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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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 %projecttitle %{title} %{version} %{plant} %{locmach} %{folio} %num-plan %{indice} Rev. Date Modification %{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).qet A 01/07/2020 10:43 Ag 38295 AG Surveillance utilités bâtiment B1 (Château) AG USINE/RESEAU/SURVEILLANCE UTILITEES QElectrotech 0.8 Création du coffret 13/03/2020 5;5;10;5 summary SELECT folio, title, indexrev, date FROM project_summary_view Sans Serif,9,-1,5,50,0,0,0,0,0 AlignHCenter AF2 SCHNEIDER A9F74602 1 Disjoncteur PH/N IC60N 2A courbe C 2A courbe C AF2 1 AF2 label 2A courbe C comment 1F1 SCHNEIDER A9F75202 1 Disjoncteur biphasé IC60N 2A courbe D 2A courbe D 1F1 1 1F1 label 2A courbe D comment 1AL1 ELC ALE2401 1 Alimentation stabilisée 24V 30W 1.25A 24V - 1.5A 1AL1 1 1AL1 label 24V - 1.5A comment label XP:1 %p10%tSTANDARD%hW1%nBr%b%r0%z%s30 XP:1 label label 2-2 label 2-2 label label XP:2 %p20%tSTANDARD%hW1%nBu%b%r0%z%s30 XP:2 label 1AR1 Weidmuller 2506090000 Bloc de jonction de distribution SET AAP11 6/1.5/12C 12 bornes rouge et 12 bornes bleues 1 1AR1 label 12 bornes rouge et 12 bornes bleues label 1-5 label 24Vdc tension-protocol 2A1 SCHNEIDER TM251MESE 1 Automate TM251 %FA1 1 2A1 label IP: 10.223.11.133 2A2 SCHNEIDER TM3DI8G 1 Carte 8 entrées TOR 24V à ressort 24V - 1.5A %FA2 1 2A2 label 24V - 1.5A comment 1-4 label 0v tension-protocol 3-1 label 3-1 label label Réseau usine Baie B1 prise 72 port 21 WETH xxx xxx 1 Cordon RJ45 droit 50cm 1 WETH label XETH HAGER TN001S Connecteur RJ45 cat. 5e pour Grade 1 + support modulaire 1 XETH label 17 X:17 %p170%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:17 label 5 X:5 %p50%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:5 label 18 X:18 %p180%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:18 label 7 X:7 %p70%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:7 label 13 X:13 %p130%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:13 label 22 X:22 %p220%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:22 label 19 X:19 %p190%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:19 label 23 X:23 %p230%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:23 label 1 X:1 %p10%tSTANDARD%hW2%nBr%b%r0%z%s30 X:%sequ_1 X:1 label 9 X:9 %p90%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:9 label 2A2 2A2 2A2 label 21 X:21 %p210%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:21 label 24 X:24 %p240%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:24 label 2-18 label 0v tension-protocol 6 X:6 %p60%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:6 label CPTEV Compteur eau de ville CPTEV label Compteur eau de ville comment 2-18 label 24Vdc tension-protocol 2 X:2 %p20%tSTANDARD%hW2%nBc%b%r0%z%s30 X:%sequ_1 X:2 label 20 X:20 %p200%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:20 label 3 X:3 %p30%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:3 label 4 X:4 %p40%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:4 