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Specific Antenna Types

Sleeve Antenna Calculator

Calculate the dimensions of a coaxial sleeve (bazooka) antenna including total length and sleeve dimensions.

2

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Live

Math

3

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Calculator

Input Parameters

Enter parameters and click Calculate to view results

Formula & Theory

Element Length = (299.792458 / f) × Velocity Factor

This formula is used to calculate antenna parameters for sleeve antenna calculator.

Overview

This sleeve (bazooka) antenna calculator sizes the two key dimensions of a coaxial sleeve dipole — the upper radiating element and the sleeve (skirt) that surrounds the coax feedline — from operating frequency and the coax's velocity factor. It's a common build for VHF/UHF base and repeater antennas where a clean, balanced vertical radiator without a separate balun is desired.

Input Guide

Enter Frequency, Velocity Factor exactly in the units shown by this sleeve antenna. Check the operating band, unit prefix, and decimal position before calculating; these are the inputs used by the formula.

  • Frequency — use MHz.
  • Velocity Factor.

Output Guide

The results describe the calculated sleeve antenna values for the inputs you entered. Check each value against the available space, selected components, feed system, and operating conditions before making a final design decision.

How This Calculator Works

The Sleeve Antenna uses Element Length = (299.792458 / f) × Velocity Factor. Supply Frequency (MHz), Velocity Factor in the displayed units, then use the calculated values as the first engineering target for this specific antenna types design or analysis.

Design Notes

A sleeve antenna solves a specific problem: feeding a vertical dipole-like radiator directly with unbalanced coax, without the pattern distortion and feedline radiation that comes from connecting coax straight to a dipole's balanced feedpoint. The sleeve — a conductive tube or braid section surrounding the coax outer jacket for a quarter-wavelength below the feedpoint — acts as an RF choke, presenting a high impedance to shield currents and preventing the outer conductor of the coax below the sleeve from becoming part of the radiating structure. This gives the sleeve antenna a naturally symmetric, close-to-omnidirectional vertical pattern similar to a standard dipole, without needing a separate 1:1 or 4:1 balun. Both the upper element and the sleeve are sized as electrical quarter-waves, so their physical length depends on the coax or conductor's velocity factor, not just free-space wavelength — this is why the calculator asks for velocity factor as a required input rather than assuming free space.

Build and Tuning Notes

Velocity factor is the detail most builders get wrong: it applies differently to the upper radiating element (usually built from solid wire or rod, often with a velocity factor close to but slightly under 1.0 depending on diameter) versus the sleeve, which is typically formed from the coax's own braid or an added conductive tube and inherits the coax's velocity factor (commonly 0.66–0.85 for common coax types). If the upper element and sleeve are built from different materials with different velocity factors, this calculator's single shared velocity-factor input is a simplification — for best accuracy, run the calculation twice with the correct velocity factor for each element and use each result independently rather than assuming they match. As with any quarter-wave element, always cut a few percent long and trim to resonance while monitoring SWR, since real-world conductor diameter (which affects the antenna's effective capacitance) shifts resonant length slightly from the idealized formula.

Frequently Asked Questions

What does a sleeve (bazooka) antenna calculate?

This calculator sizes the upper quarter-wave radiating element and the quarter-wave sleeve that acts as an RF choke around the coax feedline, along with the total antenna length, based on operating frequency and velocity factor.

Why use a sleeve instead of a standard balun?

The sleeve serves the same electrical function as a balun — blocking common-mode current on the feedline shield — but does so as an integrated part of the antenna structure rather than a separate component, which simplifies construction for base and repeater antenna builds where a compact, self-contained radiator is preferred.

Why does velocity factor matter for both the element and the sleeve?

Radio waves travel slower along a physical conductor than in free space, and the ratio of that reduced speed to the speed of light is the velocity factor; ignoring it and using the free-space quarter-wave length will produce an antenna that resonates below the intended frequency. Because the upper element and sleeve are often different conductor types (solid wire versus coax braid), their true velocity factors can differ even though this calculator applies one shared value.

Why can measured resonant frequency differ from the calculated value?

Conductor diameter, nearby metal structures, and the exact construction of the sleeve-to-element transition all shift the effective electrical length compared to the idealized quarter-wave formula. Building the elements slightly long and trimming for minimum SWR at the target frequency is the standard practice to close this gap.

AW
RF Engineering ExpertCalculator content reviewer

Alex Warren

B.Sc. in Electrical & Electronic Engineering (EEE)

Alex specialises in antenna design and wave propagation. His expertise helps ensure these calculators present practical RF concepts, useful design estimates, and clear engineering guidance for students, HAM operators, and wireless professionals.

Electrical & Electronic EngineeringAntenna & Wave Propagation
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