A 65 mm diameter solid shaft is to be welded to a flat plate and is required to carry a torque of 1750 N-m. If fillet joint is used for welding what will be the minimum size of the weld when working shear stress is 66 MPa.
If, h= Size of fillet weld
t= throat thickness
T= Torque applied
The maximum shear stress developed in the weld material is given by,
"\\tau_s =\\frac{2\u00d7T}{\\pi \u00d7t\u00d7d^2}"
Given as
"\\tau_s=66 N\/mm^2\\\\\nT=1750 \u00d71000Nmm\\\\\nd=65mm\\\\"
Solving for t, we get
"t=\\frac{2T}{\\pi\u00d7\\tau_s\u00d7d^2}=\\frac{2\u00d71750\u00d71000}{3.14\u00d766\u00d765^2}" =3.995=4 mm
Size of weld(h)="\\frac{t}{0.707}= 5.66mm"
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