Recently, I’ve noticed a lot of debate ranging about what draw weight is sufficient to hunt with. These threads always pop up in the summer right before season especially elk season. Reading those threads is always enlightening as there is always a wide range of opinions from rookies to veterans to someone who knows someone who knows someone else…One thing I noticed in these threads is that some say any bow (longbow, recurve, hybrid) in the 60lb range is sufficient but there a lot of people who say to stay away from the sub 55# bows. I don’t think anyone would argue that the bows of today are more efficient than the bows of yesteryear and therefore enable us to shoot lower poundage with no decrease in performance. A statement I read often is “Fred Bear said you can shoot any animal in North America with a #55 bow” and most seem to agree with this. So, I decided to have a little fun and see what poundage a modern, top performing bow would need to match a bear #55 recurve. First thing I had to do was determine an average performance value of a #55 bear recurve. I was able to borrow a couple bear bows off a friend and tested them per Blackys setup in the TBM magazines. It is documented that Fred used 9-10gpp arrows which fit in nicely with my testing as Blacky uses 9 gpp. I did not use fast flight on these bows so I added 10 fps to the numbers to make up the difference (my experience of B50 vs fast flight). The bows averaged 170 fps. I then went back through my TBM magazines and gathered info from Blackys bow tests. The fastest bow I found that he tested (with the magazines I have) shot a 9gpp arrow 192 fps (16 strand fast flight drawn 28”) with fingers so we will use this as a basis.
At this point we have an old standard #55 Bear recurve shooting a 495 grain arrow 170 fps. Running the numbers for a momentum value (thank you Dr. Ashby) we get: (495* 170)/225218 = .37
So, using this standard, we can calculate backwards to find the arrow weight needed of a modern high performance (@ 192fps instead of the 170 fps) recurve that will give us the same .37 value:
(.37*225218)/192= 438 grains.
Since we are testing at 9gpp, (438/9) = #49
So, a modern #49 bow shooting a 438 grain arrow will perform as equally as an older #55 bear recurve shooting a 495 grain arrow.
The thing that was interesting to me is that there is only a 6# difference in bow weight needed to get these bows to the same performance levels. Or to put it in money terms, new bow: $1200, old bear recurve: $130….only 6 lbs difference…so ($1200-$130)/6 = $178/lb LOL.
For the low poundage guys, here’s another tidbit I calculated. A lot of veteran elk hunters say to use a minimum of 600 grains for elk. So recalculating this for a modern recurve using the same .37 value:
(.37*225218)/600grains = 139 fps needed…(we need to shoot a 600 grain arrow 139 fps to match Fred Bears statement)
I didn’t have a bow with a low enough draw weight to get this but I did have a 55# hybrid longbow here that shot a 800 grain arrow around 140 so this would equate to a 14.5 gpp arrow (800 grains/55 #). So, using this, 600 grains/ 14.5 gpp = 41 #
So, a #41 bow shooting a 600 grain arrow @ 139 fps will match the #55 bear recurve shooting a 9 gpp arrow.
I would love to find some hard in field testing to back this up. I had a #55 bow longbow last fall in the Rockies and was worried that I didn't have enough LOL
Crunching numbers is dangerous