30143 30146 30212 30220 30221 30229 30242 30260 30269 30274 30286 30289 30298 30303 30304 30310 30315 30320 30321 30323 30325 30328 30330 30334 30337 30349 30353 30357 30358 30363 30365 30375 30402 30403 30419 30429 30440 30442 30448 30458 30467 30471 30475 30477 30492 30507 30534 30539 30540 30543 30550 30565 30576 30580 30586 30593 30614 30617 30623 30630 30643 30655 30660 30668 30670 30673 30675 30683 30688 30699 30702 30703 30712 30730 30735 30737 30742 30745 30761 30764 30773 30776 30779 30790 30798 30804 30818 30851 30859 30872 30893 30897 30910 30914 30915 30919 30955 30958 30966 30967 30970 30995 31010 31018 31019 31020 31041 31042 31044 31047 31049 31052 31053 31056 31061 31063 31067 31068 31071 31072 31076 31078 31093 31094 31105 31106 31113 31114 31116 31121 31125 31139 31140 31144 31148 31149 31151 31154 31169 31172 31174 31281 31284 31292 31325 31373 31391 31397 31399 31405 31412 31414 31416 31422 31448 31472 31489 31491 31507 31511 31537 31544 31556 31561 31570 31600 31613 31614 31630 31642 31650 31696 31698 31705 31716 31735 31744 31745 31748 31756 31760 31763 31776 31785 31787 31794 31795 31808 31812 31824 31830 31837 31849 31862 31870 31894 31904 31909 31928 31929 31933 31938 31941 31944 31954 31956 31957 31958 31961 31965 31967 31976 31977 31979 32008 32017 32019 32024 32039 32043 32061 32068 32070 32074 32087 32092 32094 32095 32096 32102 32106 32109 32115 32116 32120 32123 32127 32128 32133 32142 32145 32156 32170 32174 32192 32196 32198 32205 32219 32229 32232 32267 32270 32280 32286 32287 32288 32291 32293 32297 32306 32308 32310 32312 32321 32336 32339 32357 32364 32370 32383 32384 32406 32466 32472 32475 32479 32485 32496 32513 32522 32525 32536 32542 32580 32602 32604 32610 32613 32645 32651 32688 32765 32776 32788 32792 32793 32797 32831 32842 32852 32854 32875 32914 32921 32936 32953 33008 33039 33053 33061 33074 33076 33079 33091 33094 33097 33098 33100 33102 33108 33110 33111 33112 33113 33115 33120 33122 33127 33153 33184 33190 33191 33193 33211 33225 33273 33294 33295 33304 33306 33324 33325 33326 33338 33340 33351 33361 33366 33375 33396 33399 33408 33410 33412 33416 33417 33429 33430 33447 33469 33471 33490 33496 33506 33519 33539 33547 33578 33584 33620 33652 33689 33694 33716 33718 33722 33796 33800 33826 33837 33838 33849 33861 33888 33905 33910 33920 33935 33943 33959 33965 33968 33976 34004 34028 34041 34049 34054 34065 34086 34120 34134 34156 34160 34164 34181 34204 34213 34217 34257 34267 34270 34278 34288 34347 34376 34384 34394 34456 34457 34458 34464 34509 34520 34522 34526 34536 34538 34558 34577 34589 34599 34607 34624 34664 34680 34685 34724 34730 34745 34785 34789 34799 34823 34832 34836 34838 34864 34873 34875 34905 34907 34908 34912 34914 34941 34963 34972 34994 34997 35025 35061 35064 35077 35079 35080 35095 35104 35149 35163 35165 35180 35196 35226 35257 35293 35327 35362 35391 35424 35426 35440 35447 35474 35483 35529 35532 35541 35544 35600 35603 35635 35676 35687 35689 35706 35707 35715 35718 35723 35736 35745 35747 35756 35767 35768 35772 35796 35798 35801 35823 35836 35842 35849 35851 35862 35900 35923 35933 35940 35948 35954 35964 35967 35968 35973 35985 35989 35994 35999 36018 36036 36043 36047 36049 36079 36081 36082 36096 36104 36119 36121 36130 36140 36145 36177 36184 36196 36220 36231 36237 36240 36245 36260 36274 36282 36298 36341 36345 36351 36372 36391 36421 36424 36446 36452 36514 36525 36534 36563 36564 36575 36630 36650 36651 36668 36691 36711 36742 36757 36758 36762 36770 36804 36817 36850 36851 36855 36857 36866 36874 36878 36882 36886 36895 36919 36931 36936 36940 36942 36946 36949 36951 36960 36964 36983 37012 37020 37028 37031 37051 37055 37058 37063 