label 10 X:10 %p100%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:10 label 14 X:14 %p140%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:14 label 11 X:11 %p110%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:11 label 8 X:8 %p80%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:8 label 15 X:15 %p150%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:15 label 12 X:12 %p120%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:12 label 16 X:16 %p160%tSTANDARD%h%n%b%r0%z%s30 X:%sequ_1 X:16 label WAGO 2202-1301 Bornes de passage pour 3C / 2.5mm avec poussoir 26 WAGO 793-5502 Marquage WMB horizontal extensible 1...10 1 XP #777777 1 #555555 1-2 L1 L1 Br Br 2 #555555 1-2 L2 L2 Bu Bu W1 WAGO 793-5503 Marquage WMB horizontal extensible 11...20 1 W1 W1 label 3G1.5 Alimentation X #777777 1 #555555 3-2 24L1 24L1 Br Br 2 #555555 3-2 I0 I0 Bc Bc 3 #555555 3-3 24C0 24C0 W2 4 #555555 3-4 24L1 24L1 5 #555555 3-4 I1 I1 6 #555555 3-4 24C0 24C0 7 #555555 3-5 24L1 24L1 8 #555555 3-5 I2 I2 9 #555555 3-6 24C0 24C0 10 #555555 3-7 24L1 24L1 11 #555555 3-7 I3 I3 12 #555555 3-7 24C0 24C0 13 #555555 3-8 24L1 24L1 14 #555555 3-8 I4 I4 15 #555555 3-9 24C0 24C0 16 #555555 3-10 24L1 24L1 17 #555555 3-10 I5 I5 18 #555555 3-10 24C0 24C0 19 #555555 3-11 24L1 24L1 20 #555555 3-11 I6 I6 21 #555555 3-12 24C0 24C0 22 #555555 3-13 24L1 24L1 23 #555555 3-13 I7 I7 24 #555555 3-13 24C0 24C0 W2 W2 label 2x1 bl Compteur eau de ville WAGO 249-116 Butées d'arrêt encliquetable pour rail TS 35, sans vis,large 3 LEGRAND 034795 Tresse de masse pour coffret 6mm 2 LEGRAND 037365 Connecteur pour barre de terre 12mm taraudé M5 (boite de 100) RITTAL 2508.100 Patte fixation murale pour coffret 1 RITTAL 1045.500 Coffret métal 500x400x250 1 LEGRAND 037389 Barre cuivre à trous taraudés M5 12x4mm 1 PLANET WATTOHM xxx Goulotte grise 40x80 (lg 2m) 1 WAGO 2002-1391 Plaque extrémité et intermédiaireE 3C / gris 2 5;5;10;5 nomenclature SELECT 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_X Терминальный блок TB_X Bloco terminal TB_X Terminal block TB_X Terminal block TB_X Bornier TB_X Blok zacisków TB_X Bornero TB_X Eindblok TB_X Terminálový blok TB_X X label Terminal block X #777777 1 #555555 3-2 24L1 24L1 Br Br 2 #555555 3-2 I0 I0 Bc Bc 3 #555555 3-3 24C0 24C0 W2 4 #555555 3-4 24L1 24L1 5 #555555 3-4 I1 I1 6 #555555 3-4 24C0 24C0 7 #555555 3-5 24L1 24L1 8 #555555 3-5 I2 I2 9 #555555 3-6 24C0 24C0 10 #555555 3-7 24L1 24L1 11 #555555 3-7 I3 I3 12 #555555 3-7 24C0 24C0 13 #555555 3-8 24L1 24L1 14 #555555 3-8 I4 I4 15 #555555 3-9 24C0 24C0 16 #555555 3-10 24L1 24L1 17 #555555 3-10 I5 I5 18 #555555 3-10 24C0 24C0 19 #555555 3-11 24L1 24L1 20 #555555 3-11 I6 I6 21 #555555 3-12 24C0 24C0 22 #555555 3-13 24L1 24L1 23 #555555 3-13 I7 I7 24 #555555 3-13 24C0 24C0 Terminalblock TB_XP Терминальный блок TB_XP Bloco terminal TB_XP Terminal block TB_XP Terminal block TB_XP Bornier TB_XP Blok zacisków TB_XP Bornero TB_XP Eindblok TB_XP Terminálový blok TB_XP XP label Terminal block XP #777777 1 #555555 1-2 L1 L1 Br Br 2 #555555 1-2 L2 L2 Bu Bu W1 Εισηγμένα στοιχεία