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<ri:Resource created="2000-05-02T18:04:50Z" 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>BV photometry for components of HIP doubles</title><shortName>J/A+A/356/141</shortName><identifier>ivo://CDS.VizieR/J/A+A/356/141</identifier><altIdentifier>doi:10.26093/cds/vizier.33560141</altIdentifier><curation><publisher ivo-id="ivo://CDS">CDS</publisher><creator><name>Fabricius C.</name></creator><creator><name>Makarov V.V.</name></creator><date role="Updated">2017-10-05T11:16:19Z</date><date role="Created">2000-05-02T18:04:50Z</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>multiple-stars</subject><subject>visible-astronomy</subject><subject>broad-band-photometry</subject><description>Using observations obtained with the Tycho instrument of the ESA Hipparcos satellite, a two-colour photometry is produced for components of more than 7000 Hipparcos double and multiple stars with angular separations 0.1 to 2.5 arcsec. We publish 9473 components of 5173 systems with separations above 0.3 arcsec. The majority of them did not have Tycho photometry in the Hipparcos catalogue. The magnitudes are derived in the Tycho B_T and V_T passbands, similar to the Johnson passbands. Photometrically resolved components of the binaries with statistically significant trigonometric parallaxes can be put on an HR diagram, the majority of them for the first time.</description><source format="bibcode">2000A&amp;A...356..141F</source><referenceURL>https://cdsarc.cds.unistra.fr/viz-bin/cat/J/A+A/356/141</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></relationship></content><rights>https://cds.unistra.fr/vizier-org/licences_vizier.html</rights><capability><interface 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27826 27850 27856 27875 27884 27901-27902 27922 27924 27926 27941 27952 27964 27993 28011 28014 28018-28019 28046 28061 28066 28117 28124 28128 28146 28149 28168 28179 28181 28186 28189 28198-28199 28252 28270 28273 28276 28294-28295 28329 28347 28349 28352 28384 28443 28448-28449 28456 28472 28481 28489 28510 28544-28545 28556 28582 28630 28645 28653 28655 28663 28670 28679 28681 28684 28691 28696 28702 28707 28709 28711 28714 28731 28761 28768 28791 28797 28809 28817 28836 28838 28842 28850 28859 28869 28873 28875 28882 28896 28934 28941 28943 28965 28979 29001 29010 29025 29040 29069 29073 29091-29092 29103 29108 29119 29121 29127 29144 29150 29179 29193 29195 29199-29201 29206 29212 29226 29239 29259 29278 29288-29289 29299 29309 29313 29318 29327 29345 29365 29376-29377 29380 29384 29390 29414 29423 29429 29439 29456 29479 29490 29540 29545 29550 29554 29578 29604 29606 29612-29613 29633 29640 29661 29678 29697 29737 29747 29752-29753 29755 29775 29797 29805 29815 29837 29848 29866 29923 29941 29948 29968 29972 29996 30001 30024 30034 30047 30050 30082 30087 30093 30105 30121 30123 30167 30187 30204 30209 30226 30275 30298 30307 30323 30349 30366 30374 30383 30385 30412 30438 30447-30448 30459 30473 30496 30523 30525 30546 30559 30565 30570 30585-30586 30597 30638 30643 30646 30665 30702 30706 30712-30713 30716-30717 30733 30757 30813 30822 30829 30834 30863 30868 30910 30914 30916 30918 30922 30936 30942 30966 30976 30978 30993 31039 31061 31073 31098-31099 31102 31112 31121-31122 31124 31133 31139 31154 31163 31179 31190 31204 31228 31246 31258 31261 31270 31272 31274 31284 31298 31322 31326 31337-31338 31368 31380 31394 31402 31415 31420 31439 31456 31463 31465 31480 31482 31491 31494 31518 31527-31528 31541 31565 31570 31576-31577 31579 31581 31589 31638 31684 31721 