Search results for "Partial"

showing 10 items of 1477 documents

A modified least squares FE-method for ideal fluid flow problems

1982

A modified least squares FE-method suitable e.g. for calculating the ideal fluid flow is presented. It turns out to be essentially more efficient than the conventional least squares method. peerReviewed

Physics::Fluid DynamicsComputational MathematicsFlow (mathematics)Applied MathematicsNon-linear least squaresApplied mathematicsPerfect fluidGeometryNon-linear iterative partial least squaresLeast squaresMathematicsJournal of Computational and Applied Mathematics
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Electrokinetic Phenomena Revisited: A Lattice—Boltzmann Approach

2003

The Lattice-Boltzmann method (LBM) is an efficient tool to solve the Navier-Stokes equations. Based on this method we have developed a scheme to investigate electrokinetic phenomena in charged colloidal suspensions. The equations of motion that are solved are the so-called electrokinetic equations, i.e. a set of partial differential equations that couple the gradient of the electrostatic potential to the hydrodynamic flow by means of a mean field theory. These equations have been extensively used to study electroviscous phenomena for the limit of a weakly charged sphere in an unbounded electrolyte. We demonstrate that our method can be applied beyond these limit. As an example we discuss th…

Physics::Fluid DynamicsElectrokinetic phenomenaPartial differential equationClassical mechanicsMean field theorySedimentation (water treatment)Lattice Boltzmann methodsEquations of motionSPHERESLimit (mathematics)Mathematics
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Coupled Multi-Field Continuum Methods for Porous Media Fracture

2015

The focus of the present contribution is on the numerical modelling of hydraulic fracture in fluid-saturated heterogeneous materials, which can be carried out on a macroscopic scale using extended continuum porous media theories. This accounts for the crack nucleation and propagation, deformation of the solid matrix and change in the flow of the interstitial fluid. In particular, fluid-saturated porous materials basically represent volumetrically interacting solid-fluid aggregates, which are modelled using the Theory of Porous Media. The hydraulic- or tension-induced fracture occurs in the solid matrix and is simulated using a diffusive phase-field modelling approach. This way of fracture t…

Physics::Fluid DynamicsMaterials sciencePartial differential equationContinuum (measurement)Macroscopic scaleRepresentative elementary volumeNucleationMulti fieldMechanicsFracture treatmentPorous mediumPhysics::Geophysics
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Travelling Panels Interacting with External Flow

2013

This chapter is devoted to the analysis of the travelling panel, submerged in axially flowing fluid. In order to accurately model the dynamics and stability of a lightweight moving material, the interaction between the material and the surrounding air must be taken into account somehow. The light weight of the material leads to the inertial contribution of the surrounding air to the acceleration of the material becoming significant. In the small displacement regime, the geometry of the vibrating panel is approximately flat, and hence flow separation is unlikely. We will use the model of potential flow for the fluid. The approach described in this chapter allows for an efficient semi-analyti…

Physics::Fluid DynamicsPhysicsFlow separationPartial differential equationFluid–structure interactionFluid dynamicsPotential flowMechanicsAxial symmetryDisplacement (fluid)External flow
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Dynamics of an elongated magnetic droplet in a rotating field

2002

A model is proposed for the dynamics of an elongated droplet under the action of a low frequency rotating magnetic field. This model determines a set of critical frequencies at which the transitions to more complex bent shapes take place. These transitions occur through propagation of jumps of the droplet's axial tangent angle described by a nonlinear singularly perturbed partial differential equation with the intrinsic viscosity of the droplet playing the regularizing role.

Physics::Fluid DynamicsPhysicsRotating magnetic fieldNonlinear systemPartial differential equationClassical mechanicsField (physics)Bent molecular geometryTangentLow frequencyAction (physics)Physical Review E
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Smartphone determination of fat in cured meat products

2017

Abstract A method has been developed to determine the fat content in different cold meat products by image processing using the camera of a mobile phone. Salchichon , chorizo , salami and cured ham pictures were taken with a Meizu M2 Mini mobile phone camera under fixed lighting conditions of the light emitting diode flash of the mobile phone. Images were treated with Matlab to obtain the mean pixels of average red, green and blue camera values colours (RGB) of the pixels and different data pretreatments were taken into account to correlate colour parameters with fat content values determined in a series of commercially available samples by the Soxhlet method. RGB values were used as input …

Pixelbusiness.industryFat content010401 analytical chemistryComputingMethodologies_IMAGEPROCESSINGANDCOMPUTERVISIONAnalytical chemistryImage processingPattern recognition04 agricultural and veterinary sciences040401 food science01 natural sciences0104 chemical sciencesAnalytical ChemistrySupport vector machine0404 agricultural biotechnologyPartial least squares regressionCalibrationRGB color modelArtificial intelligenceMobile phone camerabusinessSpectroscopyMathematicsMicrochemical Journal
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Quantification of phenolic acids by partial least squares Fourier-transform infrared (PLS-FTIR) in extracts of medicinal plants.

