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%projecttitle%title%{plant}%{previous-folio-num}%{locmach}%{folio}%num-plan%{indexrev}%{folio-total}%{version}%{next-folio-num}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parVérifié parLe présent document ne peut être ni reproduit ni communiqué aux tiers sans notre autorisation%{projecttitle}PAGE DE 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%projecttitle%{title}%{version}%{plant}%{locmach}%{folio}%num-plan%{indice}Rev.DateModification%{previous-folio-num}%{next-folio-num}//tfe-fpsbg/svr_fic/GroupesTravail/GT479/POLE TECHNIQUE/TRAVAUX/Câble/Compteur d'eau usine chateau-2020/Surveillance utilités bâtiment B1 (Château).qetA01/07/202010:43Ag38295AGSurveillance utilités bâtiment B1 (Château)AGUSINE/RESEAU/SURVEILLANCE UTILITEESQElectrotech 0.8Création du coffret13/03/20205;5;10;5summarySELECT folio, title, indexrev, date FROM project_summary_view
Sans Serif,9,-1,5,50,0,0,0,0,0
AlignHCenter
AF2SCHNEIDERA9F746021Disjoncteur PH/N IC60N 2A courbe C2A courbe CAF21AF2label2A courbe Ccomment1F1SCHNEIDERA9F752021Disjoncteur biphasé IC60N 2A courbe D2A courbe D1F111F1label2A courbe Dcomment1AL1ELCALE24011Alimentation stabilisée 24V 30W 1.25A24V - 1.5A1AL111AL1label24V - 1.5AcommentlabelXP:1%p10%tSTANDARD%hW1%nBr%b%r0%z%s30XP:1labellabel2-2label2-2labellabelXP:2%p20%tSTANDARD%hW1%nBu%b%r0%z%s30XP:2label1AR1Weidmuller2506090000Bloc de jonction de distribution SET AAP11 6/1.5/12C12 bornes rouge et 12 bornes bleues11AR1label12 bornes rouge et 12 bornes bleueslabel1-5label24Vdctension-protocol2A1SCHNEIDERTM251MESE1Automate TM251%FA112A1labelIP: 10.223.11.1332A2SCHNEIDERTM3DI8G1Carte 8 entrées TOR 24V à ressort24V - 1.5A%FA212A2label24V - 1.5Acomment1-4label0vtension-protocol3-1label3-1labellabelRéseau usine
Baie B1 prise 72 port 21WETHxxxxxx1Cordon RJ45 droit 50cm1WETHlabelXETHHAGERTN001SConnecteur RJ45 cat. 5e pour Grade 1 + support modulaire1XETHlabel17X:17%p170%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:17label5X:5%p50%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:5label18X:18%p180%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:18label7X:7%p70%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:7label13X:13%p130%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:13label22X:22%p220%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:22label19X:19%p190%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:19label23X:23%p230%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:23label1X:1%p10%tSTANDARD%hW2%nBr%b%r0%z%s30X:%sequ_1X:1label9X:9%p90%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:9label2A22A22A2label21X:21%p210%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:21label24X:24%p240%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:24label2-18label0vtension-protocol6X:6%p60%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:6labelCPTEVCompteur eau de villeCPTEVlabelCompteur eau de villecomment2-18label24Vdctension-protocol2X:2%p20%tSTANDARD%hW2%nBc%b%r0%z%s30X:%sequ_1X:2label20X:20%p200%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:20label3X:3%p30%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:3label4X:4%p40%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:4label10X:10%p100%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:10label14X:14%p140%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:14label11X:11%p110%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:11label8X:8%p80%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:8label15X:15%p150%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:15label12X:12%p120%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:12label16X:16%p160%tSTANDARD%h%n%b%r0%z%s30X:%sequ_1X:16labelWAGO2202-1301Bornes de