First, let me say that I have nothing to support my opinion... No fact, data, or studies... so take it for what it's worth. I'd say that in the bending strengths are equal, the density is secondary... There is another measure of strength that no one talks about, because it is totally destructive... Once you test the piece, you are done with it... The actual point at which it breaks. The SFPD Test tests when the piece actually bows, and the resistance when it is in the bow, but the other test will test the amount of stress required to actually break the piece. I believe this test will be more proportionate to the density of the wood.cheese wrote:I have a question.
When selecting wood for a tower, I usually try to get 4 legs that are about the same density as well as have the same BS. I know that having equal BS is extremely important as the tower will break at the weakest point, and if one leg has a lower BS, there is a very high chance that it will be where my tower breaks.
The thing is, does the density matter if the BS for all the sticks are the same?
e.g. leg 1,2,3 have a density of 108.29 kg/cm^3 and have a BS of 30. Leg 4 has a density of 121.29 kg/cm^3 but also has a BS of 30.
If you use all 4 of those legs, will the uneven weights in the legs cause the tower to break there? Maybe does an uneven weight play a factor?
A few additional thoughts: I can't possibly stress enough how important it is for the loading block to be positioned so the bolt is perfectly placed in the exact center of the tower to give the best possible chances of distributing the load evenly to all columns. Next, it is every bit as critical to have all 4 columns exactly the same height so the weight is distributed evenly to all 4 columns. Next, make sure your tower is perfectly plumb... vertical... this to make sure that the ... you get the picture. Finally, make sure your table is perfectly level in all directions. This allows all 4 columns to carry the same load. If the table is not level, the column nearest the low corner will likely break first. To test this theory, place an inexpensive scale that you might weigh a tower with under each of the legs while in the testing position. Now begin loading... You only need to load 2 kg or so... Let the bucket settle, and check the readings on all the scales. Even when you think the top is level, the tower is plumb, and the bolt is centered, you will be surprised how different the loads are on the tower columns!