Search results for "von Mises yield criterion"

showing 10 items of 17 documents

Experimental studies on uniaxial and echibiaxial tensile tests applied to plastic materials sheets

2019

Abstract The main objective of this paper is to determine the behavior of few plastic materials using two different type of tests. We use classical uniaxial tensile test to determine the most important mechanical and elastic characteristics, such as: yield stress, Young modulus, tangent modulus, maximum stress and maximum strain and to plot engineering stress vs. engineering strain curve for these materials. The second test, that was used in this study, was echibiaxial tensile test on the spherical punch. This test was used to determine maximum breaking force and, of course maximum displacement of specimen on punch direction and others few important characteristics, such as: major and minor…

010302 applied physicsMaterials sciencePolyoxymethyleneDeformation (mechanics)Young's modulus02 engineering and technology021001 nanoscience & nanotechnology01 natural sciencesStress (mechanics)chemistry.chemical_compoundsymbols.namesakechemistry0103 physical sciencesTangent modulusUltimate tensile strengthsymbolsvon Mises yield criterionComposite material0210 nano-technologyTensile testing
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Effect of process parameters and crystal orientation on 3D anisotropic stress during CZ and FZ growth of silicon

2017

Abstract Simulations of 3D anisotropic stress are carried out in and oriented Si crystals grown by FZ and CZ processes for different diameters, growth rates and process stages. Temperature dependent elastic constants and thermal expansion coefficients are used in the FE simulations. The von Mises stress at the triple point line is ~5–11% higher in crystals compared to crystals. The process parameters have a larger effect on the von Mises stress than the crystal orientation. Generally, the crystal has a higher azimuthal variation of stress along the triple point line (~8%) than the crystal (~2%). The presence of a crystal ridge increases the stress beside the ridge and decreases it on the ri…

010302 applied physicsMaterials scienceSiliconTriple pointPhysics::Opticschemistry.chemical_element02 engineering and technology021001 nanoscience & nanotechnologyCondensed Matter PhysicsRidge (differential geometry)01 natural sciencesThermal expansionInorganic ChemistryStress (mechanics)CrystalCrystallographychemistryCondensed Matter::Superconductivity0103 physical sciencesMaterials Chemistryvon Mises yield criterionComposite material0210 nano-technologyLine (formation)Journal of Crystal Growth
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Finite Element Method and Von Mises Investigation on Bone Response to Dynamic Stress with a Novel Conical Dental Implant Connection

2020

The bioengineering and medical and biomedical fields are ever closer, and they manage to obtain surprising results for the development of new devices. The field of simulations and studies in silica has undergone considerable development in recent years, favoring the advancement of medicine. In this manuscript, a study was carried out to evaluate the force distribution on the implant components (In-Kone® Universal) and on the peri-implant tissues subjected to loading. With the finite element analysis and the Von Mises method, it was possible to evaluate this distribution of forces both at 0 degrees (occlusal force) and at 30 degrees; the applied force was 800 N. The obtained results on this …

Dental Stress AnalysisField (physics)Article SubjectComputer sciencemedicine.medical_treatmentFinite Element AnalysisBiomedical EngineeringGeneral Biochemistry Genetics and Molecular BiologyBone and BonesBite ForceStress (mechanics)03 medical and health sciences0302 clinical medicinemedicinevon Mises yield criterionHumansDental implantDental ImplantsGeneral Immunology and Microbiologybusiness.industryR030206 dentistryGeneral MedicineConical surfaceStructural engineeringFinite element methodConnection (mathematics)MedicineDevelopment (differential geometry)Stress Mechanicalbusiness030217 neurology & neurosurgeryFinite Element Method Von Mises Investigation Bone Response Conical Dental Implant ConnectionResearch Article
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The influence of platform switching on the biomechanical aspects of the implant-abutment system. A three dimensional finite element study