31723 31726 31742 31745 31751 31754 31757 31763 31773-31774 31802 31826 31839-31841 31843 31846 31856 31858 31870 31884 31934 31948 31951 31954 31967 31980-31981 31988-31989 32004-32005 32010 32018 32020 32024 32028 32056 32058 32061 32070-32071 32084 32086 32088 32097 32100 32103 32110-32111 32116 32128 32132 32142 32144 32166 32169 32178-32179 32194 32200 32204 32221 32225 32234 32238 32244 32257 32263 32274 32279 32282 32287 32299 32309 32321 32324 32336-32337 32344 32375 32406 32412 32416 32444 32453 32462 32485 32503 32516 32536 32540 32547 32551 32574 32577 32582 32589-32590 32593 32602 32608 32619 32650 32657 32660-32661 32674 32678 32689 32695 32720 32741 32745 32756 32763 32765 32790 32792 32795 32802 32815 32838 32843 32845 32847 32861 32865 32874 32889 32896 32918 32920 32938-32939 32945 32947 32951 32999 33003 33035 33065 33099-33100 33145 33177-33178 33196 33216 33219 33231 33248 33255 33272-33273 33281 33297 33314 33316 33320 33334 33340-33341 33356 33366 33397 33409 33422 33430 33433 33436 33447 33452 33458 33463 33471 33477 33498 33511 33514-33515 33517 33541 33557 33559 33561 33574 33580 33614 33617 33628 33657 33667 33689 33693 33696 33701 33721 33742 33750 33756 33766 33775 33785 33787 33797 33803 33809 33812 33816 33831 33834 33852 33875-33877 33890 33916 33925 33927 33929 33933 33935 33944 33950-33951 33958-33959 33965 33970 33977 33986-33987 33990-33991 33995 34020 34024-34025 34036 34049 34052 34058 34060 34064 34067 34075-34076 34096 34129 34133-34134 34141 34155 34157 34167 34170 34180 34186 34195 34204 34212-34213 34242 34246 34258 34265 34268 34278 34295 34299 34303 34331 34342 34351 34354 34369 34375-34376 34383 34387 34395 34403 34410 34432 34441 34448 34455 34464-34465 34472 34480 34482 34517-34519 34537 34586 34594-34595 34621 34633 34636 34638 34643 34652 34694 34721 34725 34733 34736 34740 34759 34778 34785 34789 34803 34812 34822 34828 34831-34832 34841 34866 34869 34880 34899 34914 34928 34930 34942 34952 34959 34968 34999 35022 35033 35038-35039 35053 35061 35072-35073 35081 35083 35091 35109 35128 35161 35163 35165 35170 35207 35210 35212 35215-35216 35267 35283 35291 35294 35298 35311 35318 35330 35342-35343 35350-35351 35361 35363 35367 35398 35421 35424 35426 35436-35437 35441-35442 35452 35488 35491 35498 35500 35509 35522 35528-35530 35555 35577 35585 35593 35602 35618 35628 35633 35637 35647 35689 35699 35728 35749-35750 35760 35808 35814 35816 35832-35833 35856 35874-35875 35877 35920 35929-35930 35939 35941 35992 36009-36010 36012 36024 36069 36086 36099 36103 36120 36122 36154 36169 36177 36191 36203 36223 36232 36269 36297 36302 36335 36347 36360 36372 36390 36396 36429 36436 36454 36479 36481 36486 36525 36530 36545 36562 36565 36591 36604 36619 36622 36635 36642 36659 36669 36672 36684 36689 36695 36714 36719 36734 36748 36755 36777 36781-36782 36791 36813 36817 36830 36841 36865 36885 36938 36940 36944 36954 36970 36981 37022 37042 37050-37051 37057 37061 37068 37070 37075 37090 37092-37093 37104 37120 37125 37132 37134 37142 37145 37153 37162 37169-37170 37186-37187 37199 37203 37212-37214 37230 37233 37239 37241-37242 37248-37249 37256 37259-37260 37264-37265 37268 37277-37278 37281 37284 37301 37303 37307-37308 37310 37314 37320 37330 37336 37345 37349-37350 37355 37359 37368-37369 37374 37394 37402 37407 37413 37439 37448 37452 37464 37478 37488 37499 37504 37521 37526 37531 37538 37543 37548 37559 37572 37575 37582 37589 37593 37606-37607 37618 37623 37627 37629 37633 37641-37642 37650 37652 37654 37661 37669 37673 37676 37688 37690 37693 37699 37712 37723 37725 37732 37745 37748 