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<math>EIv=\frac{\omega L}{12}x^3-\frac{\omega}{24}x^4-\frac{M'}{24}x^2</math> (2)<ref name="Mechanical of Materials" /> | <math>EIv=\frac{\omega L}{12}x^3-\frac{\omega}{24}x^4-\frac{M'}{24}x^2</math> (2)<ref name="Mechanical of Materials" /> | ||
Because the beam is redundant the moment M' must be solved from the boundary conditions. Once done the moment is found to be | Because the beam is redundant the moment M' must be solved for from the boundary conditions. Once done the moment is found to be | ||
<math>M'=\frac{\omega L^2}{12}</math> (3)<ref name="Mechanical of Materials" /> | <math>M'=\frac{\omega L^2}{12}</math> (3)<ref name="Mechanical of Materials" /> |