Deflection Of Sheet Metal Triangular Plate

No applied load i get length 5000mm half 10meters.

Deflection of sheet metal triangular plate.

Flat plate deflection calculator flat plate stress calculator the plate deflects. A thicker metal plate is much better at supporting heavier loads. Flat plates stress deflection equations and calculators. Width of the steel plate.

It is seen that the present numerical results lie in the so called bounds of the present. The non dimensional maximum central deflection w m of the back face sheet and structural response time t for rectangular sandwich plate β 0 5 are plotted in figs. Once the stresses are known failure theories can be. However the plate will attend its maximum deflection for the free edge at the node 0 5 0 5.

Thickness of the plate material. I have a plate that is 10 000mm long by 3 000mm wide and 30mm thick steel is mild steel grade s355. Length of the plate. At other points there are biaxial stresses in the plane of the plate.

This is the amount of weight the steel plate will be supporting. Calculating deflection of simply supported sheet metal rhtpe structural 23 feb 10 17 38 the two major us steel form manufacturers use 3 16 skin material with supports at 12 c c and their systems are rated at 1 500 psf. L 6 93 kn per meter 706 5 kg m x 9 81 1000 w. Many of the stress and deflection equations and calculators referenced from.

The follow web pages contain engineering design calculators that will determine the amount of deflection and stress a flat plate of known thickness will deflect under the specified load and distribution. 6 a and b as a function of the non dimensional impulse i respectively. The middle surface halfway between top and bottom surfaces remains unstressed. With reference to mechanical loads the effect of e r can be found in tables 8 14 to 8 19 which correspond to the triangular plate of fig.

Engineering calculators menu engineering analysis menu. I want to know if i picked this plate up in the center how much it would sag on the ends deflection under its own weight.