siggy_7
Full time tool collector, part time woodworker
I'm planning to board up the rafters in my garage workshop at the weekend, and I'm trying to work out what material would be suitable. This is just for storage of items of varying weight (think up to a loaded toolbox, say 25kg) and also to take the weight of a person crawling around on the boards at the same time. The garage rafters are 32" between centres, which I think rules out quite a lot of material including most chipboard. I was looking at 18mm thick OSB, but I'm struggling to find much in the way of information on what materials take what loads, so I tried some beam calcs instead. I wanted to find 25mm thick OSB but builders merchants don't seem to stock it, and 25mm plywood seems a bit overkill financially being 4 times the cost of the OSB.
I found the following properties for structural grade OSB/3: 16.4MPa bend strength parallel to span, 8.2MPa perpendicular to span, 1MPa planar shear. Do these figures sound about right?
I did some calcs per m width (parallel to span). Using basic beam theory, for a uniformly distributed load of 150kg/m^2, the max bending moment is wL^2/8 = 123Nm. The second moment of area I is bd^3/12; for d=0.018m this gives I = 4.86x10^-7m^4. Maximum distance from neutral axis y = 0.009m, therefore the maximum bending stress = 123 * 0.009 / 4.86E-7 = 2.28MPa, which is well within the bending strength of the board. The maximum shear force is wL/2 = 608N, for a cross-sectional area of 0.018m^2 the shear stress is 608 / 0.018 = 33.8kPa, again well within the material strength.
If my calculations are correct then 18mm OSB should comfortably take a 150kg/m^2 load with plenty in reserve. I read somewhere that wood can creep if it's continuously loaded above 50% of its strength but again I think I'm within this limit. Any thoughts on whether my calculations are reasonable and what I'm considering is sensible much appreciated.
I found the following properties for structural grade OSB/3: 16.4MPa bend strength parallel to span, 8.2MPa perpendicular to span, 1MPa planar shear. Do these figures sound about right?
I did some calcs per m width (parallel to span). Using basic beam theory, for a uniformly distributed load of 150kg/m^2, the max bending moment is wL^2/8 = 123Nm. The second moment of area I is bd^3/12; for d=0.018m this gives I = 4.86x10^-7m^4. Maximum distance from neutral axis y = 0.009m, therefore the maximum bending stress = 123 * 0.009 / 4.86E-7 = 2.28MPa, which is well within the bending strength of the board. The maximum shear force is wL/2 = 608N, for a cross-sectional area of 0.018m^2 the shear stress is 608 / 0.018 = 33.8kPa, again well within the material strength.
If my calculations are correct then 18mm OSB should comfortably take a 150kg/m^2 load with plenty in reserve. I read somewhere that wood can creep if it's continuously loaded above 50% of its strength but again I think I'm within this limit. Any thoughts on whether my calculations are reasonable and what I'm considering is sensible much appreciated.