0000000000319030

AUTHOR

Jilt Sietsma

showing 7 related works from this author

Influence of M23C6 carbides on the heterogeneous strain development in annealed 420 stainless steel

2020

Understanding the local strain enhancement and lattice distortion resulting from different microstructure features in metal alloys is crucial in many engineering processes. The development of heterogeneous strain not only plays an important role in the work hardening of the material but also in other processes such as recrystallization and damage inheritance and fracture. Isolating the contribution of precipitates to the development of heterogeneous strain can be challenging due to the presence of grain boundaries or other microstructure features that might cause ambiguous interpretation. In this work a statistical analysis of local strains measured by electron back scatter diffraction and …

carbidesMaterials scienceTechnology and EngineeringPolymers and PlasticsDISLOCATION DENSITY DISTRIBUTIONSPLASTIC-DEFORMATIONrepresentative volume element02 engineering and technologyWork hardeningPlasticityDIFFRACTION01 natural sciencesMC carbidesplastic strain gradientFerrite (iron)0103 physical sciencesSTRENGTHElectronicOptical and Magnetic MaterialsComposite material010302 applied physicsMetals and AlloysM23C6 carbidesRecrystallization (metallurgy)MECHANICAL-PROPERTIESfinite element crystal plasticity021001 nanoscience & nanotechnologyMicrostructureStainless SteelElectronic Optical and Magnetic MaterialsSIZEHardening (metallurgy)Ceramics and CompositesGrain boundarySINGLE-CRYSTALSCRYSTAL PLASTICITYDeformation (engineering)0210 nano-technologyCRPRECIPITATION BEHAVIOR
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Accurate representation of the distributions of the 3D Poisson-Voronoi typical cell geometrical features

2019

Understanding the intricate and complex materials microstructure and how it is related to materials properties is an important problem in the Materials Science field. For a full comprehension of this relation, it is fundamental to be able to describe the main characteristics of the 3-dimensional microstructure. The most basic model used for approximating steel microstructure is the Poisson-Voronoi diagram. Poisson-Voronoi diagrams have interesting mathematical properties, and they are used as a good model for single-phase materials. In this paper we exploit the scaling property of the underlying Poisson process to derive the distribution of the main geometrical features of the grains for ev…

General Computer SciencePoisson-Voronoi diagramsMonte Carlo methodVoronoiGeneral Physics and Astronomy02 engineering and technology010402 general chemistryPoisson distribution01 natural sciencesParametric representationsymbols.namesakeGeneral Materials ScienceStatistical physicsRepresentation (mathematics)ScalingParametric statisticsDiagramGeneral Chemistry021001 nanoscience & nanotechnology0104 chemical sciencesComputational MathematicsDistribution (mathematics)Mechanics of Materialssymbols0210 nano-technologyVoronoi diagram3D grain sizeComputational Materials Science
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A Data-Driven Approach for Studying the Influence of Carbides on Work Hardening of Steel

2022

This study proposes a new approach to determine phenomenological or physical relations between microstructure features and the mechanical behavior of metals bridging advanced statistics and materials science in a study of the effect of hard precipitates on the hardening of metal alloys. Synthetic microstructures were created using multi-level Voronoi diagrams in order to control microstructure variability and then were used as samples for virtual tensile tests in a full-field crystal plasticity solver. A data-driven model based on Functional Principal Component Analysis (FPCA) was confronted with the classical Voce law for the description of uniaxial tensile curves of synthetic AISI 420 ste…

TechnologyMicroscopyQC120-168.85FPCATQH201-278.5stress–strain diagramlinear mixed-effects modelEngineering (General). Civil engineering (General)TK1-9971Descriptive and experimental mechanicsVoronoi diagramssynthetic microstructure; stress–strain diagram; FPCA; Voronoi diagrams; Voce law; linear mixed-effects modelGeneral Materials ScienceElectrical engineering. Electronics. Nuclear engineeringTA1-2040Voronoi diagramsynthetic microstructureVoce law
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Microstructure–property relation and machine learning prediction of hole expansion capacity of high-strength steels

2021

Abstract The relationship between microstructure features and mechanical properties plays an important role in the design of materials and improvement of properties. Hole expansion capacity plays a fundamental role in defining the formability of metal sheets. Due to the complexity of the experimental procedure of testing hole expansion capacity, where many influencing factors contribute to the resulting values, the relationship between microstructure features and hole expansion capacity and the complexity of this relation is not yet fully understood. In the present study, an experimental dataset containing the phase constituents of 55 microstructures as well as corresponding properties, su…

