Search results for "heat flux"

showing 10 items of 133 documents

A Nonlinear Nonviscous Hydrodynamical Model for Change Transport Derived from Kinetic Theory

2002

In the paper, methods of Extended Thermodynamics are used to derive nonlinear closure relations for hydrodynamical models for charge transport in metals or in semiconductors, neglecting viscous phenomena. For the sake of simplicity only the case of single parabolic band approximation is studied. In this work the velocity v i is not considered as a small parameter; therefore, the models obtained can be useful when one wishes to study phenomena in a neighborhood of a stationary non-equilibrium process.

PhysicsWork (thermodynamics)Nonlinear systemConstitutive theoryClassical mechanicsHeat fluxConstitutive equationKinetic theory of gasesClosure (topology)Charge (physics)Statistical physics
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Thermodynamic pressure in nonlinear nonequilibrium thermodynamics of dilute nonviscous gases.

2000

In this paper, using extended thermodynamics, we build up a nonlinear theory for a dilute nonviscous gas under heat flux. The fundamental fields are the density, the velocity, the internal energy density, and the heat flux. The constitutive theory is builtup without approximations. We single out the nonlinear complete expressions of the Gibbs equation and of the nonequilibrium pressure. In particular, we determine the complete expressions furnished by the theory for the nonequilibrium pressure tensor and thermodynamic pressure, i.e., the derivative of the nonequilibrium internal specific entropy with respect to the specific volume, times the nonequilibrium temperature. In a second-order app…

Physicssymbols.namesakeEntropy (classical thermodynamics)Nonlinear systemInternal energyFundamental thermodynamic relationHeat fluxGibbs–Helmholtz equationsymbolsThermodynamicsNon-equilibrium thermodynamicsThermal conductionPhysical review. E, Statistical, nonlinear, and soft matter physics
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Heat Conduction Problem for Double-Layered Ball

2014

Heat conduction models for double layered spherical sample are developed. Parabolic (classic, based on Fourier’s Law) and hyperbolic (based on Modified Fourier’s Law) heat conduction equations are used to describe processes in the sample during Intensive Quenching. Solution and numerical results are obtained for 1D model using Conservative Averaging method and transforming the original problem for a sphere to a new problem for a slab, with non classic boundary condition. Models include boundary conditions of third kind and non-linear BC case. Numerical results are presented for several relaxation time and initial heat flux values.

Physicssymbols.namesakeFourier transformCritical heat fluxDouble layeredMathematical analysisSlabsymbolsHeat equationBoundary value problemBall (mathematics)Thermal conduction
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Magnetic Control of Convection in Liquid Metal Heated from Above

1999

We investigated experimentally the buoyancy driven convection induced by localized central heating from above in cylindrical tanks filled with liquid metal eutectic alloy (low-Prandtl-number liquid). The experiments were carried out for two aspect ratios A = (radius/height) = 4.125 and 0.333. Time-averaged local temperature distributions and radial and azimuthal velocity components in the liquid at different distances from heater axis were measured. It is shown that maximum temperature gradient is centered in vicinity heater. Temperature difference in radial direction creates pressure gradient between heater and cold wall regions. This gradient leads to upraising of liquid nearly heater and…

Physics::Fluid DynamicsConvectionLiquid metalBuoyancyMaterials scienceHeat fluxConvective heat transferengineeringMechanicsengineering.materialNusselt numberPressure gradientIntensity (heat transfer)
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Kinetic model for steady heat flow

1986

We construct a consistent solution of the Bhatnagar-Gross-Krook (BGK) model kinetic equation describing a system in a steady state with constant pressure and nonuniform temperature. The thermal profile is not linear and depends on the interaction potential. All the moments of the distribution function are given as polynomials in the local thermal gradient. In particular, the heat flux always obeys the (linear) Fourier law.

Physics::Fluid DynamicsPhysicsTemperature gradientSteady stateDistribution functionHeat fluxKinetic modelThermalTurbulence kinetic energyKinetic theory of gasesThermodynamicsMechanicsNonlinear Sciences::Cellular Automata and Lattice GasesPhysical Review A
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Effect of a Steady Magnetic Field and Imposed Rotation of Vessel on Heat and Mass Transfer in Swirling Recirculating Flows

1999

A simplified theoretical model for the solidification interface shape prediction is introduced and tested. We linearised a coupled hydrodynamic-solidification problem about the state with a flat interface. In such a way we split the problem into a hydrodynamic part with a flat solid-liquid front and a solidification part with a calculated heat flux from the liquid phase. The method allows obvious conclusions on optimum heat conditions near the solidification interface providing its flatness and maximum pulling velocity at the same time. Comparison to the results by FLUENT package showed that the method provides a reasonable accuracy even for a noticeably deformed interface shape. Another pa…

