kitecop wrote:Adding the extention that way def requires a bolt since the added piece does not press against the frame anywhere. All the towing and stopping forces create shearing pressure that relies only on the welds to absorb the energy. I dont consider the bolt excess... Its needed as it reduces the shearing stress on the welds dramatically.
KCStudly wrote:kitecop wrote:Adding the extention that way def requires a bolt since the added piece does not press against the frame anywhere. All the towing and stopping forces create shearing pressure that relies only on the welds to absorb the energy. I dont consider the bolt excess... Its needed as it reduces the shearing stress on the welds dramatically.
Um, sorry but this statement is just wrong.
The shearing loads are the shearing loads and the cross sectional area of the material that those loads are applied to is the cross sectional area that those loads will be applied to. The cross sectional area of a bolt is actually very small, and it is easy to apply a lot more cross sectional area with the application of welds. The bolts can do the job, and can certainly be of help maintaining alignment during the welding process (or use clamps) but once the welding is added the bolts are essentially just along for the ride.
The effective cross sectional area of a 3/8-16UNC bolt in single shear thru the threaded portion (such as in a bolt tab situation) is only .067 sq in (http://www.engineersedge.com/fastener_thread_stress_area.htm). Two 3/16 inch nominal welds down either side of a tube crossing a 1-1/2 inch wide xmbr amounts to .105 sq in {(3/16^2 / 2) x 1-1/2 x 2 = .105), or about 160% stronger than a single bolt. Since the weld must fail first for relative motion to occur and the bolt to see any shearing load, the bolt isn't adding anything at that point.
For the same bolt in single shear (such as when bolting thru two tubes with anti-crush sleeves) the area of the bolt being loaded would actually be a little larger than the described weld, at .110 sq in, but the relative motion argument still wins. If we are conservative and assume that we are designing with a yield strength of 24kips for mild steel then the shear strength for this single theoretical joint is in the neighborhood of 2500 lbs. Do that 3 or 4 times to fasten your tongue and you should have no worries about shear, even with road jarring acceleration/deceleration. Add welding clips made from short lengths of angle steel or gusset tabs and you can account for additional torsion loading (line of force vs. attachment point offset, twist such as with coupler binding, etc.)
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