37755-37756 37760 37764 37771 37774 37778 37780 37790 37796 37801 37804 37808 37816 37827 37831 37837-37839 37853 37856 37864-37865 37868 37874 37877 37886 37888 37897 37899 37905 37910 37912-37913 37915 37918 37926 37928 37930 37935-37936 37941 37954 37958 37966 37970 37975 37982 37986 37990 38012 38016-38017 38023 38032 38044 38047 38051 38056 38068 38071 38073-38074 38079 38095-38096 38100 38105 38108 38117 38119 38128 38130 38135 38147-38149 38154 38156 38162 38166 38168 38177 38187-38188 38194-38195 38198 38204 38206 38208 38213 38215 38228-38229 38231 38258 38275 38278 38280 38285 38291 38302 38309 38336-38337 38374-38375 38379 38388 38393 38397 38401 38403 38411 38413 38416 38421 38428 38440-38441 38452 38475 38480 38489 38500 38505-38506 38517 38529 38535 38538 38552 38556 38558 38564 38574 38585-38586 38593 38600 38605 38631 38648 38651 38667 38681 38699 38709 38724 38733 38736 38777 38784 38789 38806 38810 38814 38816 38821 38825 38831 38834 38838 38855 38864 38896 38902 38906 38912 38933 38936 38941 38947 38957 38959 38965 38982 38985 39001-39002 39005 39008 39030 39044 39055 39057 39062-39063 39072 39086-39087 39092 39099 39112 39122 39133 39146 39154 39169 39182 39187 39189 39197 39204-39206 39209 39217 39226 39233 39235 39244 39249 39251 39256 39258 39263 39267-39268 39273 39275 39281-39282 39285 39290 39294 39297 39303 39305 39310 39317 39325 39329 39331 39336 39355 39361 39366 39373-39374 39395 39404-39405 39408 39423 39426-39428 39430-39431 39439-39441 39445 39453 39457-39458 39478 39482 39487 39490 39498-39499 39505 39508 39514-39515 39517 39523 39532-39533 39563 39582 39594-39595 39604 39619 39621 39626 39638 39645-39646 39649-39650 39654 39661-39662 39668 39682 39692 39696 39706-39707 39709 39714 39726 39730 39732 39736 39739 39747 39751 39756 39764-39766 39779 39781-39782 39785 39791 39793-39794 39798 39810 39834-39836 39851-39854 39874-39875 39880 39893 39909-39910 39914 39920 39931 39934 39937 39944 39949-39950 39957 39974 40010 40014 40038 40046-40047 40049 40055 40067 40069-40070 40090 40105 40109 40117 40119-40120 40127 40135 40146 40160 40162 40198-40199 40208 40210 40213 40221 40225 40232 40247 40257 40259 40271 40274 40291-40292 40331 40338 40362 40373 40386 40391 40404 40418 40463 40468-40469 40472 40478 40483 40485 40515 40523 40542-40543 40545 40564 40566 40573 40581 40586 40613 40622 40634 40652 40657-40658 40681 40688 40704 40708 40755 40772 40788 40795 40813-40814 40820 40823 40836 40855 40858 40862 40873 40889 40892 40896 40906 40962 40980-40981 40995 41007 41015 41022 41062 41066 41084 41100 41117 41127 41129 41142-41143 41167 41174-41175 41178 41186 41191 41202 41205 41211 41215 41228 41230 41235 41237 41239 41251 41254 41258 41263 41269 41272 41277 41290-41291 41312 41326 41338 41342 41354 41356-41357 41369 41373 41376 41378-41379 41381 41384 41386 41393-41395 41397 41409-41410 41426-41427 41429 41436 41443-41444 41446 41462-41464 41473 41475 41478 41494 41498 41507-41508 41516 41520 41524-41525 41530 41532 41534 41549 41556-41557 41580 41584 41587 41589 41593 41596 41605 41607-41608 41615-41616 41619-41621 41623 41627-41628 41631 41633-41634 41651-41653 41657 41659 41665-41666 41668-41670 41672-41673 41675 41678 41682 41688 41696-41697 41699 41701 41704-41705 41711 41721 41729 41734 41737-41738 41744 41746-41747 41755 41757 41762 41770 41774 41778 41785-41786 41793-41794 41798 41804 41810 41813 41816-41817 41820 41839 41870 41883 41886 41897 41901 41909 41914-41915 41925 41936 41941 41943 41947 41951 41957 41965 41977 41983 41997 42010 42024 42029 42032-42033 42036 42043 42056 42060 42064 42068 