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Unformatted text preview: intensity q q sin p x/L , where q is the maximum intensity of the load (see figure). Derive the equation of the deflection curve, and then determine the deflection d max at the midpoint of the beam. Use the fourth-order differential equation of the deflection curve (the load equation). A y p x L L B q = q sin Solution 9.4-2 Simple beam (sine load) L OAD EQUATION (E Q . 9-12c). EI q a L p b 2 sin p x L + C 1 x + C 2 EI q a L p b cos p x L + C 1 EI q q 0 sin p x L B . C . 1 B . C . 2 EI q a L p b 4 sin p x L + C 3 x + C 4 EI q a L p b 3 cos p x L + C 3 EIv ( L ) C 1 EIv M EIv (0) C 2 09Ch09.qxd 9/27/08 1:31 PM Page 722...
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This note was uploaded on 12/22/2011 for the course MEEG 310 taught by Professor Staff during the Fall '11 term at University of Delaware.
- Fall '11