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I originally posted the comments below on another topic "1 ounce vs 1 1/8 ounce", but decided it should be in a separate topic so here it is.
I guess this is as good a time as any to start an argument...... er, uh, make that a DEBATE. The subject of this debate is how many pellets it takes to break a target. The conventional wisdom which I have heard repeated innumerable times is that it takes at least 3 pellets to break a target. No one seems to know just WHY this is supposedly true. They just accept that it is true.
Well, here's the reason why many people THINK this is true (other than the fact that they just heard someone else repeat it). It seems that quite a few years back, the owner of a shooting range was picking up targets that had landed in the tall grass at his range and had not broken. He observed that it was common to find targets with one pellet hole in them. It was much less common to find a target with two holes in it, but it occurred occasionally. Even more rare was a target with three holes in it. He never found ANY targets with four holes in it.
From this simple exercise, he concluded that a target can survive one pellet hit and often survive two hits, but only on a rare occasion can it survive three hits, and never can it survive four hits. He made his findings known and other shooters bought the idea hook, line, and sinker. The only problem with his little exercise is that it was totally lacking in the evidence that he most wanted to obtain, i.e. how many pellets actually hit the targets that BROKE? He didn't know and no one seems inclined to ask. They just take it as gospel that it must take at least 3 pellets of proper size for the distance and target.
Not surprisingly, I took a different approach to find out the answer. First, I observed that an excellent shooter could break crossing targets consistently at 45 yards with a modified choke if the targets showed a little bit of the top in addition to the rim of the target. Then I took my shotgun and shot several patterns at 45 yards with a modified choke using 1 1/8 ounce of 7.5 shot. Then I cut out a cardboard piece in the shape and size of a clay target turned slightly so as to show a portion of the top. Then I placed the pattern paper on the ground and randomly dropped the paper target cutout onto the pattern paper and observed how many pellets holes were covered by the cutout.
You want to know what I found? I found that in about one-half of the instances, the paper cutout covered only ONE pellet hole. Sometimes there were two or three holes covered and only occasionally were there four or more holes covered. I also found a few instances (about 5%) where NO holes were covered. This would obviously be a miss or lost target (zero on the score card).
So what are my conclusions? I conclude that in the above situation, one pellet will break the target about 85% to 90% of the time. Two pellets will break the target about 98% of the time. Three pellets will break the target in excess of 99% of the time.
I have done similar tests with different chokes and shot sizes at different distances. My findings are that if the shot size, choke, and distance are appropriate for the target presentation, the results are very similar if not identical.
I guess this is as good a time as any to start an argument...... er, uh, make that a DEBATE. The subject of this debate is how many pellets it takes to break a target. The conventional wisdom which I have heard repeated innumerable times is that it takes at least 3 pellets to break a target. No one seems to know just WHY this is supposedly true. They just accept that it is true.
Well, here's the reason why many people THINK this is true (other than the fact that they just heard someone else repeat it). It seems that quite a few years back, the owner of a shooting range was picking up targets that had landed in the tall grass at his range and had not broken. He observed that it was common to find targets with one pellet hole in them. It was much less common to find a target with two holes in it, but it occurred occasionally. Even more rare was a target with three holes in it. He never found ANY targets with four holes in it.
From this simple exercise, he concluded that a target can survive one pellet hit and often survive two hits, but only on a rare occasion can it survive three hits, and never can it survive four hits. He made his findings known and other shooters bought the idea hook, line, and sinker. The only problem with his little exercise is that it was totally lacking in the evidence that he most wanted to obtain, i.e. how many pellets actually hit the targets that BROKE? He didn't know and no one seems inclined to ask. They just take it as gospel that it must take at least 3 pellets of proper size for the distance and target.
Not surprisingly, I took a different approach to find out the answer. First, I observed that an excellent shooter could break crossing targets consistently at 45 yards with a modified choke if the targets showed a little bit of the top in addition to the rim of the target. Then I took my shotgun and shot several patterns at 45 yards with a modified choke using 1 1/8 ounce of 7.5 shot. Then I cut out a cardboard piece in the shape and size of a clay target turned slightly so as to show a portion of the top. Then I placed the pattern paper on the ground and randomly dropped the paper target cutout onto the pattern paper and observed how many pellets holes were covered by the cutout.
You want to know what I found? I found that in about one-half of the instances, the paper cutout covered only ONE pellet hole. Sometimes there were two or three holes covered and only occasionally were there four or more holes covered. I also found a few instances (about 5%) where NO holes were covered. This would obviously be a miss or lost target (zero on the score card).
So what are my conclusions? I conclude that in the above situation, one pellet will break the target about 85% to 90% of the time. Two pellets will break the target about 98% of the time. Three pellets will break the target in excess of 99% of the time.
I have done similar tests with different chokes and shot sizes at different distances. My findings are that if the shot size, choke, and distance are appropriate for the target presentation, the results are very similar if not identical.