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Bestell-Nr./Part No.
11089313
2017-04-05
Datenblatt / Data sheet
BMT-Multi I/O
12DI / 7AI / 2AO / 8DO
Abbildungen / Illustrations
Prinzipbild / Wiring diagram
Das BACnet Modul BMT-Multi I/O ist eine kompakt und schnell
installierbare Lösung, um digitale und analoge Signale aus der
Aktor- und Sensorebene über BACnet MS/TP-Protokoll direkt
mit einer Steuer- bzw. Regeleinheit in der Gebäudeautomation
zu verbinden. Für verschiedene Aufgaben stehen 29 I/Os zum
Teil konfigurierbar zur Auswahl.
Über einen BACnet Client können die Eingänge und Ausgänge
über Standard-Objekte gesteuert und abgefragt werden. Die
Einstellung der Moduladresse und Bitrate erfolgt über zwei
Drehschalter auf der Frontseite oder per Software. Die Relais
K1-K4 sind mit einer Handbedienebene ausgestattet und
ermöglichen ein manuelles Eingreifen. Bei starken induktiven
Lasten sind die Relaiskontakte zusätzlich mit einem RC-Glied zu
schützen.
Geeignet zur dezentralen Montage auf Tragschiene TH35 nach
IEC 60715 in Elektroverteilern.
The BACnet module BMT-Multi I/0 is a compact and rapidly to
install solution to connect digital and analog signals from the
actor and sensor level directly to a control unit in building
automation via BACnet MS/TP protocol. 29 I/Os, some of
them are configurable, are available for different tasks. The
inputs and outputs can be controlled and scanned by
standard objects via a BACnet Client. Module address and bit
rate are set with two rotary switches on the front or by
software. The relays K1 to K4 are equipped with a manual
control and allow manual intervention. With strong inductive
loads, we recommend protecting the relay contacts with an
RC element.
Suitable for decentralized mounting on DIN TH35 rail
according to IEC 60715 in electrical distribution cabinets.