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Target archery rounds are generally carried out over a variety of
distances. The optimum setup for the bow and arrow with respect to
getting the highest score (minimum group size) is a function of
distance. Generally unless there is a specific reason to tune the setup
for a particular distance (e.g. 18 meters for indoor) a 'one size fits
all' approach is used, a single setup is used for all distances.
There are two aspects to distance tuning, the bow setup and the arrow
setup. These two aspects are not independent so as with any form of
tuning it's a case of going round the loop on an iterative basis until
no further improvement can be detected.
The basic concepts behind bow and arrow tuning with distance have
already been covered in previous sections so here the various relevant
bits are just pulled together as a package without repeating all the
details.
Bow Setup
Minimum group size for a specific distance is dependant on the
rotation in the vertical plane that the arrow has when it leaves the
string. If there was no gravity then the optimum set up would be zero
rotation in the vertical plane for all distances. With gravity the
optimum bow exit rotation for a specific arrow and arrow speed with
respect to minimizing groups is a function of target distance.
You can basically split "tuning" into coarse adjustment
(limb angle, Center shot, bracing height) and fine adjustment (nocking
point position and plunger button spring). Only fine tuning adjustment
is being considered. Unfortunately arrow exit rotation in the vertical
plane is affected by both nocking point position and button spring
tension (it's assumed the bow setup is such that the arrow rest has no
effect on arrow rotation). The assumed process is to set the nocking
point and then adjust the button spring for zero arrow rotation in the
horizontal plane (the more important of the two rotations) and live with
the consequent change in vertical arrow rotation, going round this loop
as required. Adjustment is made on an incremental trial and error basis
looking for the optimum.
Tuning for distance is a bit of a "black art" with no
defined procedure that I know of. There are (at least) two possible
processes that seem to be used. One is to measure how the arrow group
size varies directly at specific distance as the nocking point is
changed, the other is to look at the variation in hit height difference
between fletched and bareshaft arrows. Which ever process is used what
distance is it done at?
Using an arrow flight simulator an assessment is made of the two
processes and they are compared to the basic tuning 'zero vertical
rotation' situation. Arrows are assumed always to have zero rotation in
the horizontal plane so the groups used are the two dimensional vertical
arrow spreads. 'Typical' values for the bow/arrow system are assumed and
for the archer's skill level. As the 'best' tuning process will depend
on both these factors the following table should be regarded as
indicative only. To allow for the change in face size the group sizes at
50m and 30m have been weighted by a factor of 122/80 so that group sizes
can be correlated to scored points value.
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Minimum Group Size
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Bareshaft/Fletched hit
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Basic Tune
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| Distance |
90m |
70m |
50m |
30m |
90m |
70m |
50m |
30m |
N/A |
| 90 |
0.78 |
3.48 |
10.38 |
10.61 |
15.10 |
11.90 |
7.88 |
10.61 |
12.52 |
| 70 |
2.98 |
1.07 |
10.89 |
4.56 |
2.11 |
5.31 |
11.06 |
4.56 |
9.99 |
| 50 |
12.56 |
12.29 |
3.27 |
11.32 |
4.63 |
4.38 |
16.86 |
11.32 |
8.30 |
| 30 |
7.53 |
4.72 |
6.17 |
0.10 |
0.82 |
3.19 |
5.90 |
0.10 |
1.84 |
| |
|
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|
|
|
|
|
| Total Size |
23.85 |
21.56 |
30.7 |
26.58 |
22.65 |
24.77 |
41.70 |
26.58 |
32.64 |
| |
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| Normalized |
1.11 |
1.00 |
1.42 |
1.23 |
1.05 |
1.15 |
1.93 |
1.23 |
1.51 |
In the above table, each column represents a different bow (nocking
point position) setup. e.g. for the 90m column under Minimum Group Size
the bow is tuned to minimize the group size at 90m (0.78) and the
consequent groups at 70m, 50m and 30m presented in the same column. The
Bareshaft/Fletched Hit columns work on the same principle except that in
this case the nocking point is adjusted so that the fletched and
bareshaft arrows hit at the same vertical height for the specific
distance, specified at the top of the column . The Basic Tune column
gives the group sizes at the different distances assuming zero vertical
arrow rotation on bow exit. Total Size is the overall (weighted) group
size for all distances combined for that setup. Each Total size is normalized
to the Total Size for the Minimum Group Size at 70m.
