Half-wave Dipole Antenna Calculator
The measurements below are for
building a simple Dipole Antenna. The Wire Size can range from 18 AWG to 12
AWG. The larger the wire, the wider the bandwidth. The antenna is designed to
be fed with 50 or 75 Ohm Coax Cable of most any length with a Balun. Place a
1:1 Balun on the Antenna end of the Feedline. The Balun matches the Balanced
Antenna into the Unbalanced Coax Cable. The balun will keep stray antenna
currents off of the Feedline and help to keep stray RF out of the Radio Shack.
If a Ferrite Balun is used, the balun needs to be rated at least twice the
operating wattage to prevent the balun from overheating. This will help
mitigate mismatches and stray RF due to using the antenna at frequencies other
than what the antenna was specifically designed for.
For a dipole antenna constructed to
resonate at a desired center frequency (cf) calculate the antenna length
by using the formula: L = 468 / cf (cf is in MHz). To determine
the two element lengths (E), divide L / 2= E.
Please note: The data in the following
tables were calculated using the above formulas. Many of the numbers have been
rounded off to the nearest 100th, so some final length adjustment
may be necessary. Dimensions will also slightly change due to antenna height
and ground conductivity variations.
Antenna Diagram
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NOTE: The halfwave dipole antenna element
lengths are measured differently when building an inverted V dipole.
You
usually make an inverted-V dipole slightly shorter than a flat horizontal
half-wave dipole because the downward-sloping legs
change the antenna's capacitance and feed point impedance.
A
common rule of thumb is:
- Horizontal
half-wave dipole:
Each leg:
- Inverted-V
dipole:
Start with 2–5% shorter than the horizontal calculation, then trim while checking resonance.
A
practical formula is:
or
Example: 20 meters (14.2 MHz)
Horizontal
dipole:
- Total:
- Each
leg:
Inverted
V:
- Total:
- Each
leg:
That's
about 3.4 inches shorter per leg.
Why?
When
the legs slope downward:
- The
ends are closer to ground.
- The
antenna has greater end capacitance.
- It
becomes electrically longer than the same physical wire length.
- Therefore,
less wire is needed to resonate at the same frequency.
How much shorter?
The
exact amount depends on:
- Included
angle (typically 90–120°)
- Height
above ground
- Ground
conductivity
- Wire
diameter
- Nearby
objects
Typical
reductions are:
|
Included
Angle |
Length
Change |
|
120° |
1–2% shorter |
|
90° |
2–4% shorter |
|
60° |
4–6% shorter |
Best practice
Most
amateur operators:
- Cut
each leg about 2–3% long initially.
- Raise
the antenna to its final height.
- Measure
SWR or resonance with an antenna analyzer.
- Trim both
legs equally until the desired resonant frequency is reached.
This
approach accounts for your actual installation, which has a much larger effect
on resonance than the theoretical correction for the inverted-V geometry alone.
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