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%{department} Department %{ref} Titolo Título Ref Название Título Tytuł Titlu Název Titel Ref Titre عنوان Títol Naslov %{author} File Archivo auteur Файл Ficheiro Plik Fisier Forfatter Soubor Autor Αρχείο author auteur ملف Fitxer Datoteka %{approval} %{filename} File Archivo Файл Ficheiro Plik Fisier Filnavn Soubor Datei Αρχείο File Fichier ملف Fitxer Datoteka %{owner} %{type} %{status} status %{code} %{title} Titolo Título Название Título Tytuł Titlu Titel Název Titel Title Titre عنوان Títol Naslov %{name} %{rev} %{date} %{country} country %{folio-id}/%{folio-total} %{folio-id}/%{folio-total} %{folio-id}/%{folio-total} Pagina Ark Sheet Folio 22:29 08-04-2023 /Users/markwrathall/Documents/Schaublin 125 CNC/Schematics/Schaublin 125-CNC - LinuxCNC.qet 2023-04-08 Schaublin 125-CNC - LinuxCNC 08.04.23 3 label 1K1 label label 2 10 label label 1 label label 21 label E2 E2 E2 label 1 3 5 2 4 6 comment 1K3 label label 4 2-B0 label label 5 label 6 label 9 Coolant Motor Coolant Motor Coolant Motor label label label 11 label Spindle motor label 8 label label label Sine Filter 2-B0 label 20 label label 7 label A1 label U L1 label BR2 W L3 / N V1 - 8200 Vector VFD V L2 / N BR1 2-B0 label label 14 22 label 12 label label Line Reactor 2-B0 label 5V 5V 5V label 1-B16 label 3-B0 label 1K4 label CW 3-B0 label 62 label 15 label label 1-B16 label 16 label label E2 E2 E2 label T1 T2 T3 L1 L2 L3 comment Variator Motor Variator Motor Variator Motor label 51 label 61 label 17 label 3-A0 label 1K5 label CCW 60 label 60 label 5-H0 label 4-A0 label 4-H0 label 50 label 10-G0 label 1-B16 label 1-B16 label 3-B0 label label 2-B16 label label 2-B16 label 2-B16 label label Z-Axis label label label label X-Axis label label label 2-B16 label label label label label label 7-B3 label label 1K2 1K2 1K2 label A1 A2 1K2 Axis Power 1K2 label V1 Enable TB2-1 TB2-2 7i83 1K5 label 1K4 Variator CW 1K4 A2 A1 1K4 label 1K4 Variator CW S2 S2 S2 label 1K1 1K1 1K1 label A1 A2 Main Spindle 1K1 label S3 Variator Max 1K3 1K3 1K3 label A1 A2 1K3 Coolant Pump label V1-28 V1-39 Spindle Enable V1 7-G5 label label S4 Variator Min 1K4 label label 5-D5 label Reset 2-F9 label GND - 60 2-G9 label 24V - 61 1K5 1K5 A2 1K5 label A1 1K5 Variator CCW label 2-F12 label GND - 60 6-H0 label IN0 IN7 IN6 IN5 IN4 IN3 IN2 IN1 5 4 3 2 1 8 7 6 MESA 7i84-TB3 part 1 of 3 label 4-F6 label Reset label 8 0-10V 7 GND E1 A1 label E3 39 GND E2 28 VFD Enable V1 E4 CW/CCW K11 E-Stop 62 20 59 K12 GND label 31 label 32 5-H16 label GND - 60 ENA1- MESA 7i83-TB2 part 1 / ENA1+ 8 AOUT0 1 7 ENA0+ AGND1 3 4 5 ENA0- label AOUT1 6 AGND0 2 label label V1 K11 K22 label S2 label S1 4-B7 label 4-B6 label label OUT8 OUT15 OUT14 OUT13 OUT12 OUT11 OUT10 OUT9 21 20 19 18 17 24 22 MESA 7i84-TB2 part 3 of 3 23 ENA5- MESA 7i83-TB2 part 3 / ENA5+ 24 AOUT4 17 23 ENA4+ AGND5 19 20 21 ENA4- label AOUT5 22 AGND4 18 label GND - 60 35 label label V1 - 39 V1-E4 V1 CW/CCW 36 label label label label QA0 /IDX0 IDX0 +5V /QB0 QB0 GND /QA0 5 4 3 2 1 8 7 6 MESA 7i85-TB3 part 1 of 3 Encoder 0 Spindle encoder Spindle encoder Spindle encoder label +5V B A B IX IX 0V A Heidenhain ROD620 label label 2-G12 label label label label ENA1- MESA 7i83-TB2 part 1 / ENA1+ 8 AOUT0 1 7 ENA0+ AGND1 3 4 5 ENA0- label AOUT1 6 AGND0 2 label label label label label label QA1 /IDX1 IDX1 +5V /QB1 QB1 GND /QA1 13 12 11 10 9 16 15 14 MESA 7i85-TB3 part 1 of 3 Encoder 1 label label label ENA2- MESA 7i83-TB2 part 2 / ENA2+ 12 AOUT1 4 11 ENA1+ AGND2 6 7 9 ENA1- label AOUT2 10 AGND1 5 label label label label label label label label label label label label QA2 /IDX2 IDX2 +5V /QB2 QB2 GND /QA2 21 20 19 18 17 24 23 22 MESA 7i85-TB3 part 1 of 3 Encoder 1 label label elementos importados Importerede elementer Zavedené prvky Éléments importés Elementy importowane Elemente importate İthal öğeler Εισηγμένα στοιχεία Elements importats Importierte elemente Uvezeni elementi Uvoženi elementi Imported elements Импортированные элементы Elementos importados Elementen geïmporteerd Elementi importati Elektrisk 電気 Elektrotechnika Elektrotechnika Electrique Ηλεκτρικά Elektrik Electric Электротехника Eléctrica Elektrotechniek Elettrica Flere ledere 複線 Vícežilový Schematy wieloliniowe Multifilaire Többvonalas szimbólumok Πολυγραμμικό Allpolig All-pole Многополюсные Multifilar Veel polig Multifilare Netværkskilder 電源網 Napájení Sources réseau Sieć elektroenergetyczna Hálózati források Παροχές δικτύου Netzquellen Network sources Подвод питания, сеть Fuentes de red Netvoedingen Alimentazione da rete Fuente tripolar + PEN driefasen + aardenul Sorgente tripolare + PEN Linia trójfazowa (PEN) Трёхполюсный + PEN 3F + N + PE Přípojnice 3f+N+PE pravá Τριφασικό + PEN Drehstrom + PEN Three-pole source + N + PE Source tripolaire + PEN مصدر ثلاثي القطبيّة + PEN Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Fuente tripolar + PE +N driefase + aarde + nul Τριφασικό +N +PE Drehstrom + PE +N Přípojnice 3f+N+PE Linia trójfazowa (pięcioprzewodowa) Sorgente tripolare +PE + N مصدر ثلاثي القطبية + PE + N Three-pole source + PE +N Source tripolaire + PE +N Трёхполюсный + PE +N 3F + N + PE Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Terra Uzemnění Terra Γείωση Aarde Земля Erde Ground Uziemienie Tierra تأريض Terre Földelő Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Relevadores, contactores y contactos Relè, contattori e contatti Relais, contactoren en contacten Реле, пускатели и контакты Przekaźniki i styczniki 継電器、接触器、接点 Relæer, kontaktorer og kontakter Relé, stykače a kontakty Relais, Schütze und Kontakte Ηλεκτρονόμοι και επαφές Relays, contactors and contacts Relais, contacteurs et contacts Contactos con referencia cruzada Contatti con riferimenti incrociati Contacten met kruisreferentie Контакты с перекрестными ссылками Zestyki (automatyczne oznaczenia) Kontaker med krydsreference Kontakty s křížovými odkazy Kontakte mit Querverweis Επαφές με παραπομπές Contacts with cross referencing Contacts avec référence croisée Potenza Potencia Last contacten Силовые Potência Styczniki Hoved kontaktor Silové kontakty Leistung Ισχύος Power Puissance قدرة Interruptor de potência contactor Contact power contactor Leistungsschliesser 4-polig Last contact (NO) Stycznik Επαφές ρελέ ισχύος, ανοικτές Silový kontakt 4p Interruptor de potencia contactor Contact puissance contacteur مُلامس قدرة - كونتكتور (NO) 4 Contatti NA di potenza Контакт контактора (НР) power NO 4 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Contactor 1 changeover 3 poles Contacteur 1 inverseur 3 poles Stykač 1 s mech. blokováním 3p 3 NO power Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Contactor 2 changeover 4 poles Contacteur 2 inverseur 4 poles Stykač 2 s mech. blokováním 4p 