Passive Crossover Design Calculator
Car Audio - Speaker - Subwoofer - Electronics
Change Network Order to
Two Way
First | Second
| Third | Fourth
Two Way Second Order Network Equations
|
Linkwitz-Riley: C1 = 0.0796 / (RHf) C2 = 0.0796 / (RLf) L1 = 0.3183RH/f L2 = 0.3183RL/f |
Bessel: C1 = 0.0912 / (RHf) C2 = 0.0912 / (RLf) L1 = 0.2756RH/f L2 = 0.2756RL/f |
|
Butterworth: C1 = 0.1125 / (RHf) C2 = 0.1125 / (RLf) L1 = 0.2251RH/f L2 = 0.2251RL/f |
Chebychev: C1 = 0.1592 / (RHf) C2 = 0.1592 / (RLf) L1 = 0.1592RH/f L2 = 0.1592RL/f |
Problem:
Solve for crossover second order values using Linkwitz-Riley, Bessel, Butterworth and Chebychev.
Inputs:
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Solution:
Linkwitz-Riley:
| C1 Value | ---- |
| C2 Value | ---- |
| L1 Value | ---- |
| L2 Value | ---- |
Bessel:
| C1 Value | ---- |
| C2 Value | ---- |
| L1 Value | ---- |
| L2 Value | ---- |
Butterworth:
| C1 Value | ---- |
| C2 Value | ---- |
| L1 Value | ---- |
| L2 Value | ---- |
Chebychev:
| C1 Value | ---- |
| C2 Value | ---- |
| L1 Value | ---- |
| L2 Value | ---- |
References - Books:
Dickason, Vance. 1991. The Loudspeaker Design Cookbook. Audio Amateur Press. 4th ed.
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By Jimmy Raymond
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