passage pour 3C / 2.5mm avec poussoir26WAGO793-5502Marquage WMB horizontal extensible 1...101XP#7777771#5555551-2L1L1BrBr2#5555551-2L2L2BuBuW1WAGO793-5503Marquage WMB horizontal extensible 11...201W1W1label3G1.5AlimentationX#7777771#5555553-224L124L1BrBr2#5555553-2I0I0BcBc3#5555553-324C024C0W24#5555553-424L124L15#5555553-4I1I16#5555553-424C024C07#5555553-524L124L18#5555553-5I2I29#5555553-624C024C010#5555553-724L124L111#5555553-7I3I312#5555553-724C024C013#5555553-824L124L114#5555553-8I4I415#5555553-924C024C016#5555553-1024L124L117#5555553-10I5I518#5555553-1024C024C019#5555553-1124L124L120#5555553-11I6I621#5555553-1224C024C022#5555553-1324L124L123#5555553-13I7I724#5555553-1324C024C0W2W2label2x1 blCompteur eau de villeWAGO249-116Butées d'arrêt encliquetable pour rail TS 35, sans vis,large3LEGRAND034795Tresse de masse pour coffret 6mm2LEGRAND037365Connecteur pour barre de terre 12mm taraudé M5 (boite de 100)RITTAL2508.100Patte fixation murale pour coffret1RITTAL1045.500Coffret métal 500x400x2501LEGRAND037389Barre cuivre à trous taraudés M5 12x4mm1PLANET WATTOHMxxxGoulotte grise 40x80 (lg 2m)1WAGO2002-1391Plaque extrémité et intermédiaireE 3C / gris25;5;10;5nomenclatureSELECT label, folio, description, manufacturer, designation, quantity FROM element_nomenclature_view WHERE ( element_type = 'Terminale' OR element_type = 'Simple' OR element_sub_type = 'commutator' OR element_sub_type = 'coil' OR element_sub_type = 'protection') AND description IS NOT NULL ORDER BY label, folio, description, manufacturer, designation, quantity
Sans Serif,9,-1,5,50,0,0,0,0,0
AlignLeft
Terminalblock TB_XТерминальный блок TB_XBloco terminal TB_XTerminal block TB_XTerminal block TB_XBornier TB_XBlok zacisków TB_XBornero TB_XEindblok TB_XTerminálový blok TB_XXlabelTerminal blockX#7777771#5555553-224L124L1BrBr2#5555553-2I0I0BcBc3#5555553-324C024C0W24#5555553-424L124L15#5555553-4I1I16#5555553-424C024C07#5555553-524L124L18#5555553-5I2I29#5555553-624C024C010#5555553-724L124L111#5555553-7I3I312#5555553-724C024C013#5555553-824L124L114#5555553-8I4I415#5555553-924C024C016#5555553-1024L124L117#5555553-10I5I518#5555553-1024C024C019#5555553-1124L124L120#5555553-11I6I621#5555553-1224C024C022#5555553-1324L124L123#5555553-13I7I724#5555553-1324C024C0Terminalblock TB_XPТерминальный блок TB_XPBloco terminal TB_XPTerminal block TB_XPTerminal block TB_XPBornier TB_XPBlok zacisków TB_XPBornero TB_XPEindblok TB_XPTerminálový blok TB_XPXPlabelTerminal blockXP#7777771#5555551-2L1L1BrBr2#5555551-2L2L2BuBuW1Εισηγμένα στοιχείαUvezeni elementiElemente importateИмпортированные элементыÉléments importésZavedené prvkyElementy importowaneElementos importadosElementen geïmporteerdElements importatsImported elementsImportierte elementeelementos importadosElementi importatiЭлектротехникаElektrikElettricaEléctricaElektrotechniekElektrotechnikaElectricΗλεκτρικάElectriqueElektrotechnikaElektriskМногополюсныеAllpoligMultifilareMultifilarVícežilovýAll-poleVeel poligΠολυγραμμικόMultifilaireSchematy wielolinioweFlere ledereПредохранители и элементы защитыSicherungen und SchutzeinrichtungenFusibles y proteccionesFusibili e protezioniFuses and protective gearsZekeringen en beveiligingenTavné pojistky a ochranyFusibles et protectionsΑσφάλειες και εξαρτήματα προστασίαςŁączniki i zabezpieczeniaSikringer og beskyttelsesudstyrВыключателиLeitungsschutzschalter und LastschalterDisyuntoresRelè termiciDisjuntoresCircuit-breakersJističeLastscheidersDisjoncteursΑυτόματοι διακόπτεςقواطعWyłącznikiAfbryderقاطع ثنائي القطبية - 1 قطب محميLeitungsschutzschalter 1P+NCircuit-breakerDisyuntor termico magnetico en polo P+NInt. Aut. Magneto-termico 1P+NDisjoncteur bipolaire 1 pole protegeWyłącznikLastscheider 1P+NDvojpólový jistič 1 pól chránícíprotectionAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseقطب ثنائي القطبية قطبين محميينLeitungsschutzschalter 2PCircuit-breakerDisyuntor termico magnetico en 2PInt. Aut. Magneto-termico 2PDisjoncteur bipolaire 2 poles protegesWyłącznikLastscheider 2Dvojpólový jistič 2 póly chránícíprotectionAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseПодвод питания, сетьNetzquellenAlimentazione da reteFuentes de redNetwork sourcesNetvoedingenSíťové zdrojeSources réseauΠαροχές δικτύουSieć elektroenergetycznaNetværkskilderОднополюсный + PE +NWechselstrom + PE +NFuente unipolo + PE +NSorgente unipolare + PE +N1 fase + aarde + nul1 fáze + PE +NSingle-pole source + PE +NΜονοφασικό +N +PESource unipolaire + PE +NLinia jednofazowa (trójprzewodowa)مصدر وحيد القطبية + أرضي PE + محايد NAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenselabelTerraΓείωσηTierraAardeErdeZeměUziemienieTerraتأريضGroundTerreЗемляAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseТрансформаторы и источники питанияTransformatoren und VersorgungenTransformadores y fuentes de potenciaTrasformatori e alimentatoriTransformers and power suppliesTransformatoren en VoedingenTrasformátory a proudové zdrojeTransformateurs et alimentationsΜετασχηματιστές και παροχές ισχύοςTransformatory i zasilaczeTransformer og strømforsyningerИсточники питанияNetzteileFuentes de poderAlimentatoriPower suppliesVoedingenProudové zdrojeAlimentationsΠαροχές ισχύοςZasilaczeStrømforsyningerNetzteil AC/DCΑνορθωτήςRedresseurProudový zdrojموحد محكومRaddrizzatore AC/DCZasilaczRectifierRectificadorGelijkrichter AC1/DCGelijkrichter AC1/DCEN 60617: 06-14-03Клеммы и клеммникиKlemmen und KlemmleistenTerminaliTerminalesTerminaisTerminals and terminal stripsSvorkyKlemmenlijstBornes et borniersΑκροδέκτες και σειρές ακροδεκτώνطرفيات توصيلZłącza i zaciskiKlemmer og klemmerækkerطرف توصيلKlemmeКлеммное соединениеTerminal de combinaçãoTerminal blockTerminale di unioneBorne continuitéZaciskTerminal de uniónklem doorgangSpojovací svorkaAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseТочки разрываFolienverweiseRiferimentiReferenciasVýstupyFolio referencingReferentiesΑναφορές σελίδαςReports de folioإحالاتOdsyłaczeArk henvisningerПредыдущая страницаالصفحة السابقةVorherige FolieΠροηγούμενη σελίδαComing arrowFoglio precedenteFolio précédentWejście adresowefolio anteriorPředchozí listReferentie VorigAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseСледующая страницаالصفحة التاليةNächste FolieΕπόμενη σελίδαGoing arrowFoglio successivoFolio suivantWyjście adresoweFolio siguienteDalší listReferentie volgendAuthor: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseДатчики и инструментыSensoren und MessgeräteSensores e instrumentosSensori e misuratoriSensors and instrumentsSensoren en instrumentenČidla a měřičeCapteurs et instrumentsΑισθητήρες και όργαναCzujniki i przyrządyКонцевые выключателиEndschalterFinecorsaFinales de carreraFins de cursoLimitsKonce kontaktůmechanische contactenΤερματικάFins de courseمفاتيح حدّŁączniki krańcoweمفتاح نهاية مشوار (NO) بحدبة دورانيةSchliesser SteuernockenКонцевой контакт (НР)Fim de curso (NO)Τερματικό, ΑνοικτόCam switch (NO)Finecorsa (NA)Fin de course came (no)Zestyk zwierny łącznika krańcowegoFinal de carreraKonec vodivého spojení (NO)Nokkenschakelaar (NO)Author: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_licenseБаза изделий производителейHerstellerartikelMarchi produttoriArticulos de fabricantesManufacturers articlesΚατασκευαστές υλικούArticles constructeursUrządzenia producentówProducent produkterSchneider ElectricSchneider ElectricПЛК и схемы управленияSPS und SteuerungenPLC e controlloriPLC and controllersAPI et commandesM251Contrôleur M251 schneiderExtension TM3Input Output cardsCartes d'entrées sorties TORtor input TM3DI8/G: layoutentrées tor TM3DI8/g: vue