2011

Objective: To evaluate the biomechanical scenario of platform switching geometric implant-abutment configuration relative to standard configurations by means of finite element analysis.Study Design: A 3D Finite Element Analysis (FEA) was performed on 3 different implant-abutment configurations: a 3.8 mm implant with a matching diameter abutment (Standard Control Design, SCD), a 5.5 mm implant with matching diameter abutment (Wider Control Design, WCD), and a 5.5mm implant with a 3.8 mm abutment (Experimental Design, ED). All the different experimental groups were discretized to over 60000 elements and 100000 nodes, and 130N vertical (axial) and 90N horizontal loads were applied on the coron…

Dental Stress Analysisbone mechanical responseMaterials scienceimplant-abutment stresFinite Element AnalysisPlatform switchingDental Abutmentsimplant-abutment stressFinite element studyImaging Three-Dimensionalvon Mises yield criterionGeneral Dentistryplatform switchingDental Implant-Abutment Designfinite element analysis; implant-abutment stress; bone mechanical response; platform switching; implant-abutment stres:CIENCIAS MÉDICAS [UNESCO]Finite element methodBiomechanical PhenomenaStress fieldPlatform switching bone mechanical response finite element analysis implant-abutment stress.Dental Implant-Abutment DesignOtorhinolaryngologyUNESCO::CIENCIAS MÉDICASSurgeryImplantAbutment (dentistry)Biomedical engineering
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Virtual simulation of an osseointegrated trans-humeral prosthesis: A falling scenario

2018

Abstract Introduction Traditional prosthetic solutions expose the amputee to numerous problems that limit his ability to safely perform the normal activities of daily life. In order to eliminate the problems related to the use of the traditional prosthesis with socket, a new technique was developed for fixing the prosthesis to the amputees based on the principle of osseointegration. The aim of this paper is to study and analyze the stress distribution on the interface between a trans-humeral osseointegrated prosthetic implant and the residual bone, identifying the most stressed areas and thus foreseeing possible failure phenomena of the entire prosthetic system and, after, to compare the st…

Finite element methodFinite Element Analysis0206 medical engineeringArtificial LimbsHumeru02 engineering and technologyThread (computing)FixtureProsthesis DesignOsseointegration prosthesis FE AnalysisOsseointegrationProsthesis Implantation03 medical and health sciencesAmputeeFinite Element Analysi0302 clinical medicineAmputeesOsseointegrationBone-Implant InterfaceHumansProsthesivon Mises yield criterionMedicineTorqueComputer SimulationOrthopedics and Sports MedicineForce platformUpper limbOsseointegration Prosthesis Amputees Upper limb Finite element methodSettore ING-IND/15 - Disegno E Metodi Dell'Ingegneria IndustrialeSimulationGeneral Environmental Science030222 orthopedicsbusiness.industryAccidental FallArtificial LimbHumerus020601 biomedical engineeringBiomechanical PhenomenaReactionEmergency MedicineBending momentGeneral Earth and Planetary SciencesAccidental FallsStress MechanicalbusinessHuman
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Model of a Constructive Fuctional Optimization of the Cardan Cross

2015

This paper aims to establish an optimization model using the Ansys program, and taking into account the specific constraints depending on the functional role of the specific area. We present certain calculation parameters applied to the cardanic transmission of the Dacia, this cardanic transmission being considered an optimization model. The entire cardanic transmission was analyzed, resulting that the cardan crosses are parts which are strained the most, and that is why it will be here that the optimization will be focused, in terms of minimizing the Von Mises stress.

Functional roleEngineeringMathematical optimizationTransmission (telecommunications)business.industryNumerical analysisvon Mises yield criterionGeneral MedicinebusinessConstructiveApplied Mechanics and Materials
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Positron Microscopy Studies of Wear Tracks on a Copper Surface

2014

Positron microscopy was used for studies of defects induced by ball indentation or sliding on the surface of well-annealed copper samples. A focused positron beam of 24.5-keV energy was used to scan the deformed region of the indenter impression, and measurements of the annihilation line parameter were performed. In the case of ball indentation, the measured defect distribution correlates well with the von Mises stress distribution of the Hertz contact and the von Mises yield criterion. For the wear track produced by pin on disc dry sliding, an asymmetric defect distribution near the wear track is observed. It indicates the presence of a tangential force that additionally deforms the sample.

