LD1
Epic Contributor
30" @ 16' and assuming no taper at all....
= 78.5 cubic feet
at 60# per cubic foot, thats about 4700#
Thats a nice log. Since it is 16', does that mean you took it to a mill and not just diced for firewood??
I'm aware of that. Many times when de- rocking a field you can pry them out using the tilt pistons breakout force and flop them back into the bucket but then not be able to raise the loader arms. You end up sliding them to the edge of the field and off into the bushes. Here is one that was about all I could lift. My 553 loader will lift to full height 4000 and my rears are loaded.
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I think you'll be surprised.
Formula would be pi*r*r*L*lbs/cu ft
Roughly = 3.14*1.5ft*1.5ft*29ft*lbs/cu ft = 204.885 cu ft * lbs/cu ft
Oak weighs roughly 62 pounds per cubic foot wet, and about 46 pounds air dried.
So we're looking at about 9,424.71 to 12,702.87 pounds for that log, or 4.7 to 6.2 tons.
That's a bit more than I can snake out of the woods with my CT230, even with chains on the tires. I'd have to cut the log in half.
Yes. The subject log is conical not cylindrical, and is effectively way less than 24" major and 12" minor dias as shown by the pictured measurements. The 29' length meas shown is reaslistic for the calc. The others must be fudged downward.I didnt see anyone post about a 36" diameter log that was 29' longSo what log are you talking about??
Yes. The subject log is conical not cylindrical, and is effectively way less than 24" major and 12" minor dias as shown by the pictured measurements. The 29' length meas shown is reaslistic for the calc. The others must be fudged downward.
larry
I think you'll be surprised.
Formula would be pi*r*r*L*lbs/cu ft
Roughly = 3.14*1.5ft*1.5ft*29ft*lbs/cu ft = 204.885 cu ft * lbs/cu ft
Oak weighs roughly 62 pounds per cubic foot wet, and about 46 pounds air dried.
So we're looking at about 9,424.71 to 12,702.87 pounds for that log, or 4.7 to 6.2 tons.
That's a bit more than I can snake out of the woods with my CT230, even with chains on the tires. I'd have to cut the log in half.
30" @ 16' and assuming no taper at all....
= 78.5 cubic feet
at 60# per cubic foot, thats about 4700#
Thats a nice log. Since it is 16', does that mean you took it to a mill and not just diced for firewood??
You can get scrap steel "drops" from a manufacturing / welding shop -- cheap. Use that as filler inside the cement to up the weight. If you can get old tire weights those are even better.
I think you overestimated the size.
The calculator is for a uniformly tapered log and I think without bark.
After you get past the few lower feet of "butt swell" what was the diameter? 22"?
I think the weight guesses are high too.
I didnt use a "wood calc" but the volume of a truncated cone is as follows:
[(pi x H)/12] x (R^2 + Rb + b^2)
where H is height (or length in this case)
R is big diameter
b is small base diameter
So...[(3.14 x 29')/12] x (2'^2 + 2*1 + 1^2)
......[91/12] x (4+2+1)
......[7.59] x (7)
= 53.13 cubic feet of wood
From what I could find, green pin oak is 63# per cubic foot
So thats 3221#
BUT WAIT, water is 62.xx pounds per cubic foot. I am betting that wood aint 63#. I certainly dont think that log would sink??
Dry pin oak is 44# /cu ft.
I am betting it is somewhere in between. Maybe 55# for a log weight of about 2900#
Still a nice lift though. But I certainly dont think it is anywhere near the 3625# estimates. That would put it weighing about 6# per cubic foot heavier than water.
An easy way to test: chuck a piece in water and see if it sinks?
There's a piece of oak there? I was too busy staring at that good lookin grapple!!![]()
That is one nice looking piece of Oak!
It will stink (not terribly bad) a little bit while you are burning it, but you will get used to it. Did you get about 1.25 cords out of it?
True, but the lift rating is to full height rather than down low where the log is in the pictures. The max lift to 24" would be far higher than to max height, so it's possible he could lift 3,500lbs+ to that height.
I just tried a piece, it barely floats.An easy way to test: chuck a piece in water and see if it sinks?