42083 42091 42093 42100 42104 42107 42110 42113 42115 42130 42139 42143 42149-42150 42155 42180-42181 42198 42207 42213 42216-42217 42224 42227 42244 42252 42255 42269 42271 42285 42291-42293 42303-42304 42315-42316 42323 42336 42342-42343 42347 42359 42362 42364 42371 42382 42386 42394 42396 42399 42410 42422 42438 42442 42454 42457 42479 42482 42504 42506 42509 42526 42553 42583 42597 42610 42613 42615 42620 42624 42629 42632 42640-42642 42645 42652 42661 42664 42666 42671 42682 42685 42690-42691 42693 42698 42700 42707 42714-42715 42718 42724 42734-42735 42750 42762 42769 42780 42791 42810 42814 42824 42829 42832 42840 42854 42868 42874 42889 42894 42896 42901-42902 42905 42908 42951 42972 42974 42977 42980 42982 42987 42989 42994 43008 43016-43017 43023 43026 43031-43032 43043-43044 43049 43057-43058 43062-43063 43082-43083 43093 43102-43103 43106-43108 43112 43129 43132 43142 43146 43150 43154-43155 43157 43164 43167 43178 43183 43190 43192 43201-43202 43206 43210 43214-43215 43218 43222 43226 43230 43242-43243 43246 43252 43261 43270-43271 43274 43277 43279 43289 43294 43297 43304 43312 43319 43322 43328 43331 43335 43344 43352 43357 43368 43375 43391 43393 43396 43398 43409 43437 43440 43461 43475 43483 43494 43497-43498 43507 43515 43523 43528 43536 43538 43540 43554 43559 43563 43582 43608 43612 43614-43615 43640 43650 43663 43673 43687 43690 43693 43703 43723 43744 43772 43780 43787 43800 43810 43831 43833 43852 43856 43861 43869 43877-43878 43882 43889 43892 43896-43897 43912 43948 44000 44025 44033 44038 44040 44050 44056 44065 44069 44076 44082 44101 44109 44113-44114 44118 44123 44127 44131 44136 44152 44161 44171 44178 44182 44184 44188 44207 44212 44220-44221 44227 44235 44245 44255 44258 44291 44296 44299 44306 44311 44317 44326 44330 44333 44351 44358 44378 44385 44393 44408 44410 44417 44436 44443 44447 44451 44477 44485 44492 44494 44508 44517 44532 44544 44550 44554-44555 44558 44560 44572 44585 44588 44612 44614 44631 44639 44643 44678 44716 44737 44753 44811 44844 44850 44868 44889 44917 44919 44936 44945 44950 44960 44976 44981 44994 44998-45000 45008 45010 45013-45014 45016 45028 45060 45085 45099 45103 45111 45118 45124 45126 45145-45146 45165 45174 45176 45181 45223 45225 45232 45237 45254 45269 45294 45298-45299 45301-45302 45315-45316 45318-45319 45360 45370 45375 45400 45410 45433 45445 45451 45460 45475 45489 45516 45518 45523 45548 45564 45569-45571 45575 45579 45583 45594 45600 45602-45603 45606 45616 45632 45642 45662-45663 45678-45679 45689-45690 45694 45710-45711 45716 45726 45742 45750 45764 45767 45791-45792 45798-45799 45803 45808 45822-45823 45826 45835-45836 45838 45849 45854 45860 45869 45874 45877 45879 45888 45930 45934 45941-45944 45978 45990 46009-46010 46020-46021 46028 46035 46039 46048 46063 46066 46076 46078 46085 46090 46093 46111 46115 46118 46125 46143 46154-46155 46170 46180 46185 46207 46211 46214 46218 46235 46241 46245 46252 46264 46276 46291 46300 46303 46307 46330 46342 46346 46358-46359 46362-46363 46368 46374 46381-46382 46395 46403 46409 46417 46426 46433-46434 46438 46446 46463-46464 46471 46473 46480-46482 46485 46495 46532 46535 46538 46544-46545 46548 46554 46563 46570 46575 46582 46596 46599 46630 46632 46635 46646 46648 46651 46682 46704 46711 46713 46738 46749 46767-46768 46773 46778 46780 46790 46797 46799 46812-46813 46818 46855-46856 46859 46865 46892 46917 46925 46977 46983 47021 47040 47092 47106 47114 47120-47121 47143 47149 47165 47176 47185 47188-47189 47204 47211 47226 47228 47235 47244 47249 47261 47263-47264 47266 47269 47290 47292 47302-47303 47324 47332 