Physics::Fluid DynamicsRotating magnetic fieldMaterials scienceConvective heat transferComputer simulationHeat fluxFlatness (systems theory)FluentThermodynamicsThermomagnetic convectionMechanicsRotation
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Numerical simulation of nanofluids for improved cooling efficiency in a 3D copper microchannel heat sink (MCHS)

2017

ABSTRACTIn this paper, laminar nanofluid flow in 3D copper microchannel heat sink (MCHS) with rectangular cross section, and a constant heat flux, has been treated numerically using the computational fluid dynamics software (FLUENT). Results for the temperature and velocity distributions in the investigated MCHS are presented. In addition, experimental and numerical values are compared in terms of friction factors, convective heat transfer coefficients, wall temperature and pressure drops, for various particle volume concentrations and Reynolds numbers. The numerical results show that enhancing the heat flux has a very weak effect on the heat transfer coefficient for pure water, but an appr…

Pressure dropConvective heat transferChemistry020209 energyHeat transfer enhancementReynolds numberThermodynamicsLaminar flow02 engineering and technologyHeat transfer coefficientMechanicsCondensed Matter PhysicsElectronic Optical and Magnetic MaterialsPhysics::Fluid Dynamicssymbols.namesakeNanofluidHeat flux0202 electrical engineering electronic engineering information engineeringMaterials ChemistrysymbolsPhysical and Theoretical ChemistryPhysics and Chemistry of Liquids
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Analysis of the steady state hydraulic behaviour of the ITER blanket cooling system

2015

Abstract The blanket system is the ITER reactor component devoted to providing a physical boundary for plasma transients and contributing to thermal and nuclear shielding of vacuum vessel, magnets and external components. It is expected to be subjected to significant heat loads under nominal conditions and its cooling system has to ensure an adequate cooling, preventing any risk of critical heat flux occurrence while complying with pressure drop limits. At the University of Palermo a study has been performed, in cooperation with the ITER Organization, to investigate the steady state hydraulic behaviour of the ITER blanket standard sector cooling system. A theoretical–computational approach …

Pressure dropFinite volume methodSteady stateITER Blanket HydraulicsCritical heat fluxMechanical EngineeringMass flowNuclear engineeringBlanketCoolantNuclear Energy and EngineeringWater coolingEnvironmental scienceGeneral Materials ScienceSettore ING-IND/19 - Impianti NucleariCivil and Structural Engineering
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Steady state and transient thermal–hydraulic analyses on ITER divertor module

2005

Abstract One of the most challenging components of ITER is the divertor devoted at controlling the characteristics of the plasma boundary, exhausting the α particles and reducing the impurities in the plasma. The thermal–hydraulic design of the divertor is particularly, demanding because of the high heat loads and the cooling flow margin in the plasma-facing components (PFCs). The pressure drop is limited by the pumping power and also avoiding the risk of reaching critical heat flux (CHF). Furthermore, for maintenance operation foreseen, each single divertor cassette should be drained and dried before withdrawing it out from the vacuum vessel. To address these requirements, European Fusion …

Pressure dropTokamakMaterials scienceCritical heat fluxHydraulicsMechanical EngineeringNuclear engineeringDivertorFusion powerSteady statelaw.inventionThermal hydraulicsNuclear physicsDivertorTransient thermal–hydraulicNuclear Energy and EngineeringHeat fluxlawITERRELAP codeGeneral Materials ScienceSettore ING-IND/19 - Impianti NucleariCivil and Structural EngineeringFusion Engineering and Design
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Measuring Heart Rate with a Heat Flux Sensor

2021

Different wearable biosignal measurement applications require minimally obtrusive and highly sensitive sensors and methods of transducing the heart pulse into an electric signal. At the same time, the sensors should have minimal power consumption and preferably provide information about more than just the heart rate. In this study, a method employing a heat flux sensor for recording the pulsatile cardiac component of an arterial pulse waveform is presented. The output signals of a conventional photoplethysmography (PPG) sensor and a heat flux sensor were recorded and compared with one another. The results show that a heat flux sensor can be used for measurement of heart pulse, in addition t…

Pulse (signal processing)business.industryAcousticsPhotoplethysmogramHeat flux sensorHeart ratePulsatile flowWearable computerWaveformMedicineBiosignalbusiness2021 IEEE International Instrumentation and Measurement Technology Conference (I2MTC)
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