Name: Dayton Audio High Pass Speaker Crossover 12 dB/Octave, 8 Ohm Assembled crossover
Brand: Dayton Audio
SKU: 4500-HPF-8
Price: 14.95 EUR
Availability: BackOrder

4500 Hz | 8 Ω

High Pass Speaker Crossover 12 dB/Octave, 8 Ohm Assembled crossover

€ 12,36€ 14,95 Esaurito

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Minimo cinque anni di garanzia
Periodo di recesso di 45 giorni per i resi

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Descrizione del prodotto Dayton Audio 4500-HPF-8 1-way High-Pass Filter

This 2nd order (i.e. 12 dB per octave) high pass Linkwitz-Riley filter from Dayton Audio passes frequencies above the given frequency and can easily be combined with other filters in this series to create 2-way or even 3-way crossover networks. Designed for use with 8 ohm drivers.

Highlights

High quality air core inductors in series with the driver
High quality components are securely fastened to PCB
Frequencies can be staggered or overlapped for desired response
High quality red PC board with EVA backing to prevent shorts and vibration
Dual 0.205" terminals at each connection point for easy parallel wiring
Mounts to our 5" X 7" blank terminal plate

Product details

Dayton Audio high Pass Speaker Crossover 12 dB/Octave, 8 Ohm

Dayton Audio's premium inline passive filters make it easy to limit a driver's frequency response to a specific desired bandwidth. By using combinations of these filters you can create complete 2-way or 3-way crossovers. The components used in each of these are the same high quality you have come to expect from Dayton Audio.

This 12dB/octave high pass filter can be combined with our 500 Hz high pass for a 2nd order Linkwitz-Riley crossover, which sums for flat transfer function across the crossover frequency. In addition, you can stagger or overlap filter frequencies to overcome peaks and dips in individual drivers' frequency response to create crossovers that acoustically sum flat across the crossover point.

Specifications:
Type: high Pass Filter
Impedance: 8 ohms

Dimensions: 100 mm x 60 mm

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Dayton Audio High Pass Speaker Crossover 12 dB/Octave, 8 Ohm Assembled crossover