37078 37082 37090 37099 37101 37111 37120 37125 37126 37129 37136 37137 37139 37145 37150 37154 37158 37164 37169 37170 37183 37184 37185 37188 37192 37195 37196 37197 37206 37214 37215 37224 37235 37236 37242 37248 37254 37264 37268 37270 37286 37290 37293 37298 37310 37311 37312 37314 37316 37320 37327 37333 37338 37343 37350 37358 37378 37407 37421 37445 37452 37460 37463 37481 37487 37493 37496 37497 37503 37536 37546 37548 37559 37566 37573 37582 37584 37585 37591 37592 37593 37609 37610 37612 37615 37616 37624 37629 37639 37648 37649 37650 37652 37654 37657 37662 37663 37669 37673 37676 37677 37680 37682 37688 37691 37692 37693 37696 37697 37700 37701 37714 37716 37723 37724 37729 37732 37746 37750 37754 37763 37764 37765 37768 37775 37776 37779 37780 37782 37787 37794 37795 37802 37805 37809 37810 37812 37814 37816 37824 37826 37827 37832 37842 37852 37854 37858 37860 37863 37864 37865 37867 37872 37877 37880 37881 37888 37890 37893 37894 37895 37898 37899 37901 37902 37903 37904 37905 37907 37910 37912 37913 37915 37916 37918 37919 37923 37924 37925 37927 37928 37935 37936 37937 37938 37940 37942 37946 37955 37956 37957 37960 37969 37978 37982 37990 38005 38014 38015 38016 38017 38018 38023 38024 38028 38032 38035 38036 38041 38044 38048 38049 38051 38063 38074 38077 38084 38087 38100 38101 38108 38110 38111 38114 38115 38130 38132 38134 38136 38137 38150 38156 38164 38167 38170 38171 38191 38193 38206 38208 38210 38216 38219 38240 38243 38248 38258 38270 38285 38296 38304 38348 38374 38385 38387 38394 38395 38401 38403 38406 38409 38410 38412 38424 38429 38434 38439 38440 38441 38443 38445 38446 38447 38451 38452 38453 38456 38457 38458 38462 38489 38492 38496 38532 38533 38535 38538 38544 38546 38558 38559 38560 38561 38570 38575 38577 38579 38580 38581 38586 38588 38595 38597 38600 38614 38625 38629 38630 38635 38655 38667 38719 38722 38724 38727 38730 38733 38734 38736 38738 38739 38740 38742 38744 38806 38817 38819 38821 38822 38828 38829 38831 38833 38839 38849 38855 38860 38893 38897 38906 38918 38925 38929 38933 38937 38941 38942 38950 38957 38958 38967 38976 38977 38984 38995 38996 39001 39003 39006 39015 39023 39025 39031 39050 39052 39075 39085 39096 39100 39110 39124 39130 39131 39132 39133 39137 39141 39143 39149 39156 39158 39159 39162 39163 39168 39170 39172 39174 39176 39177 39179 39182 39183 39186 39187 39189 39193 39194 39195 39200 39201 39202 39204 39206 39208 39209 39211 39214 39215 39217 39218 39220 39224 39227 39232 39233 39234 39236 39237 39239 39240 39243 39244 39246 39248 39251 39254 39257 39260 39263 39267 39279 39288 39289 39295 39303 39304 39306 39307 39310 39311 39314 39315 39316 39323 39324 39327 39329 39334 39335 39336 39337 39341 39342 39347 39348 39352 39354 39355 39356 39364 39373 39374 39375 39384 39386 39387 39388 39394 39402 39410 39418 39420 39434 39439 39440 39447 39457 39473 39476 39477 39479 39483 39484 39485 39486 39490 39491 39502 39513 39519 39520 39523 39525 39527 39536 39539 39541 39555 39562 39563 39569 39579 39593 39601 39607 39608 39611 39618 39619 39625 39628 39635 39638 39640 39645 39649 39654 39671 39674 39675 39676 39679 39681 39685 39689 39692 39695 39696 39699 39701 39702 39706 39707 39712 39715 39716 39720 39729 39730 39732 39738 39739 39740 39741 39742 39744 39751 39757 39762 39763 39764 39765 39767 39769 39772 39774 39791 39792 39793 39794 39806 39808 39819 39821 39822 39823 39824 39827 39830 39831 39832 39833 39834 39838 39840 39844 39853 39857 39863 39864 39866 39872 39876 39877 39882 39885 39890 39893 39894 39898 39904 39907 39917 39918 39921 39922 39926 39936 39953 39970 39976 39982 39986 39990 39997 40002 40005 40012 40014 40018 40029 40030 40033 40034 40035 