Flightcases
Kling & Freitag CA 106 Speaker, passive compact speaker
- 2-way full range loudspeaker system loaded with 6.5″/1″
- Innovative “Full passive concept” for highest audio quality
- Maximum SPL 118 dB
- Seperate protection circuits for maximum safety
- Very compact size
- Precise coverage starting 1300 Hz
- 16 Ohm
- Colour RAL 9005 (black)
- Frequency response -10 dB78 Hz – 22 kHz
- Frequency response ±3 dB88 Hz – 20 kHz
- Nominal coverage angles90° x 60° (hor. x vert.)
- Power handling nominal 120 Watt
- Power handling program 240 Watt
- Power handling peak 480 Watt
- Sensitivity 1 W/1 m92 dB
K&F CA SERIES
Impressively versatile
The CA series consists of compact, passive full-range, high-performance speakers of various performance categories. In the mid-high range, all systems have rotatable horn-driver combinations with a defined dispersion pattern, thereby guaranteeing a homogeneous distribution of sound. Can be used variably in many applications. Outstanding acoustic properties are achieved with carefully developed compensation and linearisation filters in the crossover. Elaborate all-pass filters perfect the phase response and group delay. The result is a barely noticeable transition from the direct emitter to the horn driver and a homogeneous progression of dispersion at all dispersion levels. Impressive sound quality everywhere!
Practical flexibility
Depending on the model, the CA series is very well-suited for use at short or medium audience distances. A well thought-out enclosure design and functional accessories enable flexible use in the widest range of PA sound requirements. The enclosures are equipped either as standard units or, in the case of option “M”, with a monitor angle. Practical advantages for everyday sound reinforcement. Additionally, it is possible to create monitor pairs (horn to horn) by using the option ‘AS’ (axial symmetry). Sound experts value the axially symmetrical arrangement when using them as vocal monitors on stage. The higher concentration in the mid-range area and optimisation of the phase relationship make the key difference. Sounds good
