5 x 9 cm (2" x 3.5") fullrange driver with a powerful magnetic drive, good efficiency and a very balanced frequency response. Due to the very good highrange reproduction and the small size any non-spacious application in the field of multimedia and Dolby Surround are possible. The SC 5.9 OM - 8 Ohm can furthermore be used as replacement part for internal flat TV speakers.
Typical applications:
- Multimedia systems
- Flat TVs
- Control speaker for electronic devices
Attributes:
- Moisturised cone
- Metal basket
Technical Data:
![](data:image/png;base64,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)