Uvezeni elementi Elemente importate Импортированные элементы Éléments importés Zavedené prvky Elementy importowane Elementos importados Elementen geïmporteerd Elements importats Imported elements Importierte elemente elementos importados Elementi importati Электротехника Elektrik Elettrica Eléctrica Elektrotechniek Elektrotechnika Electric Ηλεκτρικά Electrique Elektrotechnika Elektrisk Многополюсные Allpolig Multifilare Multifilar Vícežilový All-pole Veel polig Πολυγραμμικό Multifilaire Schematy wieloliniowe Flere ledere Предохранители и элементы защиты Sicherungen und Schutzeinrichtungen Fusibles y protecciones Fusibili e protezioni Fuses and protective gears Zekeringen en beveiligingen Tavné pojistky a ochrany Fusibles et protections Ασφάλειες και εξαρτήματα προστασίας Łączniki i zabezpieczenia Sikringer og beskyttelsesudstyr Выключатели Leitungsschutzschalter und Lastschalter Disyuntores Relè termici Disjuntores Circuit-breakers Jističe Lastscheiders Disjoncteurs Αυτόματοι διακόπτες قواطع Wyłączniki Afbryder قاطع ثنائي القطبية - 1 قطب محمي Leitungsschutzschalter 1P+N Circuit-breaker Disyuntor termico magnetico en polo P+N Int. Aut. Magneto-termico 1P+N Disjoncteur bipolaire 1 pole protege Wyłącznik Lastscheider 1P+N Dvojpólový jistič 1 pól chránící protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license قطب ثنائي القطبية قطبين محميين Leitungsschutzschalter 2P Circuit-breaker Disyuntor termico magnetico en 2P Int. Aut. Magneto-termico 2P Disjoncteur bipolaire 2 poles proteges Wyłącznik Lastscheider 2 Dvojpólový jistič 2 póly chránící protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Подвод питания, сеть Netzquellen Alimentazione da rete Fuentes de red Network sources Netvoedingen Síťové zdroje Sources réseau Παροχές δικτύου Sieć elektroenergetyczna Netværkskilder Однополюсный + PE +N Wechselstrom + PE +N Fuente unipolo + PE +N Sorgente unipolare + PE +N 1 fase + aarde + nul 1 fáze + PE +N Single-pole source + PE +N Μονοφασικό +N +PE Source unipolaire + PE +N Linia jednofazowa (trójprzewodowa) مصدر وحيد القطبية + أرضي PE + محايد N Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Terra Γείωση Tierra Aarde Erde Země Uziemienie Terra تأريض Ground Terre Земля Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Трансформаторы и источники питания Transformatoren und Versorgungen Transformadores y fuentes de potencia Trasformatori e alimentatori Transformers and power supplies Transformatoren en Voedingen Trasformátory a proudové zdroje Transformateurs et alimentations Μετασχηματιστές και παροχές ισχύος Transformatory i zasilacze Transformer og strømforsyninger Источники питания Netzteile Fuentes de poder Alimentatori Power supplies Voedingen Proudové zdroje Alimentations Παροχές ισχύος Zasilacze Strømforsyninger Netzteil AC/DC Ανορθωτής Redresseur Proudový zdroj موحد محكوم Raddrizzatore AC/DC Zasilacz Rectifier Rectificador Gelijkrichter AC1/DC Gelijkrichter AC1/DC EN 60617: 06-14-03 Клеммы и клеммники Klemmen und Klemmleisten Terminali Terminales Terminais Terminals and terminal strips Svorky Klemmenlijst Bornes