Method for solving residual deformation of middle damping rigid beam component under action of explosive load
A technology of explosive load and rigid components, applied in complex mathematical operations, geometric CAD, design optimization/simulation, etc., to achieve the effect of precise design
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[0079] Through the solution method of the residual deformation of the medium-damped rigid beam under the action of the explosion load, combined with the actual explosion-resistant design, the following example is given.
[0080] Take a typical rigid beam member (ωt i = 2) The damping ratio ξ = 0.2, the displacement time-history curve after dimensionless treatment with strengthening coefficient 0.04 is as follows figure 2 Shown: All points noted in the figure retain four decimal places, and the original data is:
[0081] the y r / y st =(y m -y e +y' m -y n )*(1-α) / y st
[0082] =(1.688684874-0.18424476+(1.315465854-1.320164268))*0.96
[0083] =1.439752032
[0084] 1.439752032 is rounded to about 1.4398
[0085] That is, the plastic displacement of the rigid beam member in the forward motion stage is 1.4443y st , the plastic displacement of the rigid beam member in the rebound stage is 0.0045y st , the final residual deformation of this rigid beam member is 1.4398y...
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