Search results for "Loss factor"

showing 7 items of 7 documents

Effect of low amount of nanosilica on dielectric properties of polypropylene

2010

This paper presents the results of the dielectric properties measurements conducted on Silica-Polypropylene (PP) nanocomposites. According to prior investigations by the authors silica nanoparticles have improved the performance of the dielectric material considering capacitor applications. Especially breakdown strengths with ac and dc voltages and resistance against surface degradation have increased. The relative permittivity and dielectric losses have also been comparable to reference PP. In this paper the results of the dielectric measurements conducted on composites with 1-2 wt-% silica are compared with reference PP. Silica dispersion in PP was confirmed with transmission electron mic…

CapacitorNanocompositeMaterials sciencelawLoss factorRelative permittivityDielectric lossHigh voltageDielectricComposite materialCapacitancelaw.invention2010 10th IEEE International Conference on Solid Dielectrics
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A new method for measurements of insoluble submicron particles in water

1991

Abstract A new method was developed to determine the size distribution of insoluble particles in e.g., fog water in the particle size range 50 nm p nm. First the water was nebulized and than the droplets dried to form residual aerosol particles. Using a Tandem Differential Mobility Analyser (TDMA), soluble and insoluble particles were separated. The system was calibrated with monodisperse latex particles to determine the loss factor for insoluble particles.

Fluid Flow and Transfer ProcessesAtmospheric ScienceRange (particle radiation)Environmental EngineeringMaterials scienceMechanical EngineeringLoss factorDispersityAnalytical chemistryParticle sizePollutionAerosolJournal of Aerosol Science
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Characterization of the dynamic behaviour of flax fibre reinforced composites using vibration measurements

2017

International audience; Experimental and numerical methods to identify the linear viscoelastic properties of flax fibre reinforced epoxy (FFRE) composite are presented in this study. The method relies on the evolution of storage modulus and loss factor as observed through the frequency response. Free-free symmetrically guided beams were excited on the dynamic range of 10 Hz to 4 kHz with a swept sine excitation focused around their first modes. A fractional derivative Zener model has been identified to predict the complex moduli. A modified ply constitutive law has been then implemented in a classical laminates theory calculation (CLT) routine.

Frequency responseMaterials scienceLoss factorConstitutive equation02 engineering and technologyDynamic mechanical analysis010402 general chemistry021001 nanoscience & nanotechnology01 natural sciencesViscoelasticity0104 chemical sciencesFractional calculusVibration[SPI]Engineering Sciences [physics]Standard linear solid modelComposite material0210 nano-technology
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Determination of dynamic properties of flax fibres reinforced laminate using vibration measurements

2017

International audience; Experimental and numerical methods to identify the linear viscoelastic properties of flax fibre reinforced polymer (FFRP) composite are presented in this study. The method relies on the evolution of storage modulus and loss factor as observed through the frequency response. Free-free symmetrically guided beams were excited in the dynamic range of 10 Hz to 4 kHz with a swept sine excitation focused around their first modes. A fractional derivative Zener model has been identified to predict the complex moduli. A modified ply constitutive law has been then implemented in a classical laminates theory calculation (CLT) routine. Overall, the Zener model fitted the experime…