40045 40049 40067 40068 40079 40093 40108 40110 40121 40122 40124 40133 40136 40141 40144 40158 40162 40167 40195 40208 40212 40213 40223 40230 40239 40242 40274 40285 40306 40342 40345 40366 40374 40380 40381 40382 40416 40421 40458 40465 40469 40477 40486 40508 40519 40528 40544 40545 40548 40584 40590 40595 40599 40605 40606 40617 40622 40643 40651 40652 40658 40659 40660 40664 40672 40677 40679 40685 40699 40704 40709 40723 40724 40726 40727 40743 40782 40783 40786 40788 40790 40795 40807 40814 40826 40838 40844 40859 40872 40904 40906 40922 40943 40955 40959 40963 40975 40984 40993 41002 41018 41038 41051 41071 41072 41076 41077 41078 41080 41081 41083 41084 41085 41086 41105 41113 41122 41136 41145 41147 41164 41169 41172 41176 41200 41228 41235 41239 41256 41269 41272 41277 41280 41288 41320 41325 41337 41341 41343 41352 41361 41371 41374 41379 41383 41393 41397 41412 41414 41428 41429 41437 41441 41449 41450 41459 41460 41465 41471 41473 41474 41475 41478 41480 41481 41483 41497 41505 41506 41507 41508 41510 41512 41513 41515 41516 41523 41524 41534 41542 41548 41553 41556 41557 41562 41563 41565 41574 41575 41584 41585 41599 41601 41606 41607 41612 41615 41622 41629 41632 41633 41634 41637 41641 41643 41661 41663 41664 41665 41666 41672 41677 41678 41682 41689 41692 41704 41705 41707 41709 41732 41737 41738 41740 41743 41747 41750 41752 41755 41756 41757 41764 41775 41810 41812 41815 41822 41842 41843 41847 41852 41853 41855 41867 41875 41882 41891 41896 41916 41917 41922 41939 41941 41942 41943 41947 41957 41960 41962 41963 41964 41972 41973 41976 41979 41982 41983 41995 41997 41998 41999 42010 42011 42012 42015 42017 42018 42019 42020 42021 42023 42025 42026 42027 42028 42029 42040 42042 42047 42059 42064 42067 42071 42072 42075 42076 42077 42079 42080 42091 42100 42109 42113 42116 42120 42146 42157 42173 42177 42181 42183 42189 42190 42192 42213 42220 42221 42223 42236 42237 42242 42248 42250 42253 42268 42270 42275 42277 42278 42279 42291 42300 42318 42328 42356 42362 42366 42368 42371 42374 42375 42380 42383 42385 42392 42394 42395 42396 42398 42402 42405 42406 42407 42408 42410 42416 42417 42423 42426 42428 42434 42438 42439 42449 42457 42458 42460 42464 42465 42470 42477 42483 42486 42489 42492 42495 42496 42500 42503 42511 42522 42525 42550 42555 42558 42560 42568 42579 42587 42591 42595 42600 42604 42605 42606 42611 42617 42618 42622 42623 42628 42633 42640 42645 42647 42652 42655 42656 42657 42658 42660 42661 42663 42672 42673 42674 42677 42678 42682 42684 42687 42692 42694 42696 42698 42714 42719 42727 42728 42730 42734 42736 42738 42740 42746 42747 42763 42770 42800 42807 42808 42811 42812 42814 42831 42832 42836 42837 42848 42858 42861 42869 42874 42883 42889 42891 42892 42897 42899 42900 42902 42911 42912 42924 42932 42934 42944 42947 42948 42953 42954 42955 42956 42959 42972 42976 42977 42979 42980 42981 42982 42984 42985 42987 42989 42990 42991 42994 43010 43011 43012 43013 43014 43018 43021 43027 43032 43033 43035 43036 43037 43038 43043 43057 43059 43062 43067 43072 43073 43074 43086 43088 43093 43095 43097 43099 43101 43115 43117 43119 43127 43137 43140 43141 43146 43152 43153 43165 43183 43199 43201 43205 43206 43210 43211 43219 43222 43224 43225 43233 43238 43242 43246 43249 43253 43270 43272 43276 43286 43299 43305 43307 43313 43315 43317 43320 43321 43323 43326 43329 43333 43336 43338 43342 43345 43349 43356 43359 43365 43369 43372 43375 43376 43377 43378 43383 43391 43392 43403 43405 43408 43412 43414 43416 43418 43419 43420 43425 43429 43430 43440 43443 43444 43455 43457 43458 43460 43463 43469 43474 43483 43488 43495 43497 43498 43507 43510 43516 43521 43531 43537 43538 43539 43540 43548 