4 NO power Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Interruptor de potência contactor (NC) Contact power contactor (NC) Leistungsöffner 4-polig Last contact (NC) Stycznik Επαφές ρελέ ισχύος, κλειστές Interruptor de potencia contactor (NC) Rozpínací silový kontakt 4p Contact puissance contacteur (NF) مُلامس قدرة - كونتكتور (NC) Контакт контактора (НЗ) 4 Contatti NC di potenza power NC 4 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Contactor 1 changeover 4 poles Contacteur 1 inverseur 4 poles Stykač 1 s mech. blokováním 4p 4 NO power Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label مُلامس قدرة- كونتكتور (NO) Leistungsschliesser 3-polig Контакт контактора (НР) Interruptor de potência contactor Επαφές ρελέ ισχύος, ανοικτές Contact power contactor 3 Contatti NA di potenza Contact puissance contacteur Stycznik Interruptor de potencia contactor Silový kontakt 3p Last contact Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license NO 3 power مُلامس قدرة - كونتكتور (NO) Leistungsschliesser 1-polig Контакт контактора (НР) Interruptor de potência contactor Επαφή ρελέ ισχύος, ανοικτή Contact power contactor Contatto NA di potenza Contact puissance contacteur Stycznik Interruptor de potencia contactor Silový kontakt 1p Last contact Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license NO 1 power Contactor 2 changeover 3 poles Contacteur 2 inverseur 3 poles Stykač 2 s mech. blokováním 3p 3 NO power Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label مُلامسات قدرة - كونتكتور (NC) Leistungsöffner 3-polig Контакт контактора (НЗ) Interruptor de potência contactor (NC) Επαφές ρελέ ισχύος, κλειστές Contact power contactor (NC) 3 Contatti NC di potenza Contact puissance contacteur (NF) Stycznik Interruptor de potencia contactor (NC) Rozpínací silový kontakt 3p Last contact (NC) Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license NC 3 power Внешние Hulpcontacten Contatti ausiliari Zestyki pomocnicze Auxiliary Hilfsglieder Βοηθητικές επαφές Contactos auxiliares Hjælpe kontakter Auxilliaires Pomocné kontakty مُلامس بسيط (NC) Öffner Проктой контакт (НЗ) Contacto simples (NC) Απλή επαφή, κλειστή Simple contact (NC) Contatto semplice (NC) Contact simple (NF) Zestyk rozwierny Contactor simple (NC) Rozpínací kontakt contact normaal gesloten enkel simpel (NC) Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license NC 1 simple مُلامس بسيط (NO) Schliesser Проктой контакт (НР) Contacto simples (NO) Απλή επαφή, ανοικτή Simple contact Contatto semplice (NO) Contact simple Zestyk zwierny Contactor simple Spínací kontakt contact enkel Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license NO 1 simple Катушки Coils Spoelen ملفات Bobines Cívky Cewki Bobine Bobinas Spoelen Bobines Spoler Πηνία Spulen ملف Spule Обмотка Πηνίο Coil Bobina Bobine Cewka Bobina Cívka relé Spoel Relais spoel (algemeen) coil Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Fusibles y protecciones Fusibili e protezioni Zekeringen en beveiligingen Предохранители и элементы защиты Łączniki i zabezpieczenia ヒューズと保護装置 Sikringer og beskyttelsesudstyr Biztosítékok és védelmi eszközök Pojistky a ochranná zařízení Sicherungen und Schutzeinrichtungen Ασφάλειες και εξαρτήματα προστασίας Fuses and protective gears Fusibles et protections Disyuntores Relè termici Lastscheiders Выключатели Disjuntores Wyłączniki Afbryder Kismegszakítók