Search results for "Optimization problem"

showing 10 items of 281 documents

Optimal design of elastic plastic frames accounting for seismic protection devices

2013

The optimal design of elastic perfectly plastic steel frames with or without suitable protection devices and subjected to static as well as seismic loadings is studied. Two minimum volume problem formulations are proposed, on the grounds of the so-called statical approach, accounting for three different resistance limits: the purely elastic limit, the (elastic) shakedown limit and the instantaneous collapse limit. The adopted load combinations are characterized by the presence of fixed loads, of quasi-static perfect cyclic loads and dynamic (seismic) loads. The linear elastic effects of the dynamic actions are studied by utilizing a modal technique. The proposed treatment is referred to the…

Optimal designEngineeringControl and OptimizationOptimization problembusiness.industryMinimum volume design Steel frames Seismic loads Base isolation Cross bracing.Seismic loadingLinear elasticityCross bracingAccountingStructural engineeringComputer Graphics and Computer-Aided DesignComputer Science ApplicationsShakedownControl and Systems EngineeringLinearizationBase isolationbusinessSettore ICAR/08 - Scienza Delle CostruzioniSoftware
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Optimal Design of Trusses According to a Plastic Shakedown Criterion

2004

The optimal design of elastic-perfectly plastic truss structures subjected to quasi-statically loads variable within a given load domain is studied. The actions are given as the combination of fixed load and perfect cyclic load. Suitably chosen load multipliers are given. A minimum volume formulation of the design problem with assigned limit load multiplier is developed and it is provided on the grounds of a statical approach as well as of a kinematical approach. The incremental collapse (ratchetting) of the optimal structure is prevented, as long as the loads are not greater than some prescribed values, by special constraints suitably introduced in the search problem. The Kuhn-Tucker equat…

Optimal designMathematical optimizationOptimization problemMechanics of MaterialsIterative methodMechanical EngineeringSearch problemTrussLimit loadCondensed Matter PhysicsDynamic load testingShakedownMathematicsJournal of Applied Mechanics
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A design algorithm for the optimization of laminated composite structures

1999

This paper is devoted to the optimal design of laminated composite structures. The goal of the study is to assess the quality and the performance of an algorithm based on the directional derivative method. Particular attention is paid to the one‐dimensional search, a critical step of the process, performed by cubic splines approximation. The optimization problem is formulated as weight minimization, under constraints on the mechanical behavior of the structure. The assumed design variables are the ply thicknesses, treated as continuous design variables, constrained by technological requirements. The structural analysis is performed making use of quadrilateral four‐node composite elements, b…

Optimal designMathematical optimizationOptimization problemQuadrilateralbusiness.industryComputer scienceComposite numberGeneral EngineeringProcess (computing)Structural engineeringDirectional derivativeContinuous designComputer Science ApplicationsComputational Theory and MathematicsMinificationbusinessAlgorithmSoftwareEngineering Computations
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Optimal design of complex passive-damping systems for vibration control of large structures: An energy-to-peak approach

2014

Published version of an article in the journal: Abstract and Applied Analysis. Also available from the publisher at: http://dx.doi.org/10.1155/2014/510236 Open Access We present a new design strategy that makes it possible to synthesize decentralized output-feedback controllers by solving two successive optimization problems with linear matrix inequality (LMI) constraints. In the initial LMI optimization problem, two auxiliary elements are computed: a standard state-feedback controller, which can be taken as a reference in the performance assessment, and a matrix that facilitates a proper definition of the main LMI optimization problem. Next, by solving the second optimization problem, the …

Optimal designOptimization problemArticle Subject:Informàtica::Automàtica i control [Àrees temàtiques de la UPC]Vibration controlEdificis -- Vibració:Enginyeria civil::Materials i estructures [Àrees temàtiques de la UPC]Design strategyFeedback control systemsAnalysis; Applied MathematicsVDP::Mathematics and natural science: 400::Mathematics: 410::Analysis: 411DamperControl d'estructures (Enginyeria):93 Systems Theory; Control [Classificació AMS]Control theoryRobustness (computer science)ControlBuildings -- VibrationMathematics:93 Systems Theory [Classificació AMS]lcsh:MathematicsApplied MathematicsLinear matrix inequalitylcsh:QA1-939Sistemes de control per retroaccióBuildings--VibrationSeismic protectionStructural control (Engineering)Analysis
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Optimal design of steel frames accounting for buckling

2013

A formulation of a special design problem devoted to elastic perfectly plastic steel frame structures subjected to different combinations of static and dynamic loads is presented. In particular, a minimum volume design problem formulation is presented and the structure is designed to be able to elastically behave for the assigned fixed loads, to elastically shakedown in presence of serviceability load conditions and to prevent the instantaneous collapse for suitably chosen combinations of fixed and ultimate seismic loadings as well as of fixed and wind actions. The actions that the structure must suffer are evaluated by making reference to the actual Italian seismic code. The dynamic respon…

