
doi: 10.1007/bf00933441
handle: 2027.42/45213
We present the problem of remodeling a given structure such as to improve structural performance optimally within a specified available resource. The development pertains to all types of problems where the mode of structural response is governed by an extremum principle. A variational formulation is used, and the idea is illustrated for maximum-stiffness remodeling of single-purpose structures.
Optimization, Science, Structural Mechanics, Theory of Computation, Calculus of Variations, Calculus of Variations and Optimal Control, Engineering, Structural Optimization, Applications of Mathematics, Optimality Conditions, Optimal Remodeling, Variational principles of physics, General, Thin bodies, structures, Mathematics, Operation Research/Decision Theory
Optimization, Science, Structural Mechanics, Theory of Computation, Calculus of Variations, Calculus of Variations and Optimal Control, Engineering, Structural Optimization, Applications of Mathematics, Optimality Conditions, Optimal Remodeling, Variational principles of physics, General, Thin bodies, structures, Mathematics, Operation Research/Decision Theory
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