I'm trying to verify empirical antenna gain figures and in the context of microwave frequencies, where I think ground effects are of less concern that typical at HF.
I come across a HT "duck" antenna (5.4 GHz) that states it as a quarter wave with unity gain. How would this be expressed as dBi? Can I first assume unity here means 0 dBq? I wonder because I've also seen unity to imply equal to an isotropic, and also to a free space dipole...?
How does dBq then relate to dBi? I read the Wikipedia article that states a quarter wave antenna has 3 dBd gain. I've read that elsewhere too, but I've also read that a quarter wave whip has loss relative to a reference dipole. ?
The bolded statement seems to contradict the entire section, however. I also wonder of the validity of this in the context of this "duck" antenna, since there may well be near perfect ground. So is it even possible to make any associations to relative gain figures here? I've read that quarter wave antennas have basically equal gain as a dipole.
It is already well established that 2.15 dBi = 0 dBd, at least I am not considering ground effects and that a dipole actually has ~8 dBi gain...
I come across a HT "duck" antenna (5.4 GHz) that states it as a quarter wave with unity gain. How would this be expressed as dBi? Can I first assume unity here means 0 dBq? I wonder because I've also seen unity to imply equal to an isotropic, and also to a free space dipole...?
How does dBq then relate to dBi? I read the Wikipedia article that states a quarter wave antenna has 3 dBd gain. I've read that elsewhere too, but I've also read that a quarter wave whip has loss relative to a reference dipole. ?
https://en.wikipedia.org/wiki/Dipole_antennaThe antenna and its image form adipole that radiates only in the upper half of space.
The quarter-wave monopole antenna is a single-element antenna fed at one end, that behaves as a dipole antenna. It is formed by a conductorin length, fed in the lower end, which is near a conductive surface which works as a reflector (see effect of ground) and is an example of a Marconi antenna. The current in the reflected image has the same direction and phase as the current in the real antenna. The quarter-wave conductor and its image together form a half-wave dipole that radiates only in the upper half of space.
In this upper side of space, the emitted field has the same amplitude of the field radiated by a half-wave dipole fed with the same current. Therefore, the total emitted power is half the emitted power of a half-wave dipole fed with the same current. As the current is the same, the radiation resistance (real part of series impedance) will be half of the series impedance of a half-wave dipole. As the reactive part is also divided by 2, the impedance of a quarter-wave antenna isohms. Since the fields above ground are the same as for the dipole, but only half the power is applied, the gain is twice (3 dB over) that of a half-wave dipole (), that is, 5.14 dBi.
The bolded statement seems to contradict the entire section, however. I also wonder of the validity of this in the context of this "duck" antenna, since there may well be near perfect ground. So is it even possible to make any associations to relative gain figures here? I've read that quarter wave antennas have basically equal gain as a dipole.
It is already well established that 2.15 dBi = 0 dBd, at least I am not considering ground effects and that a dipole actually has ~8 dBi gain...