Beam Deflection Calculator, Shear and Stress Equations for a Beam supported One End, Pin Opposite End and two Partial Distributed Load Separated
Beam Deflection and Stress Formula and Calculators
Area Moment of Inertia Equations & Calculators
Beam Deflection, Shear and Stress Equations and Calculator for a Beam supported One End, Pin Opposite End and two Partial Distributed Load Separated.
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Beam Reaction and Shear Equation
Beam Deflection Moments Equation
Beam Stress Maximum
Beam Deflection and End Slope Equation
Where:
E = | Modulus of Elasticity | psi | (N/mm2) |
I = | Moment of Inertia | in4 | (mm4) |
W = | Load, Total | lbf | (N) |
w = | Unit Load | lbs/in | (N/mm) |
yx = | Deflection | inches | (mm) |
a, b, c, d, x, L = | Some distance as indicated | inches | (mm) |
n = | Distance neutral axis | inches | (mm) |
Vmax = | Shear Load | lbf | (N) |
Mmax = | Beam Beam Moment | lbs-in | (N-mm) |
θmax = | Slope Angle | degree | (radian) |
σmax = | Beam Stress max. | psi | (N/mm2) |
Ra,b = | Load | lbf | (N) |
- Deflections apply only to constant cross sections along entire length.
References:
- Boeing Design Manual, Rev G. 1994 BDM
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