and, when some points were not completely understood by members:Here is one for the mathematically inclined LWers.
In Korean traditional archery, we shoot at a distance of 145m (159 yds.). Our target is 2.67m H x 2m W (8.76' x 6.56'). Because of the long distance we shoot, people in some countries cannot find a place suitable for practicing. If one were to decrease the distance, what is the corresponding decrease in target size (and possibly bow draw weight)?
Would the decrease in target size be equal to the percentage of decrease in distance? For instance, if the distance was decreased from 145m to 100m, would the target dimensions decrease by 31%? What about bow draw weight?
T
The best answer I received was this:Not meaning to re-state a cliche, but size does matter...
The idea is to make hitting the target at shorter distances relatively difficult.
The size of the Korean target at 145m was set by the Korea Archery Association over forty years ago. Hitting the target anywhere on the face is one point; the center does not matter. Needless to say, if you have a 2.67m x 2m target at 145m or 45m, it does make a difference (at 45m, it would be somewhat like hitting the broad side of a barn).
As for the bow's draw weight, if you are shooting at a target 145m distant, your trajectory will be different than shooting at it at a shorter distance. For example, archers shooting a 35# bow will have about a 45 degree angle trajectory to send the arrow that distance; at a distance half that, a 35# bow would have its trajectory lowered. In order to keep an approximately similar trajectory, the draw weight would need to be lowered (by how much would be the question).
T
He also included a graphic to illustrate his point.I'm not going to do the math for you but I will explain the logic IMHO.
In order to simulate the experience of long distance shooting at shorter distances not only does the target size have to be progressively smaller the closer it is to the shooter but the weight of the arrow has to be progressively heavier. That will ensure that the the archer has to change his point of aim. The weight of the bow does not need to be changed.
As for the target size the picture should be explain itself. Determining target size will be a breeze compared to determining the arrow weights needed. Then you also have to tune them to the bow. Same length arrows but heavier weights. Determining spine shouldn't be a big problem. If you measure the spine/deflection of a properly tuned arrow you can use that as a guide for heavier arrows.
The biggest math problem is going to be determining the proper weight of a particular arrow used for a particular distance in order to get the needed required point of aim the same for shorter distances as it is for the longer distance.
Discussion? Ideas?
T