43551 43561 43592 43601 43608 43630 43647 43649 43659 43676 43688 43689 43699 43700 43702 43706 43714 43716 43720 43727 43754 43764 43796 43797 43809 43843 43850 43852 43856 43881 43882 43890 43912 43959 43969 43971 43975 43985 43996 44037 44039 44040 44043 44044 44046 44051 44054 44059 44060 44068 44074 44075 44076 44081 44085 44086 44088 44089 44093 44096 44101 44114 44119 44124 44136 44160 44180 44184 44187 44192 44194 44198 44204 44205 44226 44227 44230 44248 44252 44256 44258 44264 44291 44293 44299 44310 44312 44313 44316 44319 44321 44329 44341 44344 44352 44354 44356 44357 44359 44360 44363 44366 44368 44371 44378 44385 44386 44389 44393 44401 44407 44411 44434 44435 44436 44441 44451 44454 44461 44469 44478 44494 44499 44508 44544 44584 44585 44591 44616 44622 44626 44637 44643 44709 44737 44754 44768 44785 44822 44833 44844 44862 44879 44887 44892 44903 44931 44960 44974 44993 45029 45032 45041 45056 45057 45093 45095 45096 45098 45105 45129 45132 45144 45150 45154 45159 45168 45176 45187 45193 45233 45247 45249 45253 45256 45272 45308 45332 45359 45363 45374 45394 45408 45442 45448 45486 45490 45505 45525 45538 45549 45560 45566 45567 45583 45589 45602 45627 45628 45643 45654 45672 45676 45689 45699 45716 45725 45729 45746 45752 45757 45784 45786 45791 45800 45801 45802 45808 45809 45819 45835 45858 45865 45925 45927 45932 45964 45979 45983 45992 46022 46027 46071 46081 46084 46091 46096 46113 46131 46181 46193 46199 46203 46217 46238 46281 46294 46295 46299 46318 46320 46343 46366 46367 46368 46380 46385 46419 46430 46436 46459 46470 46481 46482 46507 46523 46529 46538 46571 46572 46615 46637 46722 46744 46765 46767 46800 46802 46830 46835 46842 46845 46901 46903 46908 46915 46921 46935 46939 46977 46979 46982 47013 47021 47025 47028 47031 47033 47052 47068 47090 47101 47107 47110 47112 47116 47117 47121 47124 47126 47127 47135 47136 47156 47168 47169 47170 47183 47188 47205 47212 47216 47246 47263 47292 47298 47299 47301 47334 47338 47342 47349 47353 47357 47377 47385 47410 47418 47440 47459 47465 47477 47481 47498 47504 47518 47525 47535 47543 47574 47593 47595 47598 47600 47610 47622 47644 47647 47648 47667 47669 47671 47672 47676 47681 47682 47684 47685 47686 47688 47690 47692 47703 47706 47712 47714 47717 47725 47727 47739 47740 47742 47747 47753 47755 47760 47763 47769 47775 47777 47779 47781 47782 47788 47796 47797 47807 47820 47824 47825 47827 47828 47830 47831 47845 47855 47866 47873 47889 47914 47916 47921 47927 47932 47947 47969 47970 47971 47977 47978 47979 47980 47986 47993 48005 48014 48017 48021 48027 48037 48040 48064 48065 48072 48088 48094 48101 48105 48106 48122 48124 48134 48143 48169 48186 48203 48210 48220 48293 48295 48299 48311 48319 48326 48334 48355 48390 48413 48414 48417 48421 48423 48425 48429 48440 48441 48442 48447 48455 48491 48497 48505 48526 48531 48533 48534 48537 48546 48552 48562 48565 48568 48587 48589 48591 48606 48613 48628 48630 48636 48660 48687 48709 48731 48749 48761 48763 48767 48811 48844 48845 48856 48867 48872 48874 48876 48879 48880 48883 48884 48888 48896 48900 48910 48918 48933 48962 48963 48967 48979 48986 48993 49026 49027 49047 49049 49099 49109 49114 49121 49138 49147 49149</spatial><footprint ivo-id="ivo://ivoa.net/std/moc">https://cdsarc.cds.unistra.fr/viz-bin/moc/V/14?format=ascii</footprint><waveband>Optical</waveband></coverage><tableset><schema><name>default</name><table><name>V/14/catalog</name><description>Estimated astrophysical parameter data</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>LID</name><description>*Designation of the star (see "codes.txt" file)</description><ucd>meta.id;meta.main</ucd><dataType