Clamped beam structure nonlinear dynamic characteristic analysis method considering boundary displacement
A technology of boundary displacement and analysis method, which is applied in the direction of instruments, electrical digital data processing, geometric CAD, etc., can solve problems such as analysis methods that do not consider the coupling effect of static deflection and vibration displacement
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[0128] Taking the static large deformation analysis of a beam fixed at both ends under forced boundary displacement as an example, as shown in figure 2 shown. Aluminum alloy beam is used, elastic modulus E=70000MPa, Poisson's ratio μ=0.3, density ρ=2.7×10 -9 t / mm 3 , beam length L = 320mm, the beam is a rectangular section, width b = 20mm, height h = 2mm, forced displacement of the left end -10mm.
[0129] First assume that the deflection curve displacement function w 0 , taking the left end of the beam as the coordinate origin, the boundary constraint condition can be expressed as w 0 | x=0 =-10
[0130] w 0 | x=L =0
[0131] w' 0 | x=0 =w' 0 | x=L =0
[0132] In the formula, the superscript "'" represents the first-order partial derivative to x; according to the boundary constraints, w 0 can be assumed to be
[0133]
[0134] In the formula, n is the number of expression items selected according to the calculation accuracy requirements. When n is taken as ...
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