Search results for "HOMOGENEOUS MATERIALS"

showing 3 items of 3 documents

Elasticity of Poissonian fiber networks

2000

An effective-medium model is introduced for the elasticity of two-dimensional random fiber networks. These networks are commonly used as basic models of heterogeneous fibrous structures such as paper. Using the exact Poissonian statistics to describe the microscopic geometry of the network, the tensile modulus can be expressed by a single-parameter function. This parameter depends on the network density and fiber dimensions, which relate the macroscopic modulus to the relative importance of axial and bending deformations of the fibers. The model agrees well with simulation results and experimental findings. We also discuss the possible generalizations of the model. Peer reviewed

Physicssymbols.namesakePhysicssymbolsModulusYoung's modulusStatistical physicseffective-medium modelselastic propertiesElasticity (economics)Network densityinhomogeneous materials
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Modelling hydrolysis: Simultaneous versus sequential biodegradation of the hydrolysable fractions

2018

Hydrolysis is considered the limiting step during solid waste anaerobic digestion (including co-digestion of sludge and biosolids). Mechanisms of hydrolysis are mechanistically not well understood with detrimental impact on model predictive capability. The common approach to multiple substrates is to consider simultaneous degradation of the substrates. This may not have the capacity to separate the different kinetics. Sequential degradation of substrates is theoretically supported by microbial capacity and the composite nature of substrates (bioaccessibility concept). However, this has not been experimentally assessed. Sequential chemical fractionation has been successfully used to define i…

[SDV.BIO]Life Sciences [q-bio]/BiotechnologyBiosolidsSEQUENTIAL EXTRACTIONANAEROBIC DIGESTIONBIODEGRADATION02 engineering and technology010501 environmental sciencesTRITICUM AESTIVUM01 natural sciences7. Clean energyNUMERICAL MODELSLUDGE DIGESTIONBioreactorsMETHANEBIOLOGICAL MATERIALSACTIVATED SLUDGE0202 electrical engineering electronic engineering information engineeringAnaerobiosisSequential modelPRIORITY JOURNALWaste Management and DisposalComputingMilieux_MISCELLANEOUSCALIBRATIONSewageCONCENTRATION (PARAMETER)ChemistryFRACTIONATIONACID HYDROLYSISINCUBATION TIMEMODELLINGHYDROLYSISCHEMICAL FRACTIONATIONSEQUENTIAL DEGRADATIONBiodegradation EnvironmentalWASTE TREATMENTORGANIC MATTER[SDE]Environmental SciencesANAEROBIC DIGESTION MODELADM1SOLID WASTE020209 energyMODELSFractionationCAPACITYHydrolysisDIGESTIONISOTOPIC FRACTIONATIONNONHUMANCHEMICAL OXYGEN DEMANDARTICLEMODEL SELECTION0105 earth and related environmental sciencesChromatographyModels TheoreticalSUBSTRATESBiodegradationSIMULTANEOUS DEGRADATIONHOMOGENEOUS MATERIALSAnaerobic digestionWASTE WATER MANAGEMENTActivated sludgeAPPLEDegradation (geology)Waste Management
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Study of acoustic properties and impact behavior of porous materials homogeneous type metal foams and inhomogeneous

2015

This work is concerned with the theoretical and experimental study of the acoustical properties of macroscopically homogenous and inhomogeneous porous media as well as their mechanical response to impacts. The model of Johnson - Champoux - Allard appeared adapted for the acoustical modeling. This model, associated with a recently developed approach involving the concept of parallel transfer matrices has lead to a new approach of macroscopically inhomogeneous porous materials based on “mixtures of materials”. Furthermore, a parametric study of the absorption coefficient as a function of porosity and frequency has been proposed. The maximums of absorption as well as the envelop of the absorpt…

[SPI.ACOU] Engineering Sciences [physics]/Acoustics [physics.class-ph]Macroscopically inhomogeneous materialsImpacts mécaniquesAcoustical propertiesPropriétés acoustiquesMechanical impactsMousses métalliquesParallel transfer matricesMatrices de transfert en parallèleMatériaux macroscopiquement inhomogènesMetallic foams[SPI.MECA.MEMA] Engineering Sciences [physics]/Mechanics [physics.med-ph]/Mechanics of materials [physics.class-ph]
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