Search results for " mathematical model"

showing 10 items of 59 documents

The effect of wear on the tetragonal-to-monoclinic transformation and the residual stress distribution in zirconia-toughened alumina cutting tools

1998

Abstract Zirconia-toughened alumina cutting tools have been examined after machining an AISI 1040 steel. The Raman spectrum of zirconia and the fluorescence spectrum from alumina have been used to determine the extent of the tetragonal-to-monoclinic (t-m) transformation and the residual stresses in and around the worn-out crater, respectively. Although about 15% vol. m-zirconia is present even in a brand new cutting tool, it was shown that the crater region undergoes the t-m transformation up to 40% vol. In both cases, the transformed zone is concentrated near the surface. The residual stresses in alumina are slightly compressive in the new cutting tool and away from the crater region, but …

Materials scienceZirconia Toughened AluminaAluminaFluorescence spectrometryMineralogyCompressive strengthAlumina Compressive strength Mathematical models Metal cutting Raman spectroscopy Residual stresses Steel Strengthening (metal) Stress concentration Tensile strength Wear of materials ZirconiaTensile strengthResidual stressesMachiningImpact craterResidual stressMaterials ChemistryCubic zirconiaComposite materialStress concentrationMathematical modelsCutting toolSurfaces and InterfacesCondensed Matter PhysicsSurfaces Coatings and FilmsWear of materialsMetal cuttingSteelMechanics of MaterialsRaman spectroscopyStress concentrationZirconiaStrengthening (metal)Wear
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Main Fuel Cells mathematical models: Comparison and analysis in terms of free parameters

2010

This paper resumes the main mathematical models of Fuel Cells (PEM models). In particular, a comparison study of the various models introduced in the technical literature is presented and the dependency of the various model parameters is analyzed in different operating conditions. As the manifold of the model parameter is very wide and their determination is difficult, it is mandatory to introduce approximations and simplifications on which each model is based. The novelty of this work is the organization of the existing models in three categories with regard to the number of free parameters and to the dependency of such parameters on the different running conditions and the usage of a refe…

Mathematical optimizationEngineeringWork (thermodynamics)Dependency (UML)EquationResistancereference modelproton exchange membrane fuel cells;PEM models;free parameters;main fuel cells mathematical models;reference model;Biomembranes;Equations;Fuel cells;Load modeling;Mathematical model;Numerical models;Resistance;Fuel Cell;Mathematical modeling;Parameter AnalysisSettore ING-IND/32 - Convertitori Macchine E Azionamenti Elettriciproton exchange membrane fuel cellPEM modelNumerical modelParameter AnalysisMathematical modelBiomembranemain fuel cells mathematical modelReference modelSimulationLoad modelingMathematical modelbusiness.industryFuel cellNoveltyManifoldFuel cellsfree parameterMathematical modelingbusinessFree parameter
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A discrete mathematical model for addictive buying: Predicting the affected population evolution

2011

This paper deals with the construction of a discrete mathematical model for addictive buying. Firstly, identifications of consumers buying behavior are performed by using multivariate statistical techniques based on real data bases and sociological approaches. Then the population is divided into appropriate groups according to the level of overbuying and a discrete compartmental model is constructed. The future short term addicted population is computed assuming several future economic scenarios. © 2010 Elsevier Ltd.

Multivariate statisticsMultivariate analysismedia_common.quotation_subjectPopulationMultivariant analysisAddictive buyingPopulation evolutionModelling and SimulationShort termEconometricsBuying behavioreducationmedia_commonDiscrete mathematical modeleducation.field_of_studyMathematical modelsMathematical modelAddictionModelingPopulation evolutionMultivariate statisticsCompartmental modelComputer Science ApplicationsTerm (time)Modeling and SimulationMultivariate statistical techniquesMultivariate statisticalMATEMATICA APLICADACompulsive buying
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Greenhouse gas emissions from integrated solid waste management: a new mathematical model

2016

Municipal solid waste management significantly contributes to the emission in the atmosphere of greenhouse gases (e.g. CO2, CH4, N2O) and therefore the management process from collection to treatment and disposal has to be optimized in order to reduce these emissions. Many literature models developed for the evaluation of greenhouses gases emissions from the waste management system are based on the analysis of the life cycle. These models are not optimized for evaluation of emissions. The aim of this study is to overcome these limitations by proposing a mathematical model to estimate greenhouse gas emissions resulting from the integrated waste management. The model is aimed to be a verifica…

Municipal Solid Waste ManagementMathematical modelSettore ICAR/03 - Ingegneria Sanitaria-AmbientaleGreenhouse gaseWaste treatmentMunicipal Solid Waste Management; Greenhouse gases; Waste treatment; Mathematical model
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VAMPIRE: Vessel assessment and measurement platform for images of the REtina

2011

We present VAMPIRE, a software application for efficient, semi-automatic quantification of retinal vessel properties with large collections of fundus camera images. VAMPIRE is also an international collaborative project of four image processing groups and five clinical centres. The system provides automatic detection of retinal landmarks (optic disc, vasculature), and quantifies key parameters used frequently in investigative studies: vessel width, vessel branching coefficients, and tortuosity. The ultimate vision is to make VAMPIRE available as a public tool, to support quantification and analysis of large collections of fundus camera images.