Jističe Leitungsschutzschalter und Lastschalter Αυτόματοι διακόπτες Circuit-breakers Disjoncteurs قواطع قاطع رباعي القطبية Leitungsschutzschalter 4P Circuit-breaker Disyuntor termico magnetico en 4P Int. Aut. Magneto-termico 4P Disjoncteur tretapolaire Wyłącznik Kismegszakító 4 pólusú Lastscheider 4 Čtyřpólový jistič protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license قاطع ثلاثي القطبية Leitungsschutzschalter 3P Circuit-breaker Disyuntor termico magnetico en 3P Int. Aut. Magneto-termico 3P Disjoncteur tripolaire Wyłącznik Kismegszakító 3 pólusú Lastscheider 3 Trojpólový jistič protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Trojpólový jistič قاطع ثلاثي القطبية Circuit-breaker Lastscheider 3 Wyłącznik Kismegszakító 3 pólusú Int. Aut. Magneto-termico 3P Leitungsschutzschalter 3P Disjoncteur tripolaire protection Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label 1 3 5 2 4 6 comment Riferimenti Referencias Referenties Точки разрыва Odsyłacze フォリオ参照 Ark henvisninger Tervlap hivatkozások Odkazování listů Folienverweise Αναφορές σελίδας Folio referencing Reports de folio إحالات الصفحة السابقة Предыдущая страница folio anterior Foglio precedente Vorherige Folie Προηγούμενη σελίδα Coming arrow Předchozí list Folio précédent Wejście adresowe Beérkező hivatkozás Referentie Vorig Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Nächste Folie الصفحة التالية Folio suivant Elmenő hivatkozás Foglio successivo Επόμενη σελίδα Going arrow Folio siguiente Referentie volgend Wyjście adresowe Следующая страница Další list Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Terminali Terminales Klemmenlijst Клеммы и клеммники Terminais Złącza i zaciski 端子と端子台 Klemmer og klemmerækker Sorkapcsok Svorky Klemmen und Klemmleisten Ακροδέκτες και σειρές ακροδεκτών Terminals and terminal strips Bornes et borniers طرفيات توصيل Clemas o tira de terminales Schema delle morsettiere Schemat listw zaciskowych Klemmerækker Sorkapocs ábrák Výkres svorkovnic Klemmenanschlusspläne Terminal strips diagram Plans de borniers Borne (continuité) Klemme (Durchgang) Terminal (feed-through) Clema (introducción atravesada) Zacisk Svorka průchozí Sorkapocs átmenő طرف توصيل Klemme Клеммное соединение Terminal de combinação Terminal block Terminale di unione Borne continuité Zacisk Terminal de unión klem doorgang Spojovací svorka Sorkapocs Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license طرف توصيل Klemme Клеммное соединение Terminal de combinação Terminal block Terminale di unione Borne continuité Zacisk Terminal de unión klem doorgang Spojovací svorka Sorkapocs Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license طرف نهائي Endklemme Клеммник Terminal de fim Terminal block Terminale di fine Borne finale Zacisk Punto de unión Klem eind Koncová svorka Sorkapocs Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license طرف توصيل Klemme Клеммное соединение Terminal de combinação Terminal block Terminale di unione Borne double Zacisk Terminal de unión klem doorgang Spojovací svorka Sorkapocs Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Consumibles y actuadores Utilizzatori e attuatori Verbruikers en bewegingen Исполнительные механизмы Odbiorniki i urządzenia wykonawcze 消費装置と作動装置 Spotřebiče Verbraucher und Aktoren Καταναλώσεις και ενεργοποιητές Consumers and actuators Consommateurs et actionneurs Motor Motor