Search results for "deformation"

showing 10 items of 515 documents

Repeated Load Triaxial Testing of Recycled Excavation Materials Blended with Recycled Phyllite Materials

2022

Recycled Excavation Materials (REM) are becoming viable alternative construction resources due to their economic benefits. However, REM may be composed of weak rocks, e.g., phyllites, limiting the use in a base layer. The present paper attempts to further the knowledge of the mechanical performance of REM by performing Repeated Load Triaxial Tests (RLTT). REM are mixed with Recycled Phyllite Materials (RPM) in systematic blends of 0%, 25%, 50%, and 100%. The batches’ resilient modulus (MR) and permanent deformation (PD) characteristics were assessed to establish the maximum RPM allowed into REM while maintaining the required performance. Hicks and Monismith’s and Uzan’s mo…

TechnologyMicroscopyQC120-168.85TQH201-278.5Engineering (General). Civil engineering (General)Article:Teknologi: 500 [VDP]TK1-9971recycled excavation materialsDescriptive and experimental mechanicsrecycled phyllite materialsRecycled excavation materialsresilient modulusRecycled phyllite materialspermanent deformationResilient modulusGeneral Materials ScienceElectrical engineering. Electronics. Nuclear engineeringTA1-2040VDP::Technology: 500::Materials science and engineering: 520Permanent deformationrecycled excavation materials; recycled phyllite materials; resilient modulus; permanent deformation
researchProduct

Porphyroblasts and Reaction Rims

1998

A volume of rock involved in deformation and metamorphism will continuously undergo changes in structure and mineral content. This chapter treats mineral growth and replacement structures and the way in which their geometry can be used to reconstruct tectonic history. Two types of informative structures are treated: porphyroblasts and reaction rims.

TectonicsMineralCrenulationGeochemistryTectonic phaseMetamorphismsense organsDeformation (meteorology)Geology
researchProduct

Strength prediction of a triaxially braided composite

2011

The architecture of textile reinforcement affects the deformation and failure behavior of the textile reinforced composites. This paper presents an approximate method that incorporates the in-plane periodic meso structure of the textile composite in finite element models. In this approach, the representative unit cell (RUC) of a textile composite is divided into sub-cells. Instead of obtaining a homogeneous equivalent, these sub-cells are idealized and represented with laminates of different layups using shell elements. In this way, an RUC can be constructed with a small number of elements. This method holds the promise of creating a textile composite FE model with an improved accuracy with…

TextileMaterials scienceComputer simulationbusiness.industryBraided compositeShell (structure)ComputerApplications_COMPUTERSINOTHERSYSTEMS02 engineering and technologyStructural engineering[PHYS.MECA.MSMECA]Physics [physics]/Mechanics [physics]/Materials and structures in mechanics [physics.class-ph]021001 nanoscience & nanotechnologyFinite element methodGeneralLiterature_MISCELLANEOUS020303 mechanical engineering & transportsCompressive strength0203 mechanical engineeringMechanics of MaterialsUltimate tensile strengthCeramics and CompositesComputerSystemsOrganization_SPECIAL-PURPOSEANDAPPLICATION-BASEDSYSTEMSComposite materialDeformation (engineering)0210 nano-technologybusinessComputingMethodologies_COMPUTERGRAPHICS
researchProduct

Pseudo-Bosons, So Far

2011

In the past years several extensions of the canonical commutation relations have been proposed by different people in different contexts and some interesting physics and mathematics have been deduced. Here, we review some recent results on the so-called {\em pseudo-bosons}. They arise from a special deformation of the canonical commutation relation $[a,a^\dagger]=\1$, which is replaced by $[a,b]=\1$, with $b$ not necessarily equal to $a^\dagger$. We start discussing some of their mathematical properties and then we discuss several examples.

Theoretical physicsMathematical propertiesStatistical and Nonlinear PhysicsDeformation (meteorology)Mathematical PhysicsMathematicsCanonical commutation relationBosonReports on Mathematical Physics
researchProduct

Finite element method for a nonlocal Timoshenko beam model

2014

A finite element method is presented for a nonlocal Timoshenko beam model recently proposed by the authors. The model relies on the key idea that nonlocal effects consist of long-range volume forces and moments exchanged by non-adjacent beam segments, which contribute to the equilibrium of a beam segment along with the classical local stress resultants. The long-range volume forces/moments are linearly depending on the product of the volumes of the interacting beam segments, and their relative motion measured in terms of the pure beam deformation modes, through appropriate attenuation functions governing the spatial decay of nonlocal effects. In this paper, the beam model is reformulated wi…

Timoshenko beam theoryFinite element methodApplied MathematicsGeneral EngineeringStiffnessPure deformation modeComputer Graphics and Computer-Aided DesignFinite element methodLong-range interactionClassical mechanicsVariational formulationBending stiffnessStress resultantsNonlocal Timoshenko beammedicineDirect stiffness methodmedicine.symptomAnalysisBeam (structure)Stiffness matrixMathematics
researchProduct