Author: The QElectroTech team
License: see http://qelectrotech.org/wiki/doc/elements_license
Converter version: V2.0
input modulesTM3DI8/G SchneiderCartes entrées TM3DI8/G Schneider: détailsArticle armoireHAGERPrise éthernet fond armoire HAGER TN001S1TN001SConnecteur RJ45 cat. 5e pour Grade 1 + support modulaireHAGERlabelPLANET WATTOHMGoulotte grise 40x80Goulotte grise 40x80 (lg 2m)PLANET WATTOHMxxx1WEIDMULLERrepartiteurWeidmullerBloc de jonction de distribution SET AAP11 6/1.5/12C12 bornes rouge et 12 bornes bleuesRéférenceWAGO3 conducteur 2.5mm carréPOUSSOIRBorne wago 3C / 2.5mm à poussoirs2202-1301Bornes de passage pour 3C / 2.5mm avec poussoirWAGOPlaque extrémité et intermédiaireE 3C / gris WAGO pour borne 2.5mm12002-1391Plaque extrémité et intermédiaireE 3C / grisWAGOButées d'arrêt encliquetable pour rail TS 35, sans vis,large WAGO1249-116Butées d'arrêt encliquetable pour rail TS 35, sans vis,largeWAGOMarquage WMB horizontal extensible 1...10 WAGO1793-5502Marquage WMB horizontal extensible 1...10WAGOmarquage WMB horizontal extensible 11...20 WAGO1793-5503Marquage WMB horizontal extensible 11...20WAGORITTALCoffret 500x400x210 RITTALCoffret métal 700x500x2501045.5001RITTALPatte fixation murale pour coffret RITTAL12508.100Patte fixation murale pour coffretRITTALLEGRANDBarre cuivre à trous taraudés M5 12x4mm LEGRANDBarre cuivre à trous taraudés M5 12x4mmLEGRAND0373891Connecteur pour barre de terre 12mm taraudé M5Connecteur pour barre de terre 12mm taraudé M5 (boite de 100)LEGRAND037365Tresse de masse pour coffret 6mmTresse de masse pour coffret 6mmLEGRAND034795union sans xrefcableTEMP : nomenclatureTEMP: nomenclatureNomenclature-Surveillance utilités bâtiment B1 (Château)-01A1#4a4a4a2#4a4a4aAutomate TM251#4a4a4aSCHNEIDER#4a4a4aTM251MESE#4a4a4a1#4a4a4a1A2#4a4a4a2#4a4a4aCarte 8 entrées TOR 24V à ressort#4a4a4aSCHNEIDER#4a4a4aTM3DI8G#4a4a4a1#4a4a4a1AL1#4a4a4a1#4a4a4aAlimentation stabilisée 24V 30W 1.25A#4a4a4aELC#4a4a4aALE2401#4a4a4a1#4a4a4a1AR1#4a4a4a1#4a4a4aBloc de jonction de distribution SET AAP11 6/1.5/12C#4a4a4aWeidmuller#4a4a4a2506090000#4a4a4a#4a4a4a1F1#4a4a4a1#4a4a4aDisjoncteur biphasé IC60N 2A courbe D#4a4a4aSCHNEIDER#4a4a4aA9F75202#4a4a4a1#4a4a4aAF2#4a4a4a1#4a4a4aDisjoncteur PH/N IC60N 2A courbe C#4a4a4aSCHNEIDER#4a4a4aA9F74602#4a4a4a1#4a4a4aWETH#4a4a4a2#4a4a4aCordon RJ45 droit 50cm#4a4a4axxx#4a4a4axxx#4a4a4a1#4a4a4aXETH#4a4a4a2#4a4a4aConnecteur RJ45 cat. 5e pour Grade 1 + support modulaire#4a4a4aHAGER#4a4a4aTN001S#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aBarre cuivre à trous taraudés M5 12x4mm#4a4a4aLEGRAND#4a4a4a037389#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aBornes de passage pour 3C / 2.5mm avec poussoir#4a4a4aWAGO#4a4a4a2202-1301#4a4a4a26#4a4a4a#4a4a4a10#4a4a4aButées d'arrêt encliquetable pour rail TS 35, sans vis,large#4a4a4aWAGO#4a4a4a249-116#4a4a4a3#4a4a4a#4a4a4a10#4a4a4aCoffret métal 700x500x250#4a4a4aRITTAL#4a4a4a1045.500#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aConnecteur pour barre de terre 12mm taraudé M5 (boite de 100)#4a4a4aLEGRAND#4a4a4a037365#4a4a4a#4a4a4a#4a4a4a10#4a4a4aGoulotte grise 40x80 (lg 2m)#4a4a4aPLANET WATTOHM#4a4a4axxx#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aMarquage WMB horizontal extensible 1...10#4a4a4aWAGO#4a4a4a793-5502#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aMarquage WMB horizontal extensible 11...20#4a4a4aWAGO#4a4a4a793-5503#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aPatte fixation murale pour coffret#4a4a4aRITTAL#4a4a4a2508.100#4a4a4a1#4a4a4a#4a4a4a10#4a4a4aPlaque extrémité et intermédiaireE 3C / gris#4a4a4aWAGO#4a4a4a2002-1391#4a4a4a2#4a4a4a#4a4a4a10#4a4a4aTresse de masse pour coffret 6mm#4a4a4aLEGRAND#4a4a4a034795#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a#4a4a4a