I have been so pleased with my Brocock Compattos after I tuned them, that I thought that I would try a used Bantam. I picked up a used 177 Bantam from another forum member, though I was hoping for a 22. Anyway, out of the box, I was getting a pretty poor efficiency for the 480 cc tank: 0.5 fpe/ci with the factory spring (lots of preload) and factory hammer set. It was doing 910 fps with JSB 10.3 at around 19 fpe for 20 to 30 shots at 3% variance. Not very efficient.
I opened up the action and started playing with the slingshot hammer. It seemed as if there was no "slingshot" in it - the hammer screw was all the way out and the hammer was resting on the valve pin. I could not back off the hammer screw far enough (or so I thought), so I replaced it with a shorter screw. When I re-installed with what I though to be some "bounce" I could only get around 550 fps with 10.3gr. I tried a much heavier spring - still 550 fps or so. So, I started adjusting the hammer screw out further and further and even backed off to a weaker hammer spring. I got the efficiency up to about 1.33 fpe/ci - roughly 808 fps with JSB 13.4 at 19.5 fpe for 30 shots from 185 to 170 bar. Note that I messed with the springs, a space and the hammer screw quite a bit. In the end, I found if I removed the credit card spacer 10 mil or so, I changed the velocity around 40 fps - so there is more tuning yet to come.
I was pretty happy with the original setup, so I shot some longer strings - indoors 10M: 110 shots at 1.09 fpe/ci at 19 fpe with JSB 13.4 from 200 to 135 bar, I had quite a few errors with this string, due to the offhand shooting
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
Outside 35yd: Roughly 19 fpe - 800 fps JSB 13.4 for 90 shots from 210 to 145 bar. The 35 yd accuracy was decent for the cross winds today, but too windy to stretch it out further at the moment. Note 5% variation, but no POI change on target.
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
My last string was 76 shots with JSB 10.3 at full and 1/2 power from 220 to 170 bar. Full power was going too fast for the 10.3 at roughly 895 fps, while half power at 856 fps was good. Attached is the shooting sheet at 55 yards (bucket and sticks mode). Note I gave up on the 13.4's after 10 shots - all over the page, but the 10.3's at 55 yds were 1.05" for 10 shots. Not too bad. I will have to try a different 13.4 batch. Group #23 was the best, with just one "pull" on my part. I had to give up tonight due to cold temps.
I suspect there is more tuning to come for this setup, but the bottle gun is showing some great potential.
I opened up the action and started playing with the slingshot hammer. It seemed as if there was no "slingshot" in it - the hammer screw was all the way out and the hammer was resting on the valve pin. I could not back off the hammer screw far enough (or so I thought), so I replaced it with a shorter screw. When I re-installed with what I though to be some "bounce" I could only get around 550 fps with 10.3gr. I tried a much heavier spring - still 550 fps or so. So, I started adjusting the hammer screw out further and further and even backed off to a weaker hammer spring. I got the efficiency up to about 1.33 fpe/ci - roughly 808 fps with JSB 13.4 at 19.5 fpe for 30 shots from 185 to 170 bar. Note that I messed with the springs, a space and the hammer screw quite a bit. In the end, I found if I removed the credit card spacer 10 mil or so, I changed the velocity around 40 fps - so there is more tuning yet to come.
I was pretty happy with the original setup, so I shot some longer strings - indoors 10M: 110 shots at 1.09 fpe/ci at 19 fpe with JSB 13.4 from 200 to 135 bar, I had quite a few errors with this string, due to the offhand shooting
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
Outside 35yd: Roughly 19 fpe - 800 fps JSB 13.4 for 90 shots from 210 to 145 bar. The 35 yd accuracy was decent for the cross winds today, but too windy to stretch it out further at the moment. Note 5% variation, but no POI change on target.
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
My last string was 76 shots with JSB 10.3 at full and 1/2 power from 220 to 170 bar. Full power was going too fast for the 10.3 at roughly 895 fps, while half power at 856 fps was good. Attached is the shooting sheet at 55 yards (bucket and sticks mode). Note I gave up on the 13.4's after 10 shots - all over the page, but the 10.3's at 55 yds were 1.05" for 10 shots. Not too bad. I will have to try a different 13.4 batch. Group #23 was the best, with just one "pull" on my part. I had to give up tonight due to cold temps.
I suspect there is more tuning to come for this setup, but the bottle gun is showing some great potential.