Wir managen Ihre Technikräume!
In einem Technikraum laufen alle wichtigen Komponenten der Gebäudetechnik zusammen. Ein Ausfall oder eine Beschädigung der Technik kann dabei zu erheblichen Komplikationen und Kosten führen. Demnach ist es essenziell, den Raum und die darin befindliche Technik zu schützen.
Im Rahmen unseres smarten Technikraummonitorings bieten wir Ihnen individuell abgestimmte Lösungen an, die mögliche Gefahren bereits vor Eintritt des Schadens erkennen und Sie somit vor vermeidbaren Kosten schützen. Die smarte Technikraumüberwachung dient dazu, Unregelmäßigkeiten und Abweichungen innerhalb des Technikraums zu erfassen. Dazu können beispielsweise Temperatur- und Wassereintrittsmessungen durchgeführt werden. Sollten Anomalien (z. B. erhöhte Temperaturen) festgestellt werden, wird unverzüglich eine Alarmbenachrichtigung an die Verantwortlichen übermittelt. Somit kann ein vorausschauender Betrieb der Technikräume gewährleistet werden.
Am Ende dieser Seite finden Sie anwendungsfallbezogene Widgets mit den dazugehörigen Messwerten.
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)
Ihre Vorteile
- Kontinuierliche Überwachung der Technikräume
- Frühzeitiges Erkennen von Anomalien
- Alarmierung / Benachrichtigung bei Unregelmäßigkeiten
Technische Umsetzung
Der Raumsensor enthält einen Temperatur-, Feuchtigkeits-, Licht-, Bewegungs- und Dezibelmesser (PIR). Durch die Kombination der verschiedenen Sensoren ist eine exakte Messung und Kontrolle des Raumes sowie des Raumklimas gewährleistet. Der Betrieb des Raumsensors erfolgt über Batterien, sodass die Sensorausrichtung unabhängig von externen Stromquellen ist. Somit ist sichergestellt, dass der Sensor an jeder Stelle des Raumes befestigt werden kann.
Der Wassereintrittssensor ermittelt das Eintreten von Wasser oder anderen Flüssigkeiten. Dabei nutzt der Sensor eine Wasser- bzw. Flüssigkeitssonde, die das Vorhandensein von Flüssigkeit registriert. Sollte die Sonde mit Flüssigkeit in Berührung kommen, wird direkt eine Alarmmeldung über das LoRa-Netzwerk übermittelt. Zusätzlich ist der Sensor batteriebetrieben, wodurch sichergestellt werden kann, dass der Sensor flexibel überall angebracht werden kann.
Der Kontaktsensor misst, ob Türen und Fenster geschlossen sind. Durch zwei gegenüberliegende Magnete kann ein Öffnen (Unterbrechung der Magnetkraft) und Schließen (Herstellung der Magnetkraft) des zu messenden Objekts ermittelt werden. Der Sensor ist batteriebetrieben und benötigt keine externe Stromquelle. Dadurch eignet er sich auch besonders für höher gelegene Fenster und lässt sich flexibel überall anbringen.
Auf Wunsch beraten wir Sie auch weitergehend auf dem Weg zu einer energieeffizienten und smarten Optimierung. Von uns erhalten Sie maßgeschneiderte Lösungen aus einer Hand!
Unser Beitrag zu den Sustainable Development Goals
Industrie, Innovation und Infrastruktur
- Unsere Ziele sind es, unsere Versorgungs- und Kommunikationsnetze sowie weitere Infrastrukturen resilienter zu gestalten und die Industrie in Richtung Nachhaltigkeit und Klimaschutz zu unterstützen.
Nachhaltige Städte und Gemeinden
- Wir unterstützen die Kommunen in unserem Versorgungsgebiet und bieten mit unseren Lösungen die Möglichkeit, eine resiliente und nachhaltige Städteentwicklung voranzutreiben.