Search results for "EXPA"

showing 10 items of 820 documents

Behaviour in compression of lightweight fiber reinforced concrete confined with transverse steel reinforcement

2004

Abstract The compressive behavior of lightweight fiber reinforced concrete confined with transverse reinforcement consisting of steel stirrups or spirals was analyzed. Pumice stone and expanded clay aggregates were utilized to decrease the weight of the composite; hooked steel fibers were also added. The investigation was carried out by testing cylindrical and prismatic specimens of different sizes in compression using an open-loop displacement control machine, recording the full load–deformation curves. The influence of the dimensions and shape on the bearing capacity and on the ductility of the specimens confined with transverse steel reinforcements was analyzed. The results show the poss…

Materials sciencebusiness.industryStress–strain curveComposite numberlightweight concrete pumice stone expanded clay steel fibers steel transverse reinforcement compression tests stress-strain curves shape effectsBuilding and ConstructionFiber-reinforced concreteStructural engineeringCompression (physics)law.inventionTransverse planelawGeneral Materials ScienceBearing capacityComposite materialReinforcementDuctilitybusiness
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THE THERMAL EXPANSION OF HELIUM II IN RESTRICTED GEOMETRIES

1978

Materials sciencechemistryGeneral Engineeringchemistry.chemical_elementAtomic physicsHeliumThermal expansionLe Journal de Physique Colloques
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CLEASE: a versatile and user-friendly implementation of cluster expansion method

2018

Materials exhibiting a substitutional disorder such as multicomponent alloys and mixed metal oxides/oxyfluorides are of great importance in many scientific and technological sectors. Disordered materials constitute an overwhelmingly large configurational space, which makes it practically impossible to be explored manually using first-principles calculations such as density functional theory due to the high computational costs. Consequently, the use of methods such as cluster expansion (CE) is vital in enhancing our understanding of the disordered materials. CE dramatically reduces the computational cost by mapping the first-principles calculation results on to a Hamiltonian which is much fa…

Materials sciencetilastomenetelmätFOS: Physical sciencesBinary number02 engineering and technology114 Physical sciences01 natural sciencesComputational sciencesymbols.namesake0103 physical sciencesAlloysbattery materialGeneral Materials Sciencemetalliseoksetmateriaalitiede010306 general physicsMonte CarloCondensed Matter - Materials ScienceUser FriendlyMixed metalMaterials Science (cond-mat.mtrl-sci)disordered materials021001 nanoscience & nanotechnologyCondensed Matter Physicscluster expansionComplex materialsMonte Carlo -menetelmätRegularization (physics)symbolsDensity functional theory0210 nano-technologyHamiltonian (quantum mechanics)Cluster expansionJournal of Physics: Condensed Matter
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Symmetry reduction of a model in spherical symmetry for benign tumor

2004

A PDEs system, describing the expansive growth of a benign tumor and the phe- nomenon of encapsulation, is studied via a group analysis approach. A weak equiv- alence classi¯cation is obtained and the original PDEs system is reduced to an ODEs system. Numerical simulations are performed both for ODEs and PDEs, which turn out to be in perfect agreement between each other, showing a realistic enough description of the biological process.

Mathematical analysisOdeCircular symmetrySymmetry reductionExpansiveWeak equivalenceMathematics
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Non Gaussian closure techniques for the analysis of R-FBI isolation system

1997

The Resilient-Friction Base Isolator (R-FBI) stochastic response under severe ground motion modelled as a stationary and non-stationary zero mean stochastic white noise processes is performed. The moment equation approach is applied and the non-normal response is obtained by means of a non-Gaussian closure technique, based on the Gram-Charlier asymptotic expansion of the response probability density function. Results are compared with the equivalent non linearization technique and with results obtained by means of Monte Carlo simulation.

Mathematical optimizationGaussianMonte Carlo methodMathematical analysisGeneral EngineeringClosure (topology)Probability density functionWhite noiseMoment (mathematics)symbols.namesakeLinearizationsymbolsAsymptotic expansionMathematicsJournal of Structural Control
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Stochastic dynamics of linear elastic trusses in presence of structural uncertainties (virtual distortion approach)

2004

Structures involving uncertainties in material and/or in geometrical parameters are referred to as uncertain structures. Reliability analysis of such structures strongly depends on variation of parameters and probabilistic approach is often used to characterize structural uncertainties. In this paper dynamic analysis of linearly elastic system in presence of random parameter variations will be performed. In detail parameter fluctuations have been considered as inelastic, stress and parameter dependent superimposed strains. Analysis is then carried out via superposition principle accounting for response to external agencies and parameter dependent strains. Proposed method yields asymptotic s…

Mathematical optimizationMechanical EngineeringLinear elasticityAerospace EngineeringTrussOcean EngineeringStatistical and Nonlinear PhysicsCondensed Matter PhysicsVariation of parametersDynamic load testingSuperposition principleVirtual DistortionNuclear Energy and EngineeringDynamic AnalysiSuperposition PrincipleDistortionStochastic ParameterConvergence (routing)Statistical physicsAsymptotic expansionCivil and Structural EngineeringMathematicsProbabilistic Engineering Mechanics
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Invariant Jordan curves of Sierpinski carpet rational maps

2015

In this paper, we prove that if $R\colon\widehat{\mathbb{C}}\to\widehat{\mathbb{C}}$ is a postcritically finite rational map with Julia set homeomorphic to the Sierpi\'nski carpet, then there is an integer $n_0$, such that, for any $n\ge n_0$, there exists an $R^n$-invariant Jordan curve $\Gamma$ containing the postcritical set of $R$.

