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contradiction in coil dimensions in this drawing of wire collinear by G-7RGQ.

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abcd567

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WIRE COLLINEAR
I have noted some contradiction in coil dimensions in this drawing of wire collinear by G-7RGQ.

adsb-ant-drawing.gif

It says the coil consists of 1½ turns of 10 mm dia. The length of wire in coil therefore works out to π x d x 1.5 = 3.14 x 10 x 1.5 = 47mm. Adding 4 mm wire to provide gap between turns, the total wire length becomes 51 mm. However the drawing mentions "total wire length in coil = 65.5 mm (¼ wavelength)".

SIMULATIONS
I have run 2 simulations of wire collinear by G-7RGQ:
Simulation 1: Using 10 mm dia, 1½ turns coil, as given in drawing.
Simulation 2: Using 14 mm dia, 1½ turns coil, calculated by wire length in coil = 66 mm, i.e. ¼ λ.

The simulation results show a marked improvement in Radiation Pattern as well as in Horizontal Gain when 14 mm dia coil (i.e. wire length = 66 mm) is used. SWR in both cases are more or less same and substantially high (i.e. SWR > 6)

10 mm dia coil
simulation coiled whip 10mm dia coil.PNG.png

14 mm dia coil
simulation coiled whip 14mm dia coil.PNG.png

NOTE:
Diameter of the coils in simulations is measured from center of the wire.
Hence the inner dia of coil (i.e. the dia of rod or drill bit on which the coil is wound) = dia of coil - dia of wire.

If a 2 mm dia wire is used:
The 14 mm dia coil should be wound over a rod/drill bit of dia = 14 mm - 2mm = 12 mm
The 10 mm dia coil should be wound over a rod/drill bit of dia = 10 mm - 2mm = 8 mm

AN EASIER WAY to make the coil accurately is to measure & cut 66 mm length of wire and then wind it over a rod or drill bit. In this case exact dia & number of turns is not important as the wire length is pre-cut to 66 mm (i.e. ¼ λ). A 1/2" (12.5 mm) or 3/8" (9.5mm) drill bit can be used to wind the coil. The coils and vertical sections can then be joined by soldering/brazing/welding
 

The gap consistency is just almost as sensitive as the length.

i would use semi-rigid 1/4 copper plumbing or 50 Ohm semi rigid coax if terminated.

You want to conjugate match your load to source.
 

4 mm wire to provide gap between turns

...

Simulation 1: Using 10 mm dia
Simulation 2: Using 14 mm dia

The simulation results show a marked improvement in Radiation Pattern as well as in Horizontal Gain when 14 mm dia coil (i.e. wire length = 66 mm) is used. SWR in both cases are more or less same and substantially high (i.e. SWR > 6)

Impedance changes a lot when you make that change the wire
10mm wire: 83.8 -j165 Ohm
14mm wire: 204 + j239 Ohm
which doesn't look physically correct.

I think this is a modelling mistake, not a real effect: the larger wire diameter setting might simply short the gap between the turns, so that the coil is shorted.
 

Wounding a certain length of wire into a coil won't make a phase shift equal to the wire length. This is due to the EM field coupling involved, which can lengthen or shorten the time delay.
 

The gap consistency is just almost as sensitive as the length.

i would use semi-rigid 1/4 copper plumbing or 50 Ohm semi rigid coax if terminated.

You want to conjugate match your load to source.
Also the form diameter of the wire centre is used with wire diameter to compute impedance or form + wire radius.

This antenna is probably no better than a full wave piece of vertical wire. If you want high gain with some reduction of beamwidth in the vertical direction and or horizontal direction or a helix high gain then make one.
 

How about these?

SPIDER
DSC03798-R.JPG Spider - swr gain pattern.png


FRANKLIN SPIDER
DSC03801-R.JPG Franklin Spider - swr gain pattern.png
 

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