xsi:type="vs:VOTableType" arraysize="10*">char</dataType></column><column><name>m_LID</name><description>[1234DV] Multiplicity, variability or duplicity</description><ucd>meta.code.multip</ucd><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>(b-y)0</name><description>Dereddened Stroemgren index (b-y)</description><unit>mag</unit><ucd>phot.color;em.opt.B;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>(c1)0</name><description>Dereddened Stroemgren index c1 = (u-v)-(v-b)</description><unit>mag</unit><ucd>phot.color.reddFree</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>(m1)0</name><description>Dereddened Stroemgren index m1 = (v-b)-(b-y)</description><unit>mag</unit><ucd>phot.color.reddFree</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Hbeta</name><description>? Dereddened Stroemgren H{beta} index</description><unit>mag</unit><ucd>phot.mag.reddFree;em.line.Hbeta</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>[c1]</name><description>Extinction-independent Stroemgren index</description><unit>mag</unit><ucd>phot.color.reddFree</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>[m1]</name><description>Extinction-independent Stroemgren index</description><unit>mag</unit><ucd>phot.color.reddFree</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>[u-b]</name><description>Extinction-independent Stroemgren index</description><unit>mag</unit><ucd>phot.color.reddFree</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>E(b-y)</name><description>Derived color excess in (b-y)</description><unit>mag</unit><ucd>phot.color.excess</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>dm1</name><description>Deviation of dereddened m1 index from ZAMS</description><unit>mag</unit><ucd>phot.mag;arith.diff</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>dc1</name><description>? Deviation of dereddened c1 index from ZAMS</description><unit>mag</unit><ucd>phot.mag;arith.diff</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>SpG</name><description>Spectral group: B, A*, A, F, AM, AP</description><ucd>meta.id</ucd><dataType xsi:type="vs:VOTableType" arraysize="3*">char</dataType></column><column><name>MKsp</name><description>Spectral classification of the star</description><ucd>src.spType</ucd><dataType xsi:type="vs:VOTableType" arraysize="9*">char</dataType></column><column><name>Mv</name><description>? Estimated visual absolute magnitude</description><unit>mag</unit><ucd>phys.magAbs;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>theta</name><description>? Estimated effective temperature (5040/T)</description><ucd>phys.temperature.effective</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>log.g</name><description>? Estimated gravity</description><unit>log(cm.s**-2)</unit><ucd>phys.gravity</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>[Fe/H]</name><description>? Estimated metallicity (relative to solar)</description><unit>log(Sun)</unit><ucd>phys.abund.Z</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>SimbadName</name><description>Simbad column added by the CDS</description><ucd>meta.id</ucd><dataType xsi:type="vs:VOTableType" arraysize="21*">char</dataType></column><column><name>Refs</name><description>Bibliographical references to original data</description><ucd>meta.bib</ucd><dataType xsi:type="vs:VOTableType" arraysize="11*">char</dataType></column><column><name>_RA</name><description>Simbad column added by the CDS</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd><flag>nullable</flag></column><column><name>_DE</name><description>Simbad column added by the CDS</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd><flag>nullable</flag></column></table></schema></tableset></ri:Resource>