Faital Pro 12HX240-8 12 in. Neo 250W 8 Ohm Subwoofer

* 12-in Woofer plus intergrated rear mounted high frequency driver pushing highs streight through the middle
* Nom. Diameter 300 mm (12 in)
* Overall Diameter 316 mm (12.44 in)
* Bolt Circle Diameter 298.5 mm (11.75 in)
* Baffle Cutout Diameter 280 mm (11.02 in)
* Depth 162 mm (6.38 in)
* Flange and Gasket Thickness 12 mm (0.47 in)
* Net Weight 4.2 kg (9.3 lb)
* Shipping Box: (Single Carton Box) 350 x 346 x 216 mm; (13.8 x 13.6 x 8.5 in)
* Shipping Weight 5 kg (11.0 lb) TECHNICAL PARAMETERS
* { LF } { HF }
* Nom. Impedance 8 Ohm 8 Ohm
* Minimum Impedance 6.4 Ohm 6.8 Ohm
* AES Power Handling (1) 250 W 30 W
* Max Power Handling (2) 500 W 60 W
* Sensitivity (1W/1m) (3) 97 dB 107 dB
* Frequency Range 55hz-5000 Hz 1500hz-20000 Hz
* Voice Coil Diameter 65 mm (2.56 in) 37 mm (1.46 in)
* Winding Material Al Al
* Former Material Glass Fiber Kapton
* Winding Depth 17.4 mm (0.69 in) 2.1 mm (0.08 in)
* Magnetic Gap Depth 8 mm (0.31 in) 2.6 mm (0.10 in)
* Flux Density 1.25 T 1.85 T
* Min. Cross. Freq. (4) - 1.7 kHz
* Dispersion Angle - 100 Degrees
* Diaphragm Material - Ketone Polymer
* Diaphragm Shape - Annular
* Magnet Neodymium Ring Neodymium Ring
* Basket Material Aluminum -
* Demodulation Aluminum Ring -
* Cone Surround (5) Triple Roll -
* NET Air Volume filled by Loudspeaker 1.9 dm-3 (0.067 ft-3) -
* Spider Profile 1x variable height waves -
* THIELE AND SMALL PARAMETERS { LF }
* Fs 56 Hz
* Re [LF] 5.3 Ohm
* Re [HF] 5.5 Ohm
* Qes 0.38
* Qms 11.3
* Qts 0.37
* Vas 61.1 dm-3 (2.16 ft-3)
* Sd 539 cm-2 (83.55 in-2)
* Xmax (6) 7.37 mm
* Xdamage (7) 17.4 mm
* Mms 53.6 g
* Bl 16 N/A
* Le 0.45 mH
* Mmd 39.5 g
* Cms 0.15 mm/N
* Rms 1.7 kg/s
* Eta Zero 2.67 %
* EBP 147 Hz *
* PART NUMBER (P/N)
* Push Terminals - 8 Ohm Version 03004319 NOTES:
* (1) 2 Hours Test According to AES 2-1984 Rev. 2003
* (2) Maximum power is defined as 3dB greater than nominal power.
* (3) HF Sensitivity averaged within the frequency range
* (4) 12 dB/oct or higher slope high-pass filter
* (5) Treated Polycotton
* (6) Xmax= [(winding depth - magnetic gap depth)/2] + (magnetic gap depth/3)
* (7) Maximum excursion before permanent damage