Search results for " modelling"

showing 10 items of 1055 documents

Global sensitivity analysis for urban water quality modelling: Terminology, convergence and comparison of different methods

2015

Abstract Sensitivity analysis represents an important step in improving the understanding and use of environmental models. Indeed, by means of global sensitivity analysis (GSA), modellers may identify both important ( factor prioritisation ) and non-influential ( factor fixing ) model factors. No general rule has yet been defined for verifying the convergence of the GSA methods. In order to fill this gap this paper presents a convergence analysis of three widely used GSA methods (SRC, Extended FAST and Morris screening) for an urban drainage stormwater quality–quantity model. After the convergence was achieved the results of each method were compared. In particular, a discussion on peculiar…

Mathematical optimizationMathematical modelSettore ICAR/03 - Ingegneria Sanitaria-AmbientaleUncertaintyContrast (statistics)Numerical method6. Clean waterTerm (time)law.inventionSystems analysisMathematical modelMathematical models; Numerical methods; Sewer sediments; Systems analysis; Uncertainty; Urban drainage modelling; Water Science and TechnologySystems analysilawSewer sedimentConvergence (routing)StatisticsVenn diagramSensitivity (control systems)Urban drainage modellingReliability (statistics)MathematicsWater Science and Technology
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MCR-ALS on metabolic networks: Obtaining more meaningful pathways

2015

[EN] With the aim of understanding the flux distributions across a metabolic network, i.e. within living cells, Principal Component Analysis (PCA) has been proposed to obtain a set of orthogonal components (pathways) capturing most of the variance in the flux data. The problems with this method are (i) that no additional information can be included in the model, and (ii) that orthogonality imposes a hard constraint, not always reasonably. To overcome these drawbacks, here we propose to use a more flexible approach such as Multivariate Curve Resolution-Alternating Least Squares (MCR-ALS) to obtain this set of biological pathways through the network. By using this method, different constraint…

Mathematical optimizationProcess Chemistry and TechnologyESTADISTICA E INVESTIGACION OPERATIVAMetabolic networkMetabolic networkLeast SquaresVariance (accounting)Least squaresINGENIERIA DE SISTEMAS Y AUTOMATICAComputer Science ApplicationsAnalytical ChemistrySet (abstract data type)Constraint (information theory)OrthogonalityPichia pastorisPrincipal component analysisA priori and a posterioriMultivariate Curve Resolution-AlternatingGrey modellingSpectroscopySoftwareMathematics
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Uncertainty Propagation in Integrated Urban Water Quality Modelling

2018

Sensitivity and uncertainty assessment of integrated urban drainage water quality models are crucial steps in the evaluation of the reliability of model results. Indeed, the assessment of the reliability of the results of complex water quality models is crucial in understanding their significance. In the case of integrated urban drainage water quality models, due to the fact that integrated approaches are basically a cascade of sub-models (simulating the sewer system, wastewater treatment plant and receiving water body), uncertainty produced in one sub-model propagates to the following ones in a manner dependent on the model structure, the estimation of parameters and the availability and u…

Mathematical optimizationPropagation of uncertaintySettore ICAR/03 - Ingegneria Sanitaria-AmbientaleComputer scienceStandard deviationpollution evaluationKeywords: Integrated urban drainage modelling Environmental water quality management Pollution evaluation Uncertainty analysisIntegrated urban drainage modellingSensitivity (control systems)Water qualityDrainageGLUEuncertainty analysisenvironmental water quality managementUncertainty analysisReliability (statistics)
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Global sensitivity analysis in wastewater treatment modelling

2019

Global sensitivity analysis (GSA) is a valuable tool to support the use of mathematical models. GSA allows the identifcation of the effect of model and input factor uncertainty on the model response, also considering the effect due to the interactions among factors. During recent years, the wastewater modelling feld has embraced the use of GSA. Wastewater modellers have tried to transfer the knowledge and experience from other disciplines and other water modelling felds.

Mathematical optimizationSettore ICAR/03 - Ingegneria Sanitaria-AmbientaleComputational burden convergence modelling numerical methods sensitivity analysis water modellingGlobal sensitivity analysisNumerical analysisConvergence (routing)Sewage treatmentMathematics
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Parasite population delay model of malaria type with stochastic perturbation and environmental criterion for limitation of disease

2009

AbstractWe present a stochastic delay model of an infectious disease (malaria) transmitted by a vectors (mosquitoes) after an incubation time. A criterion for limitation of disease is found.