Chemical contentMaterials scienceRelation (database)business.industryProperty (programming)Mechanical EngineeringMachine learningcomputer.software_genreMicrostructuremicrostructure constituents hole expansion capacity statistical analysis machine learningMechanics of MaterialsPhase (matter)Solid mechanicsFormabilityGeneral Materials ScienceStatistical analysisArtificial intelligencebusinesscomputerJournal of Materials Science
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General framework for testing Poisson-Voronoi assumption for real microstructures

2020

Modeling microstructures is an interesting problem not just in Materials Science but also in Mathematics and Statistics. The most basic model for steel microstructure is the Poisson-Voronoi diagram. It has mathematically attractive properties and it has been used in the approximation of single phase steel microstructures. The aim of this paper is to develop methods that can be used to test whether a real steel microstructure can be approximated by such a model. Therefore, a general framework for testing the Poisson-Voronoi assumption based on images of 2D sections of real metals is set out. Following two different approaches, according to the use or not of periodic boundary conditions, thre…

FOS: Computer and information sciencesreal microstructuresPoisson-Voronoi diagrams0211 other engineering and technologies02 engineering and technologyManagement Science and Operations ResearchPoisson distribution01 natural sciencesStatistics - ApplicationsMethodology (stat.ME)Set (abstract data type)010104 statistics & probabilitysymbols.namesakehypothesis testingPeriodic boundary conditionsApplied mathematicsApplications (stat.AP)0101 mathematicsStatistics - MethodologyStatistical hypothesis testing021103 operations researchCumulative distribution functionDiagramscalingGeneral Business Management and Accounting62P30 62-00 62-01 62G10persistence landscapeModeling and SimulationsymbolsTopological data analysiscumulative distribution functionVoronoi diagramApplied Stochastic Models in Business and Industry
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Isotonic regression for metallic microstructure data: estimation and testing under order restrictions

2021

Investigating the main determinants of the mechanical performance of metals is not a simple task. Already known physical inspired qualitative relations between 2D microstructure characteristics and 3D mechanical properties can act as the starting point of the investigation. Isotonic regression allows to take into account ordering relations and leads to more efficient and accurate results when the underlying assumptions actually hold. The main goal in this paper is to test order relations in a model inspired by a materials science application. The statistical estimation procedure is described considering three different scenarios according to the knowledge of the variances: known variance ra…

FOS: Computer and information sciencesStatistics and ProbabilityMathematical optimizationgeometrically necessary dislocationsComputer science0211 other engineering and technologiesG.302 engineering and technology01 natural sciencesStatistics - ApplicationsMethodology (stat.ME)010104 statistics & probabilitySimple (abstract algebra)Isotonic regressionApplications (stat.AP)0101 mathematicsbootstraporder restrictionsStatistics - Methodology021103 operations researchlikelihood ratio testMicrostructurealternating iterative methodOrder (business)Geometrically necessary dislocationsLikelihood-ratio testStatistics Probability and UncertaintyIsotonic regression62F30 62F03 97K80
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The combined influence of grain size distribution and dislocation density on hardness of interstitial free steel

2020

Abstract Understanding the relationship between microstructure features and mechanical properties is of great significance for the improvement and specific adjustment of steel properties. The relationship between mean grain size and yield strength is established by the well-known Hall-Petch equation. But due to the complexity of the grain configuration within materials, considering only the mean value is unlikely to give a complete representation of the mechanical behavior. The classical Taylor equation is often used to account for the effect of dislocation density, but not thoroughly tested in combination with grain size influence. In the present study, systematic heat treatment routes and…

Materials sciencePolymers and PlasticsAnnealing (metallurgy)02 engineering and technology010402 general chemistryGrain size distribution01 natural scienceslaw.inventionCondensed Matter::Materials ScienceOptical microscopelawHardnessMaterials ChemistryDislocation densityComposite materialMechanical EngineeringMean valueMetals and Alloys021001 nanoscience & nanotechnologyMicrostructureGrain size0104 chemical sciencesMechanics of MaterialsParticle-size distributionCeramics and CompositesKurtosis0210 nano-technologyInterstitial free steel
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