Opthalmology; image processing; retinaEngineeringVesselgenetic structuresOpthalmologyImage processingRetinal ImagesRetinaRetina; Image; VesselSoftwareMedical imagingmedicineHumansSegmentationComputer visionRetinaSettore INF/01 - Informaticabusiness.industryVampireRetinal VesselsImage segmentationeye diseasesimage processingFractalsVAMPIREmedicine.anatomical_structureImageArtificial intelligenceAdvanced image processing and mathematical modeling techniquesbusinessOptic disc2011 Annual International Conference of the IEEE Engineering in Medicine and Biology Society
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QCD condensates from tau-decay data: A functional approach

2004

We study a functional method to extract the V − A condensate of dimension 6 from a comparison of τ -decay data with the asymptotic space-like QCD prediction. Our result is in agreement within errors with that from conventional analyses based on finite energy sum rules.

PhysicsQuantum chromodynamicsNuclear and High Energy PhysicsFunctional approachFOS: Physical sciencesPerturbation (Mathematics)Mathematical analysisRenormalization (Physics)High Energy Physics - PhenomenologyHigh Energy Physics - Phenomenology (hep-ph)Dimension (vector space)Quantum mechanics[PHYS.HPHE]Physics [physics]/High Energy Physics - Phenomenology [hep-ph]Quantum chromodynamics -- Mathematical modelsSum rule in quantum mechanicsEnergy (signal processing)
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Rainwater Reuse in Urban Areas: A Mathematical Model and a Long-Term Modelling Approach

2018

Natural water resources are becoming increasingly limited due to global-scale climate change and water availability issues have become so severe that they must be addressed. Given these issues, reuse of wastewater and rainwater provides a promising way to cope with water shortages. This paper describes an investigation into the efficiency of rainwater usage systems. A conceptual model was built to assess the behaviour of rainwater tanks and their effectiveness in coping with water shortages. The study is based on a long-term simulation (12 years) of different rainwater reuse tank schemes. The associated reductions in residential freshwater demand (water reuse efficiency) and wet-weather run…

Potable waterWastewaterSettore ICAR/03 - Ingegneria Sanitaria-AmbientaleNatural waterRainwater reuse Water saving measures Mathematical models Long-term efficiency analysisEnvironmental scienceClimate changeReuseSurface runoffWater resource managementWater consumptionRainwater harvesting
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Vehicles PEMFC Power System Mathematical Model for Integrated Design

2013

Proton exchange membrane fuel cells mathematical model automotive synchronous electrical power drive test cycle.Settore ING-IND/32 - Convertitori Macchine E Azionamenti Elettrici
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Bed scouring downstream of hydraulic structures under steady flow conditions: Experimental analysis of space and time scales and implications for mat…

2011

Abstract Sediment transport and bed deformation in alluvial rivers are space and time dependent. The knowledge of the space and time scales can be helpful for the definition of predictive procedures of an alluvial reach response to changing boundary conditions. In this work, attention is paid to scouring process occurring downstream of the rigid basement of a hydraulic structure. The analysis is focused on transient bed profiles which are determined, under steady flow conditions, by a decrease of the upstream sediment transport rate. In particular, the paper is aimed at improving understanding of the space and time scales required by the alluvial system to reach the equilibrium conditions. …

Scale (ratio)Mathematical modelBed scouringhydraulic structures Experimental analysis mathematical modelingMechanicsShields parameterSettore ICAR/01 - IdraulicaHydraulic structureFlow conditionsSpatial ecologyGeotechnical engineeringSediment transportGeologyEarth-Surface ProcessesBed load
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Global sensitivity analysis for micropollutant modeling by means of an urban integrated approach

2015

The paper presents the sensitivity analysis of an integrated urban water quality system by means of the global sensitivity analysis (GSA). Specifically, an home-made integrated model developed in previous studies has been modified in order to include the micropollutant assessment (namely, sulfamethoxazole - SMX). The model is able to estimate also the interactions between the three components of the system: sewer system (SS), wastewater treatment plant (WWTP) and the receiving water body (RWB). The analysis has been applied to an experimental catchment nearby Palermo (Italy): the Nocella catchment. Five scenarios each characterized by different combinations of sub-systems (i.e., SS, WWTP an…

Settore ICAR/03 - Ingegneria Sanitaria-AmbientaleContaminants of emerging concerns mathematical modelling Monte Carlo simulations sensitivity analysis urban water quality.
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