Mathematics::Dynamical SystemsGeneral Mathematics[MATH.MATH-DS]Mathematics [math]/Dynamical Systems [math.DS]rational functionsMathematics::General TopologyDynamical Systems (math.DS)01 natural sciences37F10Combinatoricsexpanding Thusrston mapssymbols.namesakeHigh Energy Physics::TheoryMathematics::Quantum AlgebraFOS: MathematicsMathematics::Metric GeometryMathematics - Dynamical Systems0101 mathematicsInvariant (mathematics)MathematicsmatematiikkamathematicsSierpinski carpet Julia setsApplied Mathematicsta111010102 general mathematicsinvariant Jordan curveJulia setJordan curve theoremrationaalifunktiot010101 applied mathematicsrational mapsSierpinski carpetsymbols
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Novel Digital Measurement Technique to Analyze the Palatine Suture Expansion after Palatine Rapid Maxillary Expansion Technique

2021

The aim of the study was to validate a novel digital measurement method to quantify the volume of the midpalatal suture after rapid maxillary expansion (RME). Material and methods: Eight patients with maxillary skeletal transverse deficiency were submitted to palatine suture expansion using the McNamara orthodontic appliance during a period of nine months. After 30 days of treatment, all patients were exposed postoperatively to a cone-beam computed tomography (CBCT) scan. Afterwards, the scans were uploaded into the three-dimensional orthodontic-planning software to allow the volumetric assessment of the palatine suture expansion through palatine rapid maxillary expansion using a McNamara a…

Medicine (miscellaneous)Computed tomographyOdontologíaArticlepalatine suture expansionmedicineRapid maxillary expansionStatistical analysisMidpalatal sutureTecnología médicadigital dentistryOrthodonticsMeasurement methodReproducibilityPalatine suturemedicine.diagnostic_testbusiness.industryRRepeatabilityOrtodonciaMcNamara appliancerapid maxillary expansionPaladar (hueso)Medicineorthodontics; palatine suture expansion; rapid maxillary expansion; digital dentistry; McNamara appliancebusinessorthodonticsJournal of Personalized Medicine; Volume 11; Issue 10; Pages: 962
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Where is the line? Phylogeography and secondary contact of western Palearctic coal tits (Periparus ater: Aves, Passeriformes, Paridae)

2013

In this study, a phylogeographic scenario of the coal tit (Periparus ater) was reconstructed based on a fragment of the mitochondrial control region, and within- and between-population genetic diversity was analysed with a focus on the western Palearctic breeding range. We inferred a first pan-European delimitation of a postulated secondary contact zone among coal tits from the north-eastern Palearctic ater subspecies group and those from the south-western Palearctic abietum group. Generally, between-population differentiation was greatest in the Mediterranean range, which was explained by a greater separation in multiple Pleistocene refuge areas compared to the lower differentiation across…

Mediterranean climatemtDNA control regionGenetic diversityPeriparusbiologyPleistoceneRange (biology)EcologyIntraspecific diversificationWestern PalearcticSubspeciesbiology.organism_classificationGenetic lineageMitochondrial DNAMinimum spanning haplotype networkMismatch distributionPhylogeographyMolecular datingPost-Pleistocene range expansionAnimal Science and ZoologyZoologischer Anzeiger - A Journal of Comparative Zoology
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Recent expansion of Northeast Atlantic and Mediterranean populations of Melicertus (Penaeus) kerathurus (Crustacea: Decapoda).

2009

We analysed the genetic diversity of Melicertus kerathurus (Penaeidae), a commercially valuable penaeid shrimp that is distributed in the Mediterranean Sea and eastern Atlantic Ocean. We examined the polymorphism of a 494 bp DNA segment of the mitochondrial COI region in 173 individuals, sampled in nine Mediterranean and two Atlantic samples, covering the whole range of the species from the tropical waters of the Gulf of Guinea to the eastern part of the Mediterranean Sea. The mean nucleotide and haplotype diversities were π = 0.00275 and h = 0.718, respectively, for the global data set, with the highest values occurring in the African samples and the lowest in the Adriatic Sea. A clear sam…

MelicertusMediterranean climatePenaeidaeMediterranean seabiologyDecapodaRange (biology)EcologyMelicertus kerathurusAquatic Sciencebiology.organism_classificationAtlantic Ocean COI Genetics Mediterranean Sea Melicertus kerathurus Population structure Postglacial expansionShrimp
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