Mathematical optimizationeducation.field_of_studyStochastic differential equationStochastic modellingApplied MathematicsPopulationDiseaseDelay differential equationPopulation dynamicmedicine.diseaseIncubation periodStochastic differential equationDelay differential equationSettore MAT/05 - Analisi MatematicaInfectious disease (medical specialty)Stochastic differential equation population dynamic delay differential equationStatisticsparasitic diseasesmedicineeducationMalariaAnalysisMathematicsJournal of Mathematical Analysis and Applications
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Classifying efficient alternatives in SMAA using cross confidence factors

2006

Abstract Stochastic multicriteria acceptability analysis (SMAA) is a family of methods for aiding multicriteria group decision making. These methods are based on exploring the weight space in order to describe the preferences that make each alternative the most preferred one. The main results of the analysis are rank acceptability indices, central weight vectors and confidence factors for different alternatives. The rank acceptability indices describe the variety of different preferences resulting in a certain rank for an alternative; the central weight vectors represent the typical preferences favouring each alternative; and the confidence factors measure whether the criteria data are suff…

Measure (data warehouse)Decision support systemInformation Systems and ManagementGeneral Computer ScienceOperations researchStochastic modellingbusiness.industryLow ConfidenceRank (computer programming)Management Science and Operations ResearchMachine learningcomputer.software_genreIndustrial and Manufacturing EngineeringVariety (cybernetics)Group decision-makingModeling and SimulationData envelopment analysisArtificial intelligencebusinesscomputerMathematicsEuropean Journal of Operational Research
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Multiobjective optimization of building energy consumption and thermal comfort based on integrated BIM framework with machine learning-NSGA II

2022

Detailed parametric analysis and measurements are required to reduce building energy usage while maintaining acceptable thermal conditions. This research suggested a system that combines Building Information Modeling (BIM), machine learning, and the non-dominated sorting genetic algorithm-II (NSGA II) to investigate the impact of building factors on energy usage and find the optimal design. A plugin is developed to receive sensor data and export all necessary information from BIM to MSSQL and Excel. The BIM model was imported to IDA Indoor Climate and Energy (IDA ICE) to execute an energy consumption simulation and then a pairwise test to produce the sample data set. To study the data set a…

Mechanical EngineeringBuilding and ConstructionBuilding energy consumptionThermal comfort/dk/atira/pure/sustainabledevelopmentgoals/responsible_consumption_and_productionMulti-objective optimizationVDP::Teknologi: 500Building information modelling/dk/atira/pure/sustainabledevelopmentgoals/climate_actionSDG 13 - Climate ActionNSGA IIElectrical and Electronic EngineeringLinear regressionSDG 12 - Responsible Consumption and ProductionCivil and Structural Engineering
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An integral framework for computational thermo-elastic homogenization of polycrystalline materials

2023

A grain scale framework for thermo-elastic analysis and computational homogenization of polycrystalline materials is proposed. The morphology of crystal aggregates is represented employing Voronoi tessellations, which retain the main statistical features of polycrystalline materials. The behaviour of the individual grains is modelled starting from an integral representation for anisotropic thermo-elasticity, which is numerically addressed through a dual reciprocity boundary element method. The integrity of the aggregate is enforced through suitable intergranular thermo-elastic continuity conditions. By virtue of the features of the underlying formulation, the polycrystalline thermo-elastic …

Mechanics of MaterialsMechanical EngineeringComputational homogenizationPolycrystalline materialsMultiscale materials modellingComputational MechanicsBoundary element methodGeneral Physics and AstronomyThermo-elasticitySettore ING-IND/04 - Costruzioni E Strutture AerospazialiComputational micro-mechanicsComputer Science ApplicationsComputer Methods in Applied Mechanics and Engineering
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A coupled plasticity-damage cohesive-frictional interface for low-cycle fatigue analysis

2022

A novel thermodynamically consistent cohesive-frictional model for the analysis of interface degradation and failure under either monotonic quasi-static loading or cyclic loading in low-cycle fatigue problems is proposed. Starting from the definition of a suitable Helmholtz energy density function, a phenomenological interface model is developed in the framework of plasticity and damage mechanics. In particular, a coupled plasticitydamage activation function is defined and employed together the consistent evolution rules to capture the evolution of damage and plasticity under the action of the external loads. Due to the specific features of such threshold and flow rules, the initiation and …

Mechanics of MaterialsMechanical EngineeringGeneral Materials ScienceSettore ICAR/08 - Scienza Delle CostruzioniSettore ING-IND/04 - Costruzioni E Strutture AerospazialiCondensed Matter PhysicsCohesive zone modelling Low-cycle fatigue analysis Damage Elastic–plastic cohesive-frictional interface Composite bondingCivil and Structural EngineeringInternational Journal of Mechanical Sciences
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A discontinuous Galerkin formulation for nonlinear analysis of multilayered shells refined theories

2023

A novel pure penalty discontinuous Galerkin method is proposed for the geometrically nonlinear analysis of multilayered composite plates and shells, modelled via high-order refined theories. The approach allows to build different two-dimensional equivalent single layer structural models, which are obtained by expressing the covariant components of the displacement field through-the-thickness via Taylor’s polynomial expansion of different order. The problem governing equations are deduced starting from the geometrically nonlinear principle of virtual displacements in a total Lagrangian formulation. They are addressed with a pure penalty discontinuous Galerkin method using Legendre polynomial…

Mechanics of MaterialsMultilayered shells Geometrical nonlinearity Discontinuous Galerkin method High-order modellingMechanical EngineeringGeneral Materials ScienceSettore ING-IND/04 - Costruzioni E Strutture AerospazialiCondensed Matter PhysicsCivil and Structural EngineeringInternational Journal of Mechanical Sciences
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