Motori Двигатели Motor Silniki Motory a aktuátory Motoren Μοτέρ Engines Moteurs محرّك Шестифазный эл. мотор Motor de seis fases (duplo enrolamento) Six-phase engine Moteur triphasé (double enroulement) Motor part winding Trojfázový motor Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Трёхфазный эл. мотор Motor trifásico Three-phase engine Moteur triphasé Motor trifásico Trojfázový motor Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Motore trifase PE + TERM + BRAKE Трёхфазный эл. мотор PE + TERM + BRAKE Three-phase engine PE + TERM + BRAKE Trojfázový brzdový motor s termistorem Silnik trójfazowy PE + TERM + BRAKE Motor trifásico Tierra + Termocupla + Freno Drehstrom Motor PE + TERM + BRAKE Motor trifásico PE + TERM + BRAKE Moteur triphasé PE + TERM + BRAKE Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Motor trifásico Silnik trójfazowy Three-phase engine Moteur triphasé Trojfázový motor Трёхфазный эл. мотор Motore trifase محرّك ثلاثي الأوجه Motor trifásico Drehstrom Motor Draaistroommotor Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Servo Moteur Servo motor DC servomotor Однофазный эл. мотор Motore trifase One-phase engine Silnik trójfazowy Drehstrom Motor Jednofázový motor Motor trifásico Moteur triphasé Draaistroommotor محرّك ثلاثي الأوجه Motor trifásico Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label function Trojfázový motor Draaistroommotor Motore trifase Silnik trójfazowy Three-phase engine Moteur triphasé محرّك ثلاثي الأوجه Трёхфазный эл. мотор Motor trifásico Motor trifásico Drehstrom Motor Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label Servo-moteurs Servomotory Servomotoren Servomoteur V2V Servomotor V2V Convertidores e invertidores Convertitori e inverter Omzetters en Omkeerders Преобразователи Przetworniki i przekształtniki 変換器とインバータ Měniče a střídače Umformer und Umrichter Μετατροπείς και αντιστροφείς Converters and inverters Convertisseurs et variateurs Filtros Filtri Filters Фильтры Filtry Filtry Filter Φίλτρα Filters Filtres خط مرشح Filtr sieciowy Φίλτρο γραμμής Ligne filtre Netzfilter Síťový filtr 3f Line filter Filtro de linea Filtro di linea Lijn filter Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Netzfilter 3P Line filter 3P Filtro de linea 3P Trójbiegunowy filtr sieciowy Filtre réseau 3P Síťový filtr 3f EN 60617: 06-14-03 Converters Umformer Przekształtniki Преобразователи Convertitori Měniče مُحوّلات الكترونيات القدرة Omvormers Convertidores Convertisseurs Μετατροπείς Omzetters Conversores Střídač Inverter Wechselrichter Inverter Inversor Onduleur Falownik Author: Arun Kishore Eswara License: Creative Commons By 3.0 Quote Author and use for free : strictly non-commercial Transformer og strømforsyninger Трансформаторы и источники питания Transformers and power supplies Transformatory i zasilacze Μετασχηματιστές και παροχές ισχύος 変圧器と電源 Transformatoren en Voedingen Transformateurs et alimentations Trasformátory a proudové zdroje Transformadores y fuentes de potencia Trasformatori e alimentatori Transformatoren und Versorgungen Strømforsyninger Источники питания Power supplies Zasilacze Παροχές ισχύος Voedingen Alimentations Napájecí zdroje Fuentes de poder Alimentatori Netzteile 24V DC tápegység 1 fázis 24V DC supply one phase Napájecí zdroj AC/DC 24V label Netzteil AC/DC Ανορθωτής Redresseur Napájecí zdroj AC/DC s pojistkou موحد محكوم Raddrizzatore