Search results for "discontinuity"

showing 10 items of 76 documents

Low-risk isn’t no-risk: Perinatal treatments and the health of low-income newborns

2019

We investigate the effects of perinatal medical treatments on low-income newborns who are classified as low-risk. A policy rule in The Netherlands states that low-risk deliveries before week 37 should be supervised by physicians and later deliveries only by midwives with no physician present. This creates large discontinuities in the probability of receiving medical interventions only physicians are allowed to perform. Using a regression discontinuity design, we find that babies born slightly before the week-37 cutoff are significantly less likely to die than babies born slightly later. Our data suggest that physician supervision of birth reduces the likelihood of adverse events such as fet…

Low incomemedicine.medical_specialtyPerinatal carePsychological interventionPerinatal careGestational AgeRisk AssessmentMedical careMidwivesMedical interventions03 medical and health sciencesMedical treatmentsPregnancy0502 economics and businessFetal distressmedicineHumansRegistriesMortality050207 economicsAdverse effectPovertyNetherlandsQuality of Health CareObstetricsbusiness.industry030503 health policy & servicesHealth Policy05 social sciencesInfant NewbornParturitionPublic Health Environmental and Occupational Healthmedicine.diseasePerinatal CareBirthRegression discontinuity designFemalePrematurity0305 other medical sciencebusinessJournal of Health Economics
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Cohesive delamination and frictional contact on joining surface via XFEM

2018

In the present paper, the complex mechanical behaviour of the surfaces joining two different bodies is analysed by a cohesive-frictional interface constitutive model. The kinematical behaviour is characterized by the presence of discontinuous displacement fields, that take place at the internal connecting surfaces, both in the fully cohesive phase and in the delamination one. Generally, in order to catch discontinuous displacement fields, internal connecting surfaces (adhesive layers) are modelled by means of interface elements, which connect, node by node, the meshes of the joined bodies, requiring the mesh to be conforming to the geometry of the single bodies and to the relevant connectin…

Materials scienceDiscretizationConstitutive equationGeometry02 engineering and technology01 natural sciencesdelaminationDiscontinuity (geotechnical engineering)0203 mechanical engineeringlcsh:TA401-492Polygon mesh0101 mathematicsjoined solidsExtended finite element methodCurvilinear coordinatescohesive-frictionalXFEMjoined solidjoined solids; interface; XFEM; cohesive-frictional; delaminationFinite element method010101 applied mathematics020303 mechanical engineering & transportsinterfacelcsh:Materials of engineering and construction. Mechanics of materialsAdhesiveSettore ICAR/08 - Scienza Delle CostruzioniAIMS Materials Science
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A phase-field model for strain localization analysis in softening elastoplastic materials

2019

Abstract The present paper deals with the localization of strains in those structures consisting of materials exhibiting plastic softening response. It is assumed that strain localization develops in a finite thickness band separated from the remaining part of the structure by weak discontinuity surfaces. In view of the small thickness of the band with respect to the dimensions of the structure, the interphase concept is used for the mechanical modeling of the localization phenomenon. We propose a formulation for the quasi-static modeling of strain localization based on a phase-field approach. In this sense, the localization band is smeared over the volume of the structure and a smooth tran…

Materials scienceField (physics)Applied MathematicsMechanical EngineeringPhase (waves)02 engineering and technologyBendingMechanics021001 nanoscience & nanotechnologyCondensed Matter PhysicsInstabilityDiscontinuity (linguistics)020303 mechanical engineering & transports0203 mechanical engineeringMechanics of MaterialsPhase-field Elastoplasticity Softening Strain localizationModeling and SimulationGeneral Materials ScienceInterphaseSettore ICAR/08 - Scienza Delle Costruzioni0210 nano-technologySofteningFinite thicknessInternational Journal of Solids and Structures
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Cohesive–frictional interface constitutive model

2009

AbstractIn the framework of numerical analysis of joined bodies, the present paper is devoted to the constitutive modeling, via an interface kinematic formulation, of mechanical behaviour of internal adhesive layers. The proposed interface constitutive model couples a cohesive behaviour, based on the damage mechanics theory, with a frictional one, defined in a non-associative plasticity framework. Namely, the interface formulation follows the transition of the adhesive material from the sound elastic condition to the fully cracked one. This formulation is able to model, by means of a specific interpretation of the damage variable and in a relevant mathematical setting, the interface interme…

Materials scienceFrictionPlasticityConstitutive equationMonotonic functionKinematicsPlasticityDiscontinuity (geotechnical engineering)Materials Science(all)Damage mechanicsModelling and SimulationJoined-solidsGeneral Materials ScienceFEMbusiness.industryNumerical analysisMechanical EngineeringApplied MathematicsStructural engineeringCondensed Matter PhysicsFinite element methodDamageMechanics of MaterialsModeling and SimulationJoined-solids Interface model Cohesion Friction Damage Plasticity FEMCohesionSettore ICAR/08 - Scienza Delle CostruzionibusinessInterface modelInternational Journal of Solids and Structures
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Historischer Überblick zur mathematischen Theorie von Unstetigkeitswellen seit Riemann und Christoffel

