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  1. The $492/f$ formula is for an ideal antenna in free space, the $468/f$ is an estimate for real antennas at a reasonable height over ground. The $492/f$ formula is a conversion from metric units to English units for the fundamental frequency and wavelength ($\lambda$) formula. $c = 3\times 10^8_{m/s}$ (the velocity of light) and $f =$ frequency --

  2. Example Calculations. A quarter wave (λ/4) antenna designed for 20 meter applications (15 MHz) has a length of 3.3 meters. The length of radials, assuming a 10% increase, is 3.6 meters. This assumes a velocity factor of 0.66.

  3. 10 lip 2023 · The formula: Antenna length in meters = (300/f)*0.25*0.96. f – frequency of the signal in MHz. 0.96 – wavelength shortening rate. Example: Here’s how to calculate the length of a ¼ wave antenna corresponding to a VHF (very high frequency) 200MHz. Antenna length in meters = (300/200)*0.25*0.96 = 0.36 meters.

  4. Equation (11.1.18) applies to any uniformly illuminated aperture antenna, and such antennas have on-axis effective areas A(θ,φ) that approach their physical areas A, and have peak gains G o = 4πA/λ 2 .

  5. 11 lut 2020 · Why does 1/4 wavelength have to have a ground plane and 1/2 doesn't? Here's how I think of it, a 1/2 wavelength dipole is just two 1/4 wavelength antennas back to back, and either can be considered the whip or ground plane. Or, a 1/4 wavelength vertical is just 1/2 wavelength antenna with the ground plane as the other 1/4 wavelength element.

  6. 11 cze 2017 · 1/4 Wave Antenna Calculator. I have been making a few 1/4 wave antennas lately, mainly for UHF and the GHz bands with good success, so I decided to create a calculator to simplify the process and maybe get some people who have not tried one before to give it a go.

  7. An antenna is a device that couples currents to electromagnetic waves for purposes of radiation or reception. The process by which antennas radiate can be easily understood in terms of the way in which accelerating charged particles or time-varying currents radiate, which is discussed in Section 10.1.

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