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The physical parameters of optimal discrete link-spring models, which maximize the buckling load, are reconstructed.
In the present optimization problem, the objective function is to maximize the buckling load factor.
The aim is to maximize the buckling load capacity and minimize the weight of the beam.
The second is to find the optimal thickness to maximize the buckling pressure of shell.
The aim is to maximize the buckling load capacity of laminated composites.
Multiobjective design and control optimization of composite laminated plates is presented to minimize the postbuckling dynamic response and maximize the buckling load.
Similar(45)
The paper provides useful guidelines to the cold-formed steel fabricators to determine the optimum section sizes that maximizes the buckling strength.
The design problem of maximizing the buckling load factor of laminated multi-material composite shell structures is investigated using the so-called Discrete Material Optimization (DMO) approach.
With the cross-sectional area function as the design variable, we seek the optimum design of clamped clamped, thin, linearly elastic beam-columns under thermal load that maximizes the buckling temperature or the fundamental natural frequency of transverse vibrations.
In the layup optimization, the optimum lamination parameters for maximizing the buckling loads and the laminate configurations for realizing the optimum lamination parameters are determined by mathematical programming methods.
Using a series of numerical analyses, this paper defines the above parameters for maximizing the buckling stability of cooling towers and proposes a method for obtaining these parameters for any given cooling tower.
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