3,7 cm (1,5") Breitbandlautsprecher mit breitem, ausgewogenem Frequenzgang und sehr
guter Tieftonwiedergabe. Mit kräftigem Neodym-Antrieb und großem Hub, optimiert für kleine
Bassreflexgehäuse/Gehäuse mit Passivmembranen. Geeignet für Anwendungen, die zugleich geringe
Abmessungen und gute Musik- und Sprachwiedergabe fordern.
Anwendungsmöglichkeiten:
-
- Flachbildschirme (TV und PC)
- Infoterminals
- andere kompakte Geräte und Automaten zur Sprach- und Musikwiedergabe
Technische Daten:
![](data:image/png;base64,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)