Crossover Calculator

Crossover Calculator
1st Order: −6 dB/oct
2nd Order: −12 dB/oct
Butterworth / Linkwitz-Riley
2-Way Crossover Network
fc Crossover Frequency
Z Speaker Impedance
Enter crossover frequency and impedance
Crossover Components
2-Way Crossover Network Input Low Pass Woofer High Pass Tweeter Signal splits at fc: lows to woofer, highs to tweeter

Figure 1: A 2-way crossover splits the audio signal at the crossover frequency. The low-pass section feeds the woofer; the high-pass section feeds the tweeter. Component values depend on fc and speaker impedance.

Table of Contents
Fundamentals
  1. What Is a Speaker Crossover?
  2. How It Works
Worked Examples
  1. 2-Way Bookshelf Speaker
  2. 3-Way Floor Standing Speaker
Deep Dive
  1. Crossover Order and Slope
  2. Impedance Matching
Reference
  1. Frequently Asked Questions
  2. Related Filter Calculators

What Is a Speaker Crossover?

A speaker crossover divides an audio signal into separate frequency bands for different drivers. The woofer handles bass, the midrange handles vocals, and the tweeter handles treble. Without a crossover, each driver would attempt to reproduce frequencies outside its optimal range, causing distortion and reduced power handling. The Filter Cutoff Frequency Calculator covers the fundamental frequency calculation that underpins crossover design.

How It Works

A crossover network uses LC filters (inductors and capacitors) to split the signal. First-order crossovers use one component per driver (−6 dB/octave). Second-order Butterworth use two (−12 dB/octave). Fourth-order Linkwitz-Riley (−24 dB/octave) is the professional standard for flat acoustic summing. The RC Filter Calculator shows the individual filter stages.

Worked Example — 2-Way Bookshelf Speaker

Given: fc = 3 kHz, Z = 8 Ω

1st order: C = 1/(2π×3000×8) = 6.63 µF, L = 8/(2π×3000) = 0.424 mH

The RL Filter Calculator can verify the individual filter sections.

Worked Example — 3-Way Floor Standing Speaker

Given: fc₁ = 500 Hz, fc₂ = 5 kHz, Z = 8 Ω (3-way)

The woofer gets a 500 Hz low pass, the midrange gets 500-5000 Hz bandpass, and the tweeter gets a 5 kHz high pass.

The LC Filter Calculator handles the bandpass section calculation.

Crossover Order and Slope

First-order (−6 dB/oct) has the best phase response and simplest construction but poor driver isolation. Second-order Butterworth (−12 dB/oct) is a good compromise. Linkwitz-Riley (−24 dB/oct) provides flat acoustic power summing and excellent driver isolation — the industry standard for professional audio. The Low Pass Filter Calculator designs the individual LP and HP stages.

Impedance Matching

Speaker impedance varies with frequency — it is not constant at the rated value. This affects crossover accuracy. Zobel networks (a series RC across the driver) can flatten impedance. L-pads attenuate the tweeter without changing the crossover frequency. The High Pass Filter Calculator covers complementary filter designs.

Impedance Calculator: The Impedance Calculator helps verify speaker impedance at the crossover frequency.

Frequently Asked Questions

How many ways should my crossover be?
2-way is simplest and most common (bookshelf speakers). 3-way adds a dedicated midrange driver for better vocal clarity. 4-way is used in large PA systems. More ways = more complexity and cost.
Can I use active crossovers instead?
Yes. Active crossovers use op-amps before the power amplifiers. Each driver gets its own amplifier. This eliminates inductor losses and allows precise electronic tuning. Most professional sound systems use active crossovers.
What about time alignment?
Different crossover orders introduce different phase shifts, causing the acoustic output from drivers to arrive at different times. Physical driver offset and electronic delay can compensate. Linkwitz-Riley crossovers minimise this issue.
What capacitor types should I use?
Use non-polarised film capacitors (polypropylene preferred) for signal path. Electrolytic capacitors are acceptable for woofer low-pass sections where precision is less critical. Avoid ceramic capacitors in the signal path due to voltage-dependent capacitance.

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Last updated: March 2026