et borniers Ακροδέκτες και σειρές ακροδεκτών طرفيات توصيل Złącza i zaciski Klemmer og klemmerækker طرف توصيل Klemme Клеммное соединение Terminal de combinação Terminal block Terminale di unione Borne continuité Zacisk Terminal de unión klem doorgang Spojovací svorka Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Точки разрыва Folienverweise Riferimenti Referencias Výstupy Folio referencing Referenties Αναφορές σελίδας Reports de folio إحالات Odsyłacze Ark henvisninger Предыдущая страница الصفحة السابقة Vorherige Folie Προηγούμενη σελίδα Coming arrow Foglio precedente Folio précédent Wejście adresowe folio anterior Předchozí list Referentie Vorig Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Следующая страница الصفحة التالية Nächste Folie Επόμενη σελίδα Going arrow Foglio successivo Folio suivant Wyjście adresowe Folio siguiente Další list Referentie volgend Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Датчики и инструменты Sensoren und Messgeräte Sensores e instrumentos Sensori e misuratori Sensors and instruments Sensoren en instrumenten Čidla a měřiče Capteurs et instruments Αισθητήρες και όργανα Czujniki i przyrządy Концевые выключатели Endschalter Finecorsa Finales de carrera Fins de curso Limits Konce kontaktů mechanische contacten Τερματικά Fins de course مفاتيح حدّ Łączniki krańcowe مفتاح نهاية مشوار (NO) بحدبة دورانية Schliesser Steuernocken Концевой контакт (НР) Fim de curso (NO) Τερματικό, Ανοικτό Cam switch (NO) Finecorsa (NA) Fin de course came (no) Zestyk zwierny łącznika krańcowego Final de carrera Konec vodivého spojení (NO) Nokkenschakelaar (NO) Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license База изделий производителей Herstellerartikel Marchi produttori Articulos de fabricantes Manufacturers articles Κατασκευαστές υλικού Articles constructeurs Urządzenia producentów Producent produkter Schneider Electric Schneider Electric ПЛК и схемы управления SPS und Steuerungen PLC e controllori PLC and controllers API et commandes M251 Contrôleur M251 schneider Extension TM3 Input Output cards Cartes d'entrées sorties TOR tor input TM3DI8/G: layout entrées tor TM3DI8/g: vue Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Converter version: V2.0 input modulesTM3DI8/G Schneider Cartes entrées TM3DI8/G Schneider: détails Article armoire HAGER Prise éthernet fond armoire HAGER TN001S 1 TN001S Connecteur RJ45 cat. 5e pour Grade 1 + support modulaire HAGER label PLANET WATTOHM Goulotte grise 40x80 Goulotte grise 40x80 (lg 2m) PLANET WATTOHM xxx 1 WEIDMULLER repartiteur Weidmuller Bloc de jonction de distribution SET AAP11 6/1.5/12C 12 bornes rouge et 12 bornes bleues Référence WAGO 3 conducteur 2.5mm carré POUSSOIR Borne wago 3C / 2.5mm à poussoirs 2202-1301 Bornes de passage pour 3C / 2.5mm avec poussoir WAGO Plaque extrémité et intermédiaireE 3C / gris WAGO pour borne 2.5mm 1 2002-1391 Plaque extrémité et intermédiaireE 3C / gris WAGO Butées d'arrêt encliquetable pour rail TS 35, sans vis,large WAGO 1 249-116 Butées d'arrêt encliquetable pour rail TS 35, sans vis,large WAGO Marquage WMB