On 6/22/22 12:18 AM, Jim Brown wrote:
This raises an interesting point, though - is there a "simple"
methodology to compute far field patterns including the effects of
terrain (e.g. from HFTA) for a stacked array, where you have the far
field patterns for each of the stacked antennas.
On 6/21/2022 7:37 PM, Billy Cox wrote:
So outside of the cautions Dean shared, and used
with other methods (EZNEC/etc.) why would one not use
HFTA as a useful software tool for stack planning?
Because as KK9A explained, it doesn't model interactions between the
two antennas, which can be considerable. HFTA is a very useful tool
FOR WHAT IT WAS DESIGNED TO DO. Caps for emphasis. These actions come
in the form of currents induced and impedances coupled between
elements of the coupled antennas.
Those who are saying this are well-educated engineers. And Dean was
the editor of the Handbook and Antenna Book when he developed HFTA.
Ward Silver took the reins when Dean retired. I know both men, have
worked extensively with Ward, and both are excellent engineers.
Software like NEC can model antenna interactions, producing a full 3D
pattern over a flat earth or in free space, but it cannot model
terrain, and there's no way to transfer that to HFTA in a meaningful
way, because each of the two antennas interact differently with the
terrain depending on their 3D location with respect to that terrain.
FAR more complex software is required to that, the terrain data must
be plugged into it. One program that MIGHT be useful is called Hobbies.
It's a bit tricky, because of the mutual impedances between the
antennas, so you can't just model them individually and combine using
HFTA data for the height to get a weighting factor for magnitude. Nor
can you just put the antennas in the model and excite only one, then
excite the other, since HFTA sort of assumes a point source radiator.
Complicating this is that most antenna modeling tools return the pattern
with the origin at ground level.
Could you use a freespace model, centered at each antenna in turn, and
then combine those with magnitude data from HFTA. This would assume
that the loading effects of the soil on the antenna are negligible - for
a 10/15/20 Yagi multiple wavelengths up, this is probably a reasonable
approximation. I can think of ways to de-embed soil effects, but it's
Another way would be to get near field data, and transform it somehow.
One other thing to think about is that H-pol antennas are really only
H-pol on boresight. Over ground, they have significant V-pol response
off the sides. (A dipole close to the ground is a fine V-pol antenna
off the ends of the dipole). HFTA doesn't model V-pol at all (it's a
lot more complex, because you need to know the soil properties, while
for H-pol, you can sort of assume total reflection)
It's an interesting question.
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