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Passive Crossover Calculator

Compute inductor and capacitor values for 1st and 2nd-order low-pass and high-pass crossovers, with response curves.

Inputs

Quick presets
Hz
Speaker impedance
Filter type
Low-pass coil (L)
15.92mH
series with sub
Low-pass cap (C)
248.7µF
across sub
High-pass cap (C)
248.7µF
series with mains
High-pass coil (L)
15.92mH
across mains
i
2nd Linkwitz-Riley: −6 dB at fc; sums flat when one driver’s polarity is inverted.
Crossover response
-36-30-24-18-12-601020501002005001000FREQUENCY (HZ)DBfc 80 Hz
Low-pass (sub)High-pass (mains)touch / hover graph to read values

Schematic

4Ω4ΩINL 15.92 mHC 248.7 µFLOW-PASS → SUBINC 248.7 µFL 15.92 mHHIGH-PASS → MAINS

How it works

A passive crossover splits the amplifier signal into a low band for the woofer or sub and a high band for the mains, using coils (inductors) and capacitors. Inductors pass low frequencies and resist high ones; capacitors do the opposite.

1st order:   L = Z / ω            C = 1 / (ω · Z)
2nd order:   L = Z / (Q · ω)       C = Q / (ω · Z)
             ω = 2π·fc,   Z = speaker impedance

Q:  Butterworth 0.707 · Linkwitz-Riley 0.5 · Bessel 0.577

The low-pass has a series inductor and a shunt capacitor across the speaker; the high-pass swaps them: a series capacitor and a shunt inductor. The Q sets the shape of the knee. Higher Q gives a sharper corner but a peak; lower Q gives a smoother, more damped one.

Practical advice: passive crossover parts for subwoofer frequencies are huge and costly (tens of millihenries, hundreds of microfarads) and waste power in the coil’s resistance. In car and home audio, subwoofers almost always use an active crossover (a 24 dB/oct Linkwitz-Riley filter) ahead of the amplifier. These formulas are still great for the high-pass side that protects small speakers from bass, or for passive mid/tweeter designs. They assume a purely resistive load: real drivers have inductance and resonance peaks, which shift the actual crossover point.

Sub coil L
15.92mH
Sub cap C
248.7µF