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BLAM Supersub 12" (300mm) 1000W High-Performance Subwoofer (2x 2 Ohms) BL-SUPERSUB-12

BLAM BL-SUPERSUB-12 - BLAM Supersub 12" (300mm) 1000W High-Performance Subwoofer (2x 2 Ohms)

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In stock
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BL-SUPERSUB-12
Special Price £499.99 Regular Price £559.99 Save £60.00

BLAM Supersub 12" (300mm) 1000W High-Performance Subwoofer (2x 2 Ohms)

The BLAM SuperSub 12 is a high-performance 12″ subwoofer engineered for deep, accurate bass. It features a lightweight carbon-fiber cone, dual 65.5 mm voice coils on fiberglass formers, and twin 156 × 20 mm ferrite motors for superior power handling and cooling. Its die-cast chassis and machined T‑bracket ensure rigidity and precise control, even under heavy load. Designed for use in 30 L bass-reflex enclosures, this sub delivers outstanding low-frequency response (30–500 Hz) with minimal distortion, making it ideal for demanding car audio systems.

Designed in France by BLAM Audio and supplied by InCarTec, this subwoofer is trusted by installers and online retailers throughout the UK.

PLEASE NOTE: This subwoofer is specially designed for 30L Subwoofer Enclosures

Key Features

  • 300 mm (12″) carbon-fiber cone for low distortion
  • Dual 2 Ω voice coils for flexible wiring
  • Robust motor structure and ventilation
  • Machined die-cast basket & T‑bracket for rigidity
  • Optimized for 30 L ported cabinets
  • 500 W RMS / 1000 W peak performance
  • Wide 30–500 Hz frequency range
  • High sensitivity (~95 dB)
  • Supported and distributed in UK by InCarTec

Composition

  • Maximum power 1000 W / Nominal power 500 W
  • Frequency response 30 Hz – 500 Hz
  • Impedance 2 x 2 Ohms
  • Die-cast basket with machined joint
  • Ultra-stiff carbon fiber cone
  • Tough foam surround to control long excursions without distortion
  • “Conex” axle with integrated wires
  • 65mm dual cone
  • “Conex” cone with integrated conductor wires
  • Two 65.5 mm voice coils on fiberglass support
  • Two oversized 156 mm x 20 mm magnetic motors
  • Elongated and machined T-bracket
  • Optimized listening quality and performance.
  • 65.5mm Dual Magnetic Motor
  • Machined Extended T-Bracket
  • Optimized for 30L Bass Reex enclosure (1,059cf).

Dimensions

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Price £559.99
Manufacturer BLAM
Vehicle Manufacturer None
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You're reviewing:BLAM Supersub 12" (300mm) 1000W High-Performance Subwoofer (2x 2 Ohms) BL-SUPERSUB-12
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