A new displacement-based framework for non-local Timoshenko beams

2015

In this paper, a new theoretical framework is presented for modeling non-locality in shear deformable beams. The driving idea is to represent non-local effects as long-range volume forces and moments, exchanged by non-adjacent beam segments as a result of their relative motion described in terms of pure deformation modes of the beam. The use of these generalized measures of relative motion allows constructing an equivalent mechanical model of non-local effects. Specifically, long-range volume forces and moments are associated with three spring-like connections acting in parallel between couples of non-adjacent beam segments, and separately accounting for pure axial, pure bending and pure sh…

Timoshenko beam theoryPhysicsMechanical EngineeringSpring-like connectionMechanicsPure shearPure deformation modeNon localCondensed Matter PhysicsPotential energyLong-range interactionClassical mechanicsShear (geology)Non-local Timoshenko beamMechanics of MaterialsLong-range interactions; Non-local Timoshenko beam; Pure deformation modes; Spring-like connections; Mechanical Engineering; Mechanics of Materials; Condensed Matter PhysicsPure bendingPhysics::Accelerator PhysicsMechanics of MaterialMinificationSettore ICAR/08 - Scienza Delle CostruzioniBeam (structure)
researchProduct

Comparative Analysis of Tagging and Feature-Tracking Cardiac MRI Techniques for the Evaluation of Cardiac Deformation

2020

[EN] Currently, there is a high prevalence of cardiovascular diseases, being the leading cause of mortality worldwide. Thus, a rapid and effective evaluation of the heart is increasingly relevant to diagnose the patient early and achieve appropriate treatment. For this reason, this study aims to compare myocardial deformation parameters such as circumferential strain (segmental, base, mid, apical and global) and global torsion values by the CMR tissue tagging reference technique in SPAMM cine images and the promising feature-tracking technique in b-SSFP cine images, in 31 healthy subjects and 35 patients diagnosed with infarct. The results obtained showed that there is a high agreement in t…

Torsionmedicine.medical_specialtyInter observer agreement030204 cardiovascular system & hematologyInter-technique agreement030218 nuclear medicine & medical imagingTECNOLOGIA ELECTRONICA03 medical and health sciences0302 clinical medicineInternal medicinemedicineCircumferential strainCardiac deformationCircumferential strainMri techniquesReproducibilityCMR tissue taggingbusiness.industryHealthy subjectsCMR feature-trackingMyocardial functionReproducibilityInter-observer agreementCardiologyFeature trackingbusiness
researchProduct

Effect of electron beam irradiation and plastic deformation on molar mass of medical grade ultra-high molecular weight polyethylene

2010

Badano wpływ sterylizacji metodą napromieniania strumieniem elektronów oraz deformacji plastycznej (zgniatania, rys. 1) polietylenu ultrawielkocząsteczkowego (UHMW-PE), stosowanego do wytwarzania panewek endoprotez stawu biodrowego, na masę molową polimeru. Stwierdzono, że sterylizacja wpływa na utleniającą destrukcję makrocząsteczek polimeru, której stopień zależy od użytej dawki promieniowania (zmniejszenie masy molowej masowo średniej). Procesowi temu towarzyszy sieciowanie makrocząsteczek (wzrost udziału frakcji nierozpuszczalnej). Z kolei sama deformacja plastyczna wydaje się nie mieć wyraźnego wpływu na proces degradacji. Tymczasem łączne zastosowanie obydwu czynników zewnętrznych pro…

Ultra-high molecular weight polyethyleneElectron beam irradiationpolietylen ultrawielkocząsteczkowyMass-average molar massmasa molowa masowo średnianapromienianie strumieniem elektronówpolidyspersyjnośćPlastic deformationPolydispersitydeformacja plastycznaPolimery
researchProduct

Crystal-Plastic Deformation, Recovery and Recrystallisation of Quartz

2009

As stated in the introduction, this chapter is included because of the special importance of quartz to estimate metamorphic conditions during and after mylonitisation. The theory behind crystal-plastic deformation is treated elsewhere (e.g. Passchier & Trouw 2005). The main optical expression of crystal-plastic deformation is smooth, non-patchy undulose extinction. Elongated grains with such undulose extinction, sometimes accompanied by deformation lamellae, are indicative for low-temperature deformation. At slightly higher temperatures recovery produces subgrains and recrystallisation tends to substitute the old deformed grains by small new ones. Three types of recrystallisation can be dis…

Undulose extinctionCrystalMaterials scienceMetamorphic rockBoundary migrationComposite materialDeformation (engineering)Quartz
researchProduct

Elastic Deformation of Dispersely Failing Unidirectionally Reinforced Composites

2003

A phenomenological model is proposed for describing the elastic deformation of a unidirectionally reinforced composite capable of accumulating scattered microdamages during its loading. The composite is considered as a homogeneous transversely isotropic solid. Its damaged state at every point is characterized by a centrally symmetric scalar function on the unit sphere (the damage function), which is used to account for variations in the elastic properties of the material during its deformation. The damage itself depends on the history of some equivalent strain, for which four simplified variants are suggested. The relation between strains and stresses is defined in a differential form. Depe…

Unit sphereMaterials sciencePolymers and PlasticsGeneral MathematicsComposite numberFibre-reinforced plasticCondensed Matter PhysicsBiomaterialsMechanics of MaterialsTransverse isotropySolid mechanicsPhenomenological modelCeramics and CompositesDeformation (engineering)Composite materialScalar fieldMechanics of Composite Materials
researchProduct