Frequency responseMaterials sciencePolymers and PlasticsLoss factor[ SPI.MAT ] Engineering Sciences [physics]/MaterialsConstitutive equation02 engineering and technology010402 general chemistry01 natural sciencesDampingVibrationViscoelasticity[SPI.MAT]Engineering Sciences [physics]/Materials[PHYS.MECA.MEMA]Physics [physics]/Mechanics [physics]/Mechanics of materials [physics.class-ph]Frequency dependence[SPI]Engineering Sciences [physics][ PHYS.MECA.MSMECA ] Physics [physics]/Mechanics [physics]/Materials and structures in mechanics [physics.class-ph]Composite materialComputingMilieux_MISCELLANEOUSComposites[PHYS.MECA.VIBR]Physics [physics]/Mechanics [physics]/Vibrations [physics.class-ph]Damping Loss FactorOrganic ChemistryViscoelasticityDynamic mechanical analysisEpoxy[PHYS.MECA.MSMECA]Physics [physics]/Mechanics [physics]/Materials and structures in mechanics [physics.class-ph]021001 nanoscience & nanotechnologyFlax fibre0104 chemical sciencesVibrationComposite-Materials[ PHYS.MECA.VIBR ] Physics [physics]/Mechanics [physics]/Vibrations [physics.class-ph][ PHYS.MECA.MEMA ] Physics [physics]/Mechanics [physics]/Mechanics of materials [physics.class-ph]visual_artvisual_art.visual_art_mediumGlassStandard linear solid model0210 nano-technologyModel
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Prediction of Dissipative Properties of Flax Fibers Reinforced Laminates by Vibration Analysis

2016

This study proposes an experimental-numeric method to identify the viscoelastic properties of flax fibres reinforced composite laminate (flax/epoxide). The used method consists in identifying the evolutions of both loss factor and stiffness when vibrational frequency changes. In this way, several free-free symmetrically guided beams are excited on a dynamic range of 10 to 4000 Hz with sweep sine excitation focused around the 4-first’s modes. Fractional derivative Zener model is used to identify the on-axis ply complex moduli and describe the laminate dissipative linear behavior with the classical laminate theory. Results obtained on a quasi-isotropic laminate show that this model adequately…

Materials sciencebusiness.industry[SPI] Engineering Sciences [physics]Loss factorComposite numberStiffnessGeneral MedicineStructural engineering[SPI.MAT] Engineering Sciences [physics]/MaterialsViscoelasticityFractional calculusVibrationDissipative systemmedicineStandard linear solid modelComposite materialmedicine.symptombusinessComputingMilieux_MISCELLANEOUS
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Dielectric Characterization of Fruit Nectars at Low RF Frequencies

2015

Dielectric properties of apple, apricot, peach, and pear nectars were studied in the frequency range from 15 kHz to 30 MHz and the temperature range from 25 to 60 degrees C. Both the relative dielectric constants and the dielectric loss factors decreased by increasing frequency and increased linearly with increasing temperature with values in the order 10(4)-10(2) and 10(5)-10(2), respectively. The power dissipation densities and the power penetration depths were found to increase linearly with temperature. Power dissipation densities remained essentially constant for all the samples while power penetration depths decreased significantly on increasing frequency. The dependence of each of th…

PermittivityMaterials scienceRF heatingSettore CHIM/10 - Chimica Degli AlimentiAnalytical chemistryPhysics::OpticsRelative permittivityDielectricLow frequencyAtmospheric temperature rangeDissipationFruit nectarPermittivityDielectric heatingdielectric constant dielectric loss dielectric spectroscopy fruits apple juice conduction fruit nectar RF heating.Dielectric constantDielectric lossFruit juiceDielectric loss factorLow frequencySettore CHIM/02 - Chimica FisicaFood ScienceInternational Journal of Food Properties
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The analysis of dielectric relaxation phenomena with the inverse Fourier transformation

1993

Abstract A method to determine the distribution of relaxation times directly from dielectric loss spectra is presented. The method is based upon a deconvolution procedure: the Fourier transform of the loss factor is divided by sech( π 2 f ) and then, via an inverse Fourier transformation, transformed into the time domain. Limitations and possible improvements of the method are discussed. It is shown that the present method is able to reveal local relaxation processes not perceptible in the loss factor spectrum. With stimulated noise-free data, the resolution of the method is one third of a decade on a logarithmic relaxation timescale.

PhysicsLoss factorResolution (electron density)Analytical chemistryDielectricCondensed Matter PhysicsElectronic Optical and Magnetic MaterialsComputational physicssymbols.namesakeFourier transformMaterials ChemistryCeramics and CompositessymbolsRelaxation (physics)Dielectric lossTime domainDeconvolution
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