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Inverted V Dipole Calculator

Inverted V Dipole Formula:

\[ L = \frac{468}{f} \times \text{Height Adjustment Factor} \]

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feet
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1. What is an Inverted V Dipole?

The Inverted V Dipole is a variation of the standard dipole antenna where the two legs are angled downward, typically between 60-120 degrees. This configuration requires slightly less space than a horizontal dipole and provides a good compromise between performance and installation convenience.

2. How Does the Calculator Work?

The calculator uses the formula:

\[ L = \frac{468}{f} \times \text{Height Adjustment Factor} \times \text{Angle Adjustment Factor} \]

Where:

Explanation: The basic formula calculates the length for a half-wavelength dipole, with adjustments for the inverted V configuration and height above ground.

3. Importance of Proper Length

Details: Proper antenna length is critical for good impedance matching and radiation efficiency. An inverted V typically requires 2-5% shorter length than a horizontal dipole due to end effects.

4. Using the Calculator

Tips: Enter frequency in MHz. Height and angle are optional but will improve accuracy. For best results, the included angle should be between 90-120 degrees.

5. Frequently Asked Questions (FAQ)

Q1: Why 468 instead of 492?
A: 468 accounts for the velocity factor in typical wire antennas (about 95% of light speed), while 492 would be for free space.

Q2: How does height affect the antenna?
A: Higher installations generally perform better but may require slight length adjustments due to ground effects.

Q3: What's the best angle for an inverted V?
A: 90-120 degrees provides a good compromise between performance and mechanical stability.

Q4: What wire gauge should I use?
A: 12-18 AWG insulated copper wire works well for most installations.

Q5: How precise do I need to be with the length?
A: Within ±1% is good, but you can always prune the antenna for best SWR.

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