horizontal extensible 1...10 WAGO 1 793-5502 Marquage WMB horizontal extensible 1...10 WAGO marquage WMB horizontal extensible 11...20 WAGO 1 793-5503 Marquage WMB horizontal extensible 11...20 WAGO RITTAL Coffret 500x400x210 RITTAL Coffret métal 700x500x250 1045.500 1 RITTAL Patte fixation murale pour coffret RITTAL 1 2508.100 Patte fixation murale pour coffret RITTAL LEGRAND Barre cuivre à trous taraudés M5 12x4mm LEGRAND Barre cuivre à trous taraudés M5 12x4mm LEGRAND 037389 1 Connecteur pour barre de terre 12mm taraudé M5 Connecteur pour barre de terre 12mm taraudé M5 (boite de 100) LEGRAND 037365 Tresse de masse pour coffret 6mm Tresse de masse pour coffret 6mm LEGRAND 034795 union sans xref cable TEMP : nomenclature TEMP: nomenclature Nomenclature-Surveillance utilités bâtiment B1 (Château)-0 1A1 #4a4a4a 2 #4a4a4a Automate TM251 #4a4a4a SCHNEIDER #4a4a4a TM251MESE #4a4a4a 1 #4a4a4a 1A2 #4a4a4a 2 #4a4a4a Carte 8 entrées TOR 24V à ressort #4a4a4a SCHNEIDER #4a4a4a TM3DI8G #4a4a4a 1 #4a4a4a 1AL1 #4a4a4a 1 #4a4a4a Alimentation stabilisée 24V 30W 1.25A #4a4a4a ELC #4a4a4a ALE2401 #4a4a4a 1 #4a4a4a 1AR1 #4a4a4a 1 #4a4a4a Bloc de jonction de distribution SET AAP11 6/1.5/12C #4a4a4a Weidmuller #4a4a4a 2506090000 #4a4a4a #4a4a4a 1F1 #4a4a4a 1 #4a4a4a Disjoncteur biphasé IC60N 2A courbe D #4a4a4a SCHNEIDER #4a4a4a A9F75202 #4a4a4a 1 #4a4a4a AF2 #4a4a4a 1 #4a4a4a Disjoncteur PH/N IC60N 2A courbe C #4a4a4a SCHNEIDER #4a4a4a A9F74602 #4a4a4a 1 #4a4a4a WETH #4a4a4a 2 #4a4a4a Cordon RJ45 droit 50cm #4a4a4a xxx #4a4a4a xxx #4a4a4a 1 #4a4a4a XETH #4a4a4a 2 #4a4a4a Connecteur RJ45 cat. 5e pour Grade 1 + support modulaire #4a4a4a HAGER #4a4a4a TN001S #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Barre cuivre à trous taraudés M5 12x4mm #4a4a4a LEGRAND #4a4a4a 037389 #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Bornes de passage pour 3C / 2.5mm avec poussoir #4a4a4a WAGO #4a4a4a 2202-1301 #4a4a4a 26 #4a4a4a #4a4a4a 10 #4a4a4a Butées d'arrêt encliquetable pour rail TS 35, sans vis,large #4a4a4a WAGO #4a4a4a 249-116 #4a4a4a 3 #4a4a4a #4a4a4a 10 #4a4a4a Coffret métal 700x500x250 #4a4a4a RITTAL #4a4a4a 1045.500 #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Connecteur pour barre de terre 12mm taraudé M5 (boite de 100) #4a4a4a LEGRAND #4a4a4a 037365 #4a4a4a #4a4a4a #4a4a4a 10 #4a4a4a Goulotte grise 40x80 (lg 2m) #4a4a4a PLANET WATTOHM #4a4a4a xxx #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Marquage WMB horizontal extensible 1...10 #4a4a4a WAGO #4a4a4a 793-5502 #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Marquage WMB horizontal extensible 11...20 #4a4a4a WAGO #4a4a4a 793-5503 #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Patte fixation murale pour coffret #4a4a4a RITTAL #4a4a4a 2508.100 #4a4a4a 1 #4a4a4a #4a4a4a 10 #4a4a4a Plaque extrémité et intermédiaireE 3C / gris #4a4a4a WAGO #4a4a4a 2002-1391 #4a4a4a 2 #4a4a4a #4a4a4a 10 #4a4a4a Tresse de masse pour coffret 6mm #4a4a4a LEGRAND #4a4a4a 034795 #4a4a4a #4a4a4a #4a4a4a #4a4a4a #4a4a4a #4a4a4a 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