Super Loop Antenna

G5RV verses Superloop 80
Many operators with small lots, a G5RV is what can fit for the 80 and 40 meter bands. The G5RV is 102 feet long and has a 34 foot
section of twinlead followed by coax into the shack, possibly with some sort of RF choke on the coax. The ends are typically supported by ropes up in
the trees. An 80 meter dipole would be about 134 feet long.
A tiny lot is limited in antenna potential and zoning laws prevent real towers.
RadioWorks “Superloop III” designed by Jim, W4FTU, and refined over the years, is a good alternative
The standard arrangement is shown in Fig. 1. It looks like an inverted delta loop and is 112 feet across the top. It fit on the same ropes as my G5RV used and the coax even started at about the same point in space. The wire is heavy 14 gauge copper. If your space doesn’t quite allow this, the top corner insulators can be moved to shorten the 112 foot dimension; also additional insulators can be added to the diagonal wires to make a rectangular
shape and raise the bottom balun up in the air more. I also added 6 feet of wire to move the resonant freq closer to the band bottoms for digital work.
The loop can also be mounted upside down and slanted if you only have a single support available. As with all loops, the area enclosed is important and so is the average height; the standard inverted delta shape is a very good compromise.
ELECTRICAL CHARACTERISTICS
The “trick” to the Superloop is the 30′ length of ladder line hanging down from the center insulator. This length has been tuned so that appears to be a open-circuit stub on 40 meters; thus the antenna becomes two full-wave wires (at 40 meters) and is commonly referred to as the Bi-Square antenna. On 80 meters, it appears to be a short and the antenna becomes a single wave vertical loop. This happens automatically and no switching is involved.
A special balun is provided which gives a match between the 50 ohm coax lead-in and the higher resistance of the loop. For best matching, a 1/2 wavelength coax is recommended (e.g. 99′ of RG-8X); however mine is about 70 feet into my diff-T tuner and the SWR < 2 points are 3495 to 3787 but the short coax gives a minimum on 40 of 2.05 at 7090 KHz. If you need to run without a tuner, close attention to the coax length will help. The balun is the typical ferrite rod in a PVC pipe with foaming urethane inside. This has the effect of heat insulating; mine works fine on 500 RTTY watts contesting, but real high power may be a problem on RTTY; but those guys all have beams, right?
OPERATING RESULTS
The diagonal wires make it partially a vertical antenna with a nice reduction in polarization QSB. You can possibly double contacts on 80/40 over the G5RV. RITTY can help on the reception. The Superloop tunes up fine on the 20,15,10 bands Antenna, ropes, and coax will run you about $US 135. RadioWorks advertises in CQ and QST and have an interesting catalog.
Copyright and originally hosted at http://larc.hamgate.net/SuperLoop.htm
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October 14th, 2006 at 3:52 pm
I’d like to try this antenna but I want to build it. Any more details on the balun or can it be purchased separately?
Thanks for the antenna info.
73 de Jeff
October 16th, 2006 at 9:59 am
I believe you can build you own balun with some standard ferrite cores.
You can find some interesting baluns projects at dxzone.com
January 15th, 2007 at 10:14 pm
The balun is 4:1
I have built 2 of those antennas and they are working greate, also tried with 1:1 balun and did the best result on 80.
Good luck..
Any questions regarding the superloop please send a e-mail
BR/Goran sm5wgm at ssa.se
February 3rd, 2007 at 10:35 pm
I tried it. Wors great with the exception of 20m. It won’t load there……..suggestions??
July 10th, 2007 at 9:32 am
Hi,
Would anyone give me the measurements of the super loop antenna, and is the ladder
line 450 ohm van gordan with a .95 VF?
And what bands have you been successful on?
73,John,ko6ef
January 22nd, 2008 at 12:14 am
Can anyone give me the dimensions of the superloop antenna I see it’s 112′ across the top how long are the 2 wires that come down from the 112 foot flatop part.Or is it 112′ on 3 sides.Thank You
February 26th, 2008 at 4:24 pm
Use c^2 = a^2 + b^2 to find the dimensions: a = 30, b = (112/2), c is the line descending at an acute angle (the hypotenuse); c = (aprox.) 63.53.
Search the web for Pythagorean theorem. There are some calculators that will give a more exact answer.