2020

Introduction Phenolic compounds are ubiquitous compounds found in all plants as their secondary metabolites. Phenols are becoming increasingly important particularly because of their beneficial effects on health. Objective To provide a faithful calibration model for the simultaneous determination and quantification of phenolic acids, as salicylic, vanillic, p-hydroxybenzoic acids, eugenol and thymol in different extracts of medicinal plants, a comparative study was made between two methods of infrared measurements based on attenuated total reflectance (ATR) and transmission. Methods Characteristic absorbance peak heights of mid-infrared spectra of individual phenolic acids were measured for…

Plant Science01 natural sciencesBiochemistryAnalytical ChemistryAbsorbancechemistry.chemical_compoundDrug DiscoveryPartial least squares regressionSpectroscopy Fourier Transform InfraredHydroxybenzoatesPhenolsFourier transform infrared spectroscopyLeast-Squares AnalysisThymolChromatographyPlants MedicinalPlant Extracts010401 analytical chemistryExtraction (chemistry)General Medicine0104 chemical sciencesEugenol010404 medicinal & biomolecular chemistryComplementary and alternative medicinechemistryAttenuated total reflectionMolecular MedicineFood SciencePhytochemical analysis : PCAREFERENCES
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COMMON FIXED POINTS FOR psi-CONTRACTIONS ON PARTIAL METRIC SPACES

2013

We prove some generalized versions of an interesting result of Matthews using conditions of different type in 0-complete partial metric spaces. We give, also, a homotopy result for operators on partial metric spaces.

Points of coincidence0-complete partial metric spaceSettore MAT/05 - Analisi Matematicapsi-contractionscommon fixed point
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AN HYPERBOLIC-PARABOLIC PREDATOR-PREY MODEL INVOLVING A VOLE POPULATION STRUCTURED IN AGE

2020

Abstract We prove existence and stability of entropy solutions for a predator-prey system consisting of an hyperbolic equation for predators and a parabolic-hyperbolic equation for preys. The preys' equation, which represents the evolution of a population of voles as in [2] , depends on time, t, age, a, and on a 2-dimensional space variable x, and it is supplemented by a nonlocal boundary condition at a = 0 . The drift term in the predators' equation depends nonlocally on the density of preys and the two equations are also coupled via classical source terms of Lotka-Volterra type, as in [4] . We establish existence of solutions by applying the vanishing viscosity method, and we prove stabil…

Population dynamicsPopulationType (model theory)Space (mathematics)01 natural sciencesStability (probability)Predator-prey systemsNonlinear Sciences::Adaptation and Self-Organizing SystemsApplied mathematicsQuantitative Biology::Populations and Evolution[MATH.MATH-AP]Mathematics [math]/Analysis of PDEs [math.AP]0101 mathematicseducationEntropy (arrow of time)Variable (mathematics)Mathematicseducation.field_of_studyApplied Mathematics010102 general mathematicsNonlocal boundary value problemNonlocal conservation lawsParabolic-hyperbolic equationsTerm (time)010101 applied mathematicsPopulation dynamics Predator-prey systems Parabolic-hyperbolic equations Nonlocal conservation laws Nonlocal boundary value problemHyperbolic partial differential equationAnalysis
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Characterization of inductors in partial saturation for SMPS applications

2017

The exploitation of partially saturated inductors in Switching Mode Power Supply (SMPS) is a key strategy for reducing the size of SMPS and increasing their power density [1]. However an accurate characterization and modellization of each inductor is needed for a correct design and control of the SMPS [2]. Most of inductors' datasheets only indicate the nominal inductance at low current. Anyway, when the inductor is subjected to a higher current, the value of the inductance is lessened. Moreover, inductance meters often actuate their measurements at no or moderate DC bias. In this work we describe the realization of an automated test bench (Fig. 1) for characterizing an inductor under varia…

Power ElectronicPartially saturated inductorDC/DC converterSwitching Mode Power SupplyBuck convertermodelinginductorSettore ING-INF/01 - Elettronicapartial saturationSMPS
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