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Ported Speaker Box Calculator

Port Length Equation:

\[ Lv = \frac{1.463 \times 10^7 \times R^2}{Fb^2 \times Vb} - 1.463 \times R \]

inches
Hertz
cubic inches

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1. What is the Port Length Equation?

The port length equation calculates the optimal length for a port in a speaker enclosure to achieve a specific tuning frequency. Proper port length is crucial for achieving the desired bass response and avoiding port noise.

2. How Does the Calculator Work?

The calculator uses the port length equation:

\[ Lv = \frac{1.463 \times 10^7 \times R^2}{Fb^2 \times Vb} - 1.463 \times R \]

Where:

Explanation: The equation balances the relationship between port dimensions, box volume, and desired tuning frequency to achieve optimal acoustic performance.

3. Importance of Port Length Calculation

Details: Correct port length ensures the speaker system produces the intended low-frequency response, prevents port noise (chuffing), and maximizes efficiency at the tuning frequency.

4. Using the Calculator

Tips: Enter port radius in inches, tuning frequency in Hertz, and box volume in cubic inches. All values must be positive numbers.

5. Frequently Asked Questions (FAQ)

Q1: What happens if the port is too short?
A: A port that's too short will tune the box to a higher frequency than intended, potentially causing a boomy or uneven bass response.

Q2: How does port diameter affect the calculation?
A: Larger diameter ports require greater length to achieve the same tuning frequency, all else being equal.

Q3: What's the typical tuning frequency range?
A: For most subwoofers, tuning frequencies range between 25-45 Hz, depending on the desired sound characteristics.

Q4: Can I use multiple ports?
A: Yes, but the total port area must be used in calculations, and ports should be identical in size and length.

Q5: What if the calculated port is too long for my box?
A: You may need to increase box volume, reduce port diameter, or consider a different enclosure type.

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