Materials scienceAnnihilationMechanical Engineeringchemistry.chemical_elementSurfaces and InterfacesCopperImpressionSurfaces Coatings and FilmsPositronchemistryMechanics of MaterialsIndentationMicroscopyBall (bearing)Forensic engineeringvon Mises yield criterionComposite materialTribology Letters
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Magnitude and distribution of stresses in composite resin and sound dentine interface with mechanical retentions

2014

Background: Adhesive systems are constantly subjected to mechanical and chemical stresses that negatively impact the integrity and durability of the dentine-adhesive interface. Despite the lack of evidence to support or reject the clinical indication for mechanical retention, the potential further contribution of these preparations to the behavior of the composite resin-sound dentine bond has been rarely addressed. The authors evaluated by finite element analysis the effect of mechanical retention on the magnitude and distribution of stresses in a composite resin-sound dentin bonding interface when subjected to tensile and shear forces. Material and Methods: A three-dimensional model was cr…

Materials scienceResearchShear forceComposite numberOdontología:CIENCIAS MÉDICAS [UNESCO]DurabilityCiencias de la saludFinite element methodRESINAS COMPOSTASmedicine.anatomical_structurestomatognathic systemBiomaterials and Bioengineering in DentistryUNESCO::CIENCIAS MÉDICASUltimate tensile strengthDentinmedicinevon Mises yield criterionAdhesiveComposite materialGeneral Dentistry
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Elastoplastic analysis by active macro-zones with linear kinematic hardening and von Mises materials.

2014

In this paper a strategy to perform elastoplastic analysis with linear kinematic hardening for von Mises materials under plane strain conditions is shown. The proposed approach works with the Symmetric Galerkin Boundary Element Method applied to multidomain problems using a mixed variables approach, to obtain a more stringent solution. The elastoplastic analysis is carried out as the response to the loads and the plastic strains, the latter evaluated through the self-equilibrium stress matrix. This matrix is used both, in the predictor phase, for trial stress evaluation and, in the corrector phase, for solving a nonlinear global system which provides the elastoplastic solution of the active…

Mathematical optimizationApplied MathematicsComputational MathematicsNonlinear systemsymbols.namesakeMatrix (mathematics)Consistency (statistics)Multidomain SGBEM Self-equilibrium stressActive macro-zones Hardening von Mises materials Return mapping algorithm.Jacobian matrix and determinantsymbolsApplied mathematicsvon Mises yield criterionMultidomain SGBEM Self-equilibrium stress Active macro-zonesHardening von Mises materials Return mapping algorithmGalerkin methodSettore ICAR/08 - Scienza Delle CostruzioniBoundary element methodPlane stressMathematics
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Sets versus trial sequences, Hausdorff versus von Mises: “Pure” mathematics prevails in the foundations of probability around 1920

2010

Abstract The paper discusses the tension which occurred between the notions of set (with measure) and (trial-) sequence (or—to a certain degree—between nondenumerable and denumerable sets) when used in the foundations of probability theory around 1920. The main mathematical point was the logical need for measures in order to describe general nondiscrete distributions, which had been tentatively introduced before (1919) based on von Mises’s notion of the “Kollektiv.” In the background there was a tension between the standpoints of pure mathematics and “real world probability” (in the words of J.L. Doob) at the time. The discussion and publication in English translation (in Appendix ) of two …

Mathematics(all)HistoryPure mathematicsSequenceTheory of probabilityGeneral MathematicsHausdorff spaceApplied mathematicsMeasure (mathematics)Probability theoryCalculusMeasure theoryvon Mises yield criterionOrder (group theory)Countable setvon Mises’s KollektivsMathematicsBernstein–von Mises theoremHistoria Mathematica
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