Crossover Equations:
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A speaker crossover is an electronic circuit that divides an audio signal into different frequency ranges for different drivers (woofers, tweeters, etc.). It ensures each speaker driver only receives frequencies it can handle well.
The calculator uses these fundamental equations:
Where:
Explanation: These equations calculate the component values needed for a basic first-order (6dB/octave) crossover network.
Details: Proper crossover design is crucial for speaker performance, protecting drivers from frequencies they can't handle, and ensuring smooth frequency response across the audio spectrum.
Tips: Enter the speaker's nominal impedance (typically 4Ω, 8Ω, or 16Ω), desired crossover frequency, and select whether you need a low-pass (for woofers) or high-pass (for tweeters) filter.
Q1: What's the difference between first-order and higher-order crossovers?
A: First-order (6dB/octave) uses one component per driver, while higher orders (12dB, 18dB, etc.) use multiple components for steeper roll-off but more phase shift.
Q2: Should I use the speaker's rated impedance or measured impedance?
A: The rated impedance is fine for basic calculations, but for precise design, use the actual impedance at the crossover frequency.
Q3: Can I use this for 2-way or 3-way crossovers?
A: This calculates components for one filter section. For multi-way crossovers, you'll need to calculate each section separately.
Q4: What about crossover slopes?
A: This calculator is for first-order (6dB/octave) slopes. Higher-order designs require more complex calculations.
Q5: How important is component quality?
A: Very important. Use air-core inductors for low-pass filters and high-quality capacitors (film or polypropylene) for high-pass filters.