1981

We give a brief historical account of the development of the mathematical theory of propagation of discontinuities in gases, fluids or elastic materials. The theory was initiated by Riemann who investigated the propagation of shocks in one-dimensional isentropic gas flow. Riemann’s results were used by Christoffel to treat, more generally, the propagation of (first order) discontinuity surfaces in three-dimensional flows of perfect fluids. Subsequently Christoffel applied his general theory to first order waves in certain elastic materials. Independently of Riemann and Christoffel significant contributions were made by Hugoniot. The theory was completed in Hadamard’s celebrated monograph [3…

Mathematical theoryConservation lawRiemann hypothesissymbols.namesakeDiscontinuity (linguistics)Christoffel symbolsFlow (mathematics)Hyperelastic materialMathematical analysissymbolsInitial value problemMathematics
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The Limit Notion at Three Educational Levels in Three Countries

2022

AbstractThis paper documents how the limit concept is treated in high school, at a university and in teacher education in England, France and Sweden. To this end we make use of vignettes, data-grounded accounts of the situation at the three levels in the three countries. These are analysed using the Anthropological Theory of the Didactic (ATD). While university praxeologies are relatively similar across the three countries, greater differences manifest themselves in high school and teacher education. For instance, at the high school level, in France a local praxeology on the limits of sequences is taught, which is not the case in England or Sweden. Results from the analysis of limits are ex…

Mathematics (miscellaneous)calculusDidacticsDouble discontinuityDidaktikLimitVDP::Matematikk og Naturvitenskap: 400::Matematikk: 410VDP::Samfunnsvitenskap: 200::Pedagogiske fag: 280AnalysisPraxeologyEducationInternational Journal of Research in Undergraduate Mathematics Education
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Heterogeneous structures studied by an interphase elasto-plastic damaging model

2013

Heterogeneous materials present a mechanical response strongly dependent on the static and kinematic phenomena occurring in the constituents and at their joints. At the mesoscopic level the interaction between the units is simulated by mean of apposite mechanical devices such as the zero thickness interface model where contact tractions and displacement discontinuities are the primary static and kinematic variables respectively. In heterogeneous materials the response also depends on joint internal stresses. The introduction of internal stresses brings to the interphase model or an enhancement of the classical zero-thickness interface. With the term 'interphase' we shall mean a layer separa…

Mechanical responseMaterials scienceHeterogeneous materialMultilayer structureElasto plasticDisplacement discontinuityInterphaseZero-thickness interfacesComposite materialKinematic variableSettore ICAR/08 - Scienza Delle CostruzioniHeterogeneous structureFinite element analysis program
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A beam element allowing multiple slope discontinuities for RC structures: An application

2018

A beam/column element allowing the formation of multiple plastic hinges in columns or beams of a reinforced concrete (RC) framed structure is used in this work to show, through an application, its advantages with respect to conventional lumped plasticity models. Slope discontinuities can be located at any position of an Euler-Bernoulli beam span and not at the two extremes only. The model is in fact written in the framework of a modified lumped plasticity theory, and respectful of a thermodynamic approach. Flow rules and state equations are derived invoking the Theorem of maximum dissipation and using a Bresler's type activation domain. The beam element has already been implemented in a res…

Nonlinear FEM analysiLumped plasticityPlastic hingeSlope discontinuitySettore ICAR/08 - Scienza Delle CostruzioniBeam element
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Nonlinear Analysis of Reinforced Concrete Frames: Safety Evaluation and Retrofitting Techniques

Nonlinear pushover Slope discontinuity Lumped plasticity Externally bonded FRP retrofitting Shape memory alloys micromorphic SMA brace
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Power ENO methods: a fifth-order accurate Weighted Power ENO method

2004

In this paper we introduce a new class of ENO reconstruction procedures, the Power ENO methods, to design high-order accurate shock capturing methods for hyperbolic conservation laws, based on an extended class of limiters, improving the behavior near discontinuities with respect to the classical ENO methods. Power ENO methods are defined as a correction of classical ENO methods [J. Comput. Phys. 71 (1987) 231], by applying the new limiters on second-order differences or higher. The new class of limiters includes as a particular case the minmod limiter and the harmonic limiter used for the design of the PHM methods [see SIAM J. Sci. Comput. 15 (1994) 892]. The main features of these new ENO…

Numerical AnalysisConservation lawPhysics and Astronomy (miscellaneous)Applied MathematicsMathematical analysisScalar (physics)Harmonic (mathematics)Computer Science ApplicationsEuler equationsMaxima and minimaComputational Mathematicssymbols.namesakeDiscontinuity (linguistics)Riemann problemModeling and SimulationShock capturing methodsymbolsMathematicsJournal of Computational Physics
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