AC/DC Zasilacz Rectifier Rectificador Gelijkrichter AC1/DC Gelijkrichter AC1/DC EN 60617: 06-14-03 Sensors and instruments Sensori e misuratori Čidla a měřiče Czujniki i przyrządy Αισθητήρες και όργανα Датчики и инструменты Sensores e instrumentos Sensoren en instrumenten Capteurs et instruments Sensoren und Messgeräte センサと計器 Encoder Enkodéry Codeur Wegmessung / Encoder Codeur incrémental Inkrementalencoder Incremental encoder Inkrementální enkodér label + A 0 B A B 0 0V Χωρητικοί αισθητήρες Емкостные датчики حسّاسات سعوية Capteurs capacitifs Czujniki pojemnościowe Sensors capacitive Kapacitní snímače Sensoren Capacitief Sensores capacitivos Sensoren kapazitiv Sensori capacitivi Näherungsschalter Schliesser Capteur de proximité NO Kapacitní snímač NO 2 vodiče Final de carrera Czujnik zbliżeniowy Sensore di prossimità Limit switch NO Μαγνητικοί αισθητήρες Магнитные датчики حسّاسات مغناطيسية Capteurs magnetiques Czujniki magnetyczne Sensors megnetic Magnetické snímače Sensoren Magnetisch Sensores magneticos Sensoren magnetisch Sensori magnetici Μαγνητικός αισθητήρας, 3 ακροδέκτες Magnetischer Sensor 3-Leiter Capteur magnetique 3 bornes Magnetický snímač 3 vodiče Sensor magnetico 3 terminales حسّاس مغناطيسي ب 3 أطراف Sensore magnetico a 3 terminali Czujnik magnetyczny trójprzewodowy Magnetic sensor 3 terminals Magnetisch 3 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license حسّاس مغناطيسي 3 (NO) Μαγνητικός αισθητήρας, 3 ακροδέκτες, ανοικτή επαφή Magnetischer Sensor 3-Leiter Öffner Magnetic sensor 3 terminals NO Sensore magnetico a 3 terminali NO Capteur magnetique 3 (NO) Czujnik magnetyczny trójprzewodowy, zwierny Sensor magnetico 3 terminales NA Magnetický snímač NO 3 vodiče Magnetisch 3 (NO) Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Connectors and plugs Csatlakozók és dugók Connettori e prese Konektory a zásuvky Złącza wtykowe Stik Σύνδεσμοι και πρίζες Соединители и разъемы Conectores y enchufes Connectoren en stekkers Connecteurs et prises Steckverbinder und Steckdosen コネクタとプラグ Connector pins Csatlakozók Contatti Konektorové piny Złącza wtykowe Stik ben Ακίδες συνδέσμων Контакты разъемов Pines de conector Contacts de fiche Steckkontakte Connector Connecteur Соединение (нов.) Conector Stopcontact Conector Spojený pin Steckverbindung Buchse + Stecker Connettori M/F Σύνδεσμος موصل Złącze wtykowe Anya + apa csatlakozó Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Разъмы D-sub Connettori D-Sub Plugs D-sub Σύνδεσμοι D-sub Connecteurs D-sub Złącza D-Sub Stik D-sub Conectores D-sub Konektory D-Sub Stecker D-Sub D-Sub csatlakozók D-SUB 25 ακροδέκτες (αρσενικό) D-SUB 25 pin man Stecker D-SUB 25-polig männlich Zástrčka D-SUB 25 kolíků Wtyk D-Sub, dwudziestopięciostykowy D-SUB 25 Pin (maschio) رابط توصيل SUB-D 25 (ذكري) D-SUB 25 pin (male) D-SUB 25 pines (macho) SUB-D 25 broches (male) 25 tűs apa D-Sub Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Cables and wiring Kábelek és vezetékek Cavi e collegamenti Kabely a vodiče Przewody i kable Kabler og ledninger Καλώδια και καλωδίωση Кабели и провода Cables y alambres Kabels en draden Câbles et filerie Kabel und Verdrahtung ケーブルと配線 Scherm Πλέγμα Schirm Stínění Ekran 3 Schermo شاشة Screen Pantalla Ecran Экран Árnyékolás Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Σήμανση και χειρισμός Značení a příkazy Сигнализация и управление 信号と操作 