Search results for "enclos"

showing 10 items of 79 documents

A Test Rig for the Investigation of Free Convection Heat Transfer in Enclosures at High Rayleigh Number

1998

Natural ConvectionRectangular EnclosureHeat TransferSettore ING-IND/19 - Impianti Nucleari
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Measurement of Local Hot-Wall Heat Transfer in High-Rayleigh Number Free Convection Flow

1999

Natural ConvectionRectangular EnclosureHeat TransferSettore ING-IND/19 - Impianti Nucleari
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Influence of Rayleigh Number and End Wall Boundary Conditions on Free Convection Heat Transfer in a Rectangular Enclosure

2000

Natural ConvectionRectangular EnclosureRayleigh numberHeat TransferSettore ING-IND/19 - Impianti Nucleari
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Three-Dimensional Flow and Temperature Distribution in Rayleigh-Bènard Convection Using Thermochromic Liquid Crystals and Digital Image Processing

2000

PIVNatural ConvectionThermochromic Liquid CrystalDigital Image ProcessingThermographyRectangular EnclosureRayleigh-Bénard ConvectionSettore ING-IND/19 - Impianti Nucleari
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Improved Tomographic Particle Image Velocimetry and Thermography in Rayleigh-Bènard Convection

2001

PIVNatural ConvectionThermochromic Liquid CrystalThermographyRectangular EnclosureRayleigh-Bénard ConvectionSettore ING-IND/19 - Impianti Nucleari
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Influence of a Magnetic Field on Liquid Metal Free Convection in an Internally Heated Cubic Enclosure

2002

The buoyancy‐driven magnetohydrodynamic flow in a cubic enclosure was investigated by three‐dimensional numerical simulation. The enclosure was volumetrically heated by a uniform power density and cooled along two opposite vertical walls, all remaining walls being adiabatic. A uniform magnetic field was applied orthogonally to the gravity vector and to the temperature gradient. The Prandtl number was 0.0321 (characteristic of Pb–17Li at 300°C), the Rayleigh number was 104, and the Hartmann number was made to vary between 0 and 2×103. The steady‐state Navier–Stokes equations, in conjunction with a scalar transport equation for the fluid's enthalpy and with the Poisson equation for the electr…

PhysicsFinite volume methodNatural convectionApplied MathematicsMechanical EngineeringPrandtl numberEnclosureFree ConvectionInternal Heat GenerationMechanicsRayleigh numberMagnetohydrodynamicHartmann numberComputer Science ApplicationsPhysics::Fluid Dynamicssymbols.namesakeClassical mechanicsMechanics of MaterialssymbolsPoisson's equationConvection–diffusion equationSettore ING-IND/19 - Impianti Nucleari
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Computation of MHD buoyant flows at low Pr in a cubic enclosure with a full resolution of the Hartmann layers

2002

PhysicsNatural ConvectionEnclosureLow Prandtl number fluidComputationResolution (electron density)EnclosureMagnetohydrodynamicMagnetohydrodynamicsCFDSettore ING-IND/19 - Impianti NucleariComputational physicsProceeding of International Heat Transfer Conference 12
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A vorticity based aeroacoustic prediction for the noise emission of a low-speed turbulent internal flow

2003

Abstract Turbulent internal flows are known to generate intense noise as well as surface pressure fluctuations. Numerically predicting the noise emission near the prescribed boundaries requires that the sound-generating turbulent flow be adequately represented and described. The k – e method provides a promising tool for obtaining the unsteady characteristics of a realistic turbulent flow interacting with a rectangular flat plate undergoing “ground effect”. The far-field acoustic calculation is facilitated by the Kambe model (from Lighthill’s theory) and an original post-processor has been developed to determine the far-field spectra and the source term characteristics. In pre-processed tur…

Physics::Fluid DynamicsPhysicsGeneral Computer ScienceGround effect (cars)TurbulenceK-epsilon turbulence modelInternal flowComputationGeneral EngineeringEnclosureAeroacousticsMechanicsVorticityComputers & Fluids
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The spatial evaluation of the radiative human body heat exchanges: An effective contribution for limiting energy consumption and achieving better ind…

2018

Abstract Radiative heat exchanges inside buildings remarkably affect the thermal balance of the human body in confined spaces and the related thermal comfort sensations of people. The mean radiant temperature is an important component of this balance. Unfortunately, it is usually computed by means of too simplified relationships, which significantly influence the comfort evaluations. Such simplified approaches are also accountable for a less effective design of HVAC systems which, in turn, could result in high energy consumption in the climatization of buildings. However, an accurate evaluation of the mean radiant temperature, especially when high intensity sources are present in a given in…

Projected area factorArchitecture2300 Environmental Science (all)Computer science020209 energyEnclosureMechanical engineering02 engineering and technologyThermal comfortHVAC systemComplex geometryArchitectureHVAC0202 electrical engineering electronic engineering information engineeringRadiative transferMean radiant temperatureSafety Risk Reliability and QualityCivil and Structural EngineeringSettore ING-IND/11 - Fisica Tecnica Ambientalebusiness.industryMean radiant temperatureRadiative exchangeThermal comfortEnergy consumptionBuilding and ConstructionMechanics of MaterialsProjected areabusiness
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Superconductive and insulating inclusions for linear and non-linear conductivity equations

2015

We detect an inclusion with infinite conductivity from boundary measurements represented by the Dirichlet-to-Neumann map for the conductivity equation. We use both the enclosure method and the probe method. We use the enclosure method to prove partial results when the underlying equation is the quasilinear $p$-Laplace equation. Further, we rigorously treat the forward problem for the partial differential equation $\operatorname{div}(\sigma\lvert\nabla u\rvert^{p-2}\nabla u)=0$ where the measurable conductivity $\sigma\colon\Omega\to[0,\infty]$ is zero or infinity in large sets and $1<p<\infty$.

Pure mathematicsControl and Optimizationmedia_common.quotation_subjectMathematics::Analysis of PDEsBoundary (topology)probe methodConductivity01 natural sciencesMathematics - Analysis of PDEs35R30 35J92 (Primary) 35H99 (Secondary)FOS: MathematicsDiscrete Mathematics and CombinatoricsPharmacology (medical)Nabla symbol0101 mathematicsmedia_commonp-harmonic functionsLaplace's equationPhysicsPartial differential equationCalderón problemComputer Science::Information Retrieval010102 general mathematicsta111Zero (complex analysis)Infinity3. Good health010101 applied mathematicsNonlinear systeminclusionModeling and Simulationinverse boundary value problemAnalysisinkluusioAnalysis of PDEs (math.AP)enclosure method
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