The best setup overall is obtained by minimizing groups at 70m. Using
the bareshaft method at the longer distances also performs very well (bareshaft
at 90m comes second overall). Tuning by whatever means at 30m does
better then at 50m - don't ask me why! There was an anomaly at 50m in
that it was not possible to bring the bareshaft down to the same height
as the fletched shaft, possibly a combination of the bow angle and the
rotation properties of the arrow. The 'basic tune' on the whole did not
work as well as the group size or bareshaft methods. This is anyway a
bit artificial as it more or less corresponds to the 'bullet hole' tear
in a paper tune approach. In practice a basic tune is going to be more
like the 30m bareshaft column which works well.
When actually tuning for distance it may practically be a case of
first determining the best strategy for a particular archer's skill and
equipment and then actually doing the tuning. An approach something like
the above table is required for real rather than a simulation. Using a
bareshaft approach at long distance (again limited by archer's skill) is
a fast method of getting into the right area followed up by tuning on a
group size basis.
A clever idea that archers report using is that once a tuning setup
is established it is referenced by recording the relative hit positions
of fletched and bareshaft arrow group centers at a specific distance. If
say the bow is disassembled/reassembled instead of repeating the whole
group tuning process the setup is adjusted to recreate the reference
value. e.g. for the 70m group tune in the table above at 30m the
bareshaft would hit around 20cms vertically above the fletched shaft.
Arrow Setup
The arrow has essentially already been selected before the distance
tuning procedure begins for its tuneability, FOC, speed etc. The factor
which has a secondary influence on group size is the arrow fishtailing
amplitude and period as it relates to the target distance. A less then
perfectly shot arrow ends up traveling in a different direction to that
shot, the main source of groups. Superimposed on this is the side to
side movement of the arrow resulting from fishtailing (up and down
movement from porpoising is difficult to identify and is assumed to be
incorporated in the nocking point tuning process). Using very
'ball-park' numbers, with an average/poor skill archer the fishtailing
amplitude can be around 25% of the total group size and for a
reasonable/good skill archer around 35%. Taking the fishtailing
wavelength as the travel distance for the arrow to complete a side to
side movement cycle the associated wavelengths are around 60m and 100m.
This graph illustrates what
happens for the poorly shot arrow. The black line is the nominal post stabilization
arrow direction. The actual arrow path (blue line)
oscillates around the nominal arrow direction. The archer loses out
badly at 30m, gains slightly at 50m, no gain/loss at 70m and loses out
to some extent at 90m.
This graph illustrates what
happens for the well shot arrow. The fishtailing wavelength is much
longer so the archer loses out at all distances apart from 90m where
some benefit is gained.

The only practical way the fishtailing effect can be modified (in the
archer's favor) is by playing around with the fletching size and
position (which is mainly limited by the wind sensitivity of the arrow).
This graph illustrates the effect of increasing the fletching size for
the good archer by varying amounts. The larger fletching result in more
rapid stabilization and smaller groups anyway but the effect on the
arrow fishtailing is to reduce both the amplitude and wavelength.
For the 44%,67% and 89% increased size over the standard for example
the groups at 90m remain much the same while getting an improvement with
a reduced 70m group size. Increasing fletching size shows diminishing
returns but the main penalty is incurred if the fletching size is too
small.
In practice it's difficult (short of an archery equivalent of
Hawkeye) to determine fishtailing behavior. The only approach would be
to measure group width variation by moving forward and backwards around
a specific distance.
It is unlikely, but possible that arrow fishtailing can give a false
indication of a tuned button. With a badly tuned bow both the bareshaft
and fletched arrow will fishtail and its possible that the two arrows
could coincidentally hit at the same horizontal position. A walk back/up
approach clarifies such a situation
The attached graph illustrates how this 'false tune' can occur. In such
a situation there is always going to be a significant lateral
displacement of the arrow. When tuning getting the eye, plane of bow and
sight pin in line will always reduce any problems.
Summary
Distance tuning is as stated previously a bit of black art and
requires understanding what you're doing combined with experience of
doing it. While the above comments don't supply any answers they
hopefully cover some of the considerations.
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