Signalering en bediening Segnalazione e comando Melde- und Bedieneinrichtungen Signaling and operating Signalétique et commande Obwody sterownicze Señalización y comando Διακόπτες επιλογής Přepínače, voliče Переключатели schakelaar keuze Selettori Wahlschalter Selector switches Commutateurs sélecteurs Przełączniki Interruptor selector مفتاح ب 3 وضعيات بما في ذلك خط محايد Wahlschalter 3 Positionen Переключатель 3-х позиционный со средним положением Interruptor 3 posições com neutro Διακόπτης 3 θέσεων, 1-0-2 Switch 3 positions including neutral Interruttore a 3 posizioni, centrale neutra Interrupteur 3 positions dont neutre Zestyk przełączny, otwrty w pozycji pośredniej Interruptor 3 posiciones incluso neutro Třípolohový spínač včetně nulové Op/Neer contact 3 pos (NO/NO) commutator Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license Marchi produttori Articulos de fabricantes База изделий производителей Urządzenia producentów 製品 Producent produkter Tovární díly Herstellerartikel Κατασκευαστές υλικού Manufacturers articles Articles constructeurs Lenze Lenze Lenze 8200 vector standard i/o module E82ZAFSC 8200 vector standard i/o module E82ZAFSC 8200 Vector standardní i/o modul E82ZAFSC 8200 vector standard i/o module E82ZAFSC 8200 vector standard i/o module E82ZAFSC 8200 vector standard i/o module E82ZAFSC 8200 Vector – základní jednotka 8200 vector base module 8200 vector base module 8200 vector base module 8200 vector base module 8200 vector base module W L1 L2 V T R S U JMC JASD 750-1-20B label Pilz Pilz Pilz Safety modules Sicherheitsschaltgeräte Moduły bezpieczeństwa Модуль безопасности Moduli di sicurezza Bezpečnostní moduly وحدات السلامة Módulos de seguridad Blocs de securité Μονάδες ασφαλείας Veiligheid modules Pnoz PNOZ Pnoz Pnoz PNOZ Pnoz Pnoz Pnoz Pnoz Pnoz PNOZS3 PNOZS3 PNOZS3 PNOZ S3 PNOZS3 PNOZ S3 PNOZS3 PNOZS3 Rafart renaud Mesa Mesa 7i77 7i77 TB8_FIELD_IO Part 3 TB8_FIELD_IO Part 3 TB8_FIELD_IO Part 2 TB8_FIELD_IO Part 2 TB8_FIELD_IO Part 1 TB8_FIELD_IO Part 1 TB7_FIELD_IO Part 1 TB7_FIELD_IO Part 1 TB7_FIELD_IO Part 3 TB7_FIELD_IO Part 3 Contact power contactor Leistungsschliesser 1-polig Stycznik Контакт контактора (НР) Contatto NA di potenza Silový kontakt 1p مُلامس قدرة - كونتكتور (NO) Interruptor de potencia contactor Contact puissance contacteur Επαφή ρελέ ισχύος, ανοικτή Last contact Interruptor de potência contactor power NO 1 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label _ _ Contact power contactor Leistungsschliesser 3-polig Stycznik Контакт контактора (НР) 3 Contatti NA di potenza Silový kontakt 3p مُلامس قدرة- كونتكتور (NO) Interruptor de potencia contactor Contact puissance contacteur Επαφές ρελέ ισχύος, ανοικτές Last contact Interruptor de potência contactor power NO 3 Author: The QElectroTech team License: see http://qelectrotech.org/wiki/doc/elements_license label TB8_FIELD_IO Part 3 TB8_FIELD_IO Part 3 / label O0 O7 O6 O5 O4 O3 O2 O1 21 20 19 18 17 24 23 22 MESA 7i84-TB3 part 3 of 3 PNOZ XV3.1P 8200 vector base module 8200 vector base module 8200 vector base module 8200 vector base module 8200 vector base module 8200 Vector – základní jednotka label _ Incremental encoder Inkrementální enkodér Codeur incrémental Inkrementalencoder label +5V B A B IX IX 0V A TB7_FIELD_IO Part 1 TB7_FIELD_IO Part 1 QA0 /IDX0 IDX0 +5V /QB0 QB0 GND /QA0 5 4 3 2 1 8 7 6 MESA 7i85-TB3 part 1 of 3