A beam with rigid support at A, pin connection at Cand roller at D has the geometry and loads as shown in the figure and parameter table. Find the equations for the shear and moment as a function of z...


A beam with rigid support at A, pin connection at Cand roller at D has the geometry and loads as shown<br>in the figure and parameter table. Find the equations for the shear and moment as a function of z in each<br>segment of the beam.<br>Follow the sign convention that positive shear tends to rotate the object clockwise, and a positive moment<br>would tend to bend the object concave up. Take the origin for all functions to be at A.<br>|C<br>D<br>parameter<br>value<br>units<br>910<br>N-m<br>w<br>400<br>N/m<br>4<br>m<br>L2<br>L3<br>3<br>Segment AB (0 m <z< 4 m)<br>V(z) =<br>N.<br>M(2) =<br>N-m<br>%3D<br>Segment BC (4 m <z< 8 m)<br>V(2)<br>N<br>M(x) =<br>N-m<br>Segment CD (8 m <z< 11 m)<br>V(z) =<br>M(x) =<br>N-m<br>

Extracted text: A beam with rigid support at A, pin connection at Cand roller at D has the geometry and loads as shown in the figure and parameter table. Find the equations for the shear and moment as a function of z in each segment of the beam. Follow the sign convention that positive shear tends to rotate the object clockwise, and a positive moment would tend to bend the object concave up. Take the origin for all functions to be at A. |C D parameter value units 910 N-m w 400 N/m 4 m L2 L3 3 Segment AB (0 m <>< 4="" m)="" v(z)="N." m(2)="N-m" %3d="" segment="" bc="" (4="" m=""><>< 8="" m)="" v(2)="" n="" m(x)="N-m" segment="" cd="" (8="" m=""><>< 11="" m)="" v(z)="M(x)" =="">

Jun 11, 2022
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