47360 47367 47380-47381 47385 47388 47399 47412 47417 47427 47457 47459 47463 47486 47490 47505 47507 47529 47531 47535 47541 47548 47561 47567-47568 47576 47587-47588 47606 47610 47625 47627 47634 47649-47650 47661 47664 47666 47677 47680 47707 47709 47717 47729 47736 47742 47754 47756 47765 47772-47773 47777 47783-47784 47791 47833 47837 47852-47853 47856 47858-47861 47865 47881 47896-47897 47919 47934 47949 47965 47970 47998 48004 48021 48027 48029 48031-48032 48037 48043 48047 48050 48084 48088 48099 48128 48146 48157 48173 48176 48187 48199 48227 48229 48231 48248-48249 48253-48254 48274 48289 48319 48323 48337 48341 48352 48359 48400 48425 48438 48457 48488-48489 48497 48528 48537 48552 48575 48579 48595 48599 48601 48608 48616 48625 48644 48683 48709 48722 48745 48748-48749 48767 48779 48804 48845 48853 48855-48856 48858 48886 48897 48977 49000 49006 49101 49121-49122</spatial><spectral>3.4014663096393355e-19 6.298446873438916e-19</spectral><footprint ivo-id="ivo://ivoa.net/std/moc">https://cdsarc.cds.unistra.fr/viz-bin/moc/J/A+A/356/141?format=ascii</footprint><waveband>Optical</waveband></coverage><tableset><schema><name>default</name><table><name>J/A+A/356/141/catalog</name><description>*Catalogue of B_T_, V_T_ magnitudes for individual components.</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>Hipparcos (Cat. I/239) identification number</description><ucd>meta.id;meta.main</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>m_HIP</name><description>Component identification letter</description><ucd>meta.code.multip</ucd><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>Nc</name><description>[1/4] Number of resolved components</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>Hp</name><description>Hipparcos Hp magnitude from DMSA (1)</description><unit>mag</unit><ucd>phot.mag;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_Hp</name><description>Standard error of Hp from DMSA (1)</description><unit>mag</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>RefC</name><description>Reference component id letter</description><ucd>meta.ref;pos.frame</ucd><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>Sep</name><description>[0.3/12.5]? Separation from DMSA (1)</description><unit>arcsec</unit><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>PA</name><description>[0,360[? Position angle from DMSA (1)</description><unit>deg</unit><ucd>pos.posAng</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>BTmag</name><description>Observed B_T_ magnitude</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>Standard error of B_T_ magnitude</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>Observed V_T_ magnitude</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>Standard error of V_T_ magnitude</description><unit>mag</unit><ucd>stat.error;phot.mag;em.opt.V</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>S/N</name><description>[4/900] Signal-to noise ratio</description><ucd>stat.snr;instr.det.noise</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Simbad</name><description>Simbad column added by the CDS</description><ucd>meta.ref.url</ucd><dataType xsi:type="vs:VOTableType" arraysize="*">char</dataType></column><column><name>_RA</name><description>Right Ascension (J2000) from SIMBAD (not part of the original data)</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd></column><column><name>_DE</name><description>Declination (J2000) from SIMBAD (not part of the original data)</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd></column></table></schema></tableset></ri:Resource>