Optimal designOptimization problemServiceability (structure)Computer sciencebusiness.industryMechanical EngineeringP-Delta EffectStructural engineeringCondensed Matter PhysicsShakedownModalOptimal design Steel frames Dynamic loads Buckling P-Delta effect.Flexural strengthBucklingMechanics of MaterialsSettore ICAR/08 - Scienza Delle CostruzionibusinessMeccanica
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Multi-objective discrete optimization of laminated structures

2002

Abstract The paper is dedicated to the multi-objective optimal design of laminated composite structures. In order to provide sound-engineering designs, a few alternative and/or conflicting objectives must be taken into account. It is reasonable to consider the multi-objective optimization as a sensible enrichment with respect to single objective optimization, since the solutions are enforced to result optimal at the same time with respect to different objectives. Multi-objective optimization methods gained in the last years a growing interest in engineering, due to the possibility to determine a design possessing at the same time optimality with respect to different conflicting requirements…

Optimal designSequenceMathematical optimizationEngineeringOptimization problembusiness.industryMechanical Engineeringmedia_common.quotation_subjectCondensed Matter PhysicsMulti-objective optimizationCoupling (computer programming)Mechanics of MaterialsDiscrete optimizationGeneral Materials SciencebusinessFunction (engineering)Game theoryCivil and Structural Engineeringmedia_commonMechanics Research Communications
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A double-shell design approach for multiobjective optimal design of microgrids

2010

This work develops a new double shell approach to optimal design for multi-objective optimally managed systems. The cost of each design solution can be defined by the evaluation of operational issues and capital costs. In most systems, the correct definition of operational issues can be deduced by means of the solution of a multi-objective optimization problem. The evaluation of each design solution must thus be deduced using the outcome of a multi-objective optimization run, namely a Pareto hyper-surface in the n-dimensional space of operational objectives. In the literature, the design problem is usually solved by considering a single objective formulation of the operational issue. In thi…

Optimal designSettore ING-IND/33 - Sistemi Elettrici Per L'EnergiaMathematical optimizationOptimization problemPower system simulationComputer sciencePareto principleCapital costmicrogrids multiobjective optimization glow-worm optimizationMulti-objective optimizationOutcome (game theory)Evolutionary computation
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Optimization Problems via Best Proximity Point Analysis

2014

1 Department of Mathematics, College of Science, King Saud University, P.O. Box 2455, Riyadh 11451, Saudi Arabia 2Department of Mathematics, Atilim University, Incek, 06836 Ankara, Turkey 3 Department of Mathematics, Babes-Bolyai University, Kogalniceanu Street No. 1, 400084 Cluj-Napoca, Romania 4Universita Degli Studi di Palermo, Dipartimento di Matematica e Informatica, Via Archirafi 34, 90123 Palermo, Italy

Optimization problemArticle SubjectApplied Mathematicslcsh:MathematicsProximity problemsMathematics educationPoint (geometry)lcsh:QA1-939AnalysisMathematicsAbstract and Applied Analysis
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User bandwidth usage-driven HNN neuron excitation method for maximum resource utilization within packet-switched communication networks

2006

Mobile and wireless systems beyond 3G are being designed under the user-centric paradigm. Dynamic resource allocation (DRA) is a topic on intensive research to address efficiently such paradigm. Hopfield neural networks (HNN) have proved useful in the past to solve this kind of complex optimization problems. Recently, various approaches have been proposed to realize HNN-based user-centric DRA. However, the initial algorithms suffer from severe instability problems impacting the overall performance. This letter analyses the source of the existing limitations and proposes an enhanced formulation, ensuring maximum resource utilization while optimizing the convergence of the neural network. The…

Optimization problemArtificial neural networkWireless networkbusiness.industryComputer scienceDistributed computingTelecommunications networkComputer Science ApplicationsPacket switchingBandwidth allocationModeling and SimulationBandwidth (computing)Resource allocationResource managementElectrical and Electronic EngineeringbusinessComputer networkIEEE Communications Letters
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A combinatorial algorithm for the optimization of refraction seismics data inversion

1993

Abstract The problem of data inversion in refraction seismics can be split in two parts: data first must be preprocessed in order to determine the travel-time curve; this essentially is a geometrical problem, complicated, however, by its pattern recognition aspects. Once the geometrical problem is solved, the second part, the inversion proper, is straightforward, as the soil layering model can be calculated according to well-known algorithms. The more difficult part of the problem is the former, which implies a type of pattern recognition; because of this type of difficulty, the geometrical part of the problem usually is committed to the skill of a human operator. This paper describes an al…

Optimization problemCombinatorial optimizationInversion (meteorology)Human operatorComputers in Earth SciencesCombinatorial algorithmsAlgorithmInformation SystemsMathematicsComputers & Geosciences
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