Search results for "Roughness"

showing 10 items of 216 documents

A frequency compensation algorithm of four-wheel coherence random road

2013

Published version of an article in the journal: Mathematical Problems in Engineering. Also available from the publisher at: http://dx.doi.org/10.1155/2013/986584 Open access The road surface roughness is the main source of kinematic excitation of a moving vehicle, which has an important influence on vehicle performance. In recent decades, random road models have been widely studied, and a four-wheel random road time domain model is usually generated based on the correlation of the four-wheel input, in which a coherence function is used to describe the coherence of the road input between the left and right wheels usually. However, during our research, there are some conditions that show that…

EngineeringArticle Subjectroad surface roughnessroads and streetsGeneral Mathematicstime domain modelingmoving vehiclesFrequency compensationKinematicsalgorithmspower spectral densityAutomotive engineeringDamperVehicle dynamicsCoherence (signal processing)vehicle wheelsbusiness.industrylcsh:Mathematicsvehicle dynamicsGeneral Engineeringroad roughnessaxlesSpectral densitylcsh:QA1-939VDP::Mathematics and natural science: 400::Mathematics: 410Axlevehicle performancelcsh:TA1-2040Control systemkinematic excitationlcsh:Engineering (General). Civil engineering (General)businessAlgorithmcoherence functionfrequency compensation
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Hydraulic jumps on rough beds

2007

This paper presents the results of an experimental investigation on the hydraulic jump on horizontal rough beds. Experiments were carried out to study the effect of bed roughness on both the sequent depth ratio and the roller length. The investigation allowed the writers to positively test the reliability of a new solution of the momentum equation for the sequent depth ratio as a function of the Froude number and the ratio between the roughness height and the upstream supercritical flow depth. The applicability of some empirical relationships for estimating the roller length was also tested.

Engineeringenergy dissipationBedformbusiness.industryMechanical Engineeringhydraulic jumpSurface finishMechanicsDissipationSupercritical flowOpen channel flowbed roughnessOpen-channel flowsymbols.namesakeFroude numbersymbolsGeotechnical engineeringMomentum-depth relationship in a rectangular channelbusinessHydraulic jumpWater Science and TechnologyCivil and Structural Engineering
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Fractal surfaces from simple arithmetic operations

2015

Fractal surfaces ('patchwork quilts') are shown to arise under most general circumstances involving simple bitwise operations between real numbers. A theory is presented for all deterministic bitwise operations on a finite alphabet. It is shown that these models give rise to a roughness exponent $H$ that shapes the resulting spatial patterns, larger values of the exponent leading to coarser surfaces.

FOS: Computer and information sciencesStatistics and ProbabilityDiscrete mathematicsOther Computer Science (cs.OH)Condensed Matter Physics01 natural sciences010305 fluids & plasmasSelf-affinityFractalSimple (abstract algebra)Computer Science - Other Computer Science0103 physical sciencesRoughness exponentExponentStatistical physicsAlphabet010306 general physicsBitwise operationReal numberMathematics
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Effects of the cluster surface on the electronic shell structure: faceting, roughness and softness

1995

Several simple models have been used to study the effects of the surface on the electronic shell structure in metal clusters. The main results are as follows: The icosahedral clusters have the same electronic shell structure as the sphere up to about 1000 atoms. The surface roughness causes the distribution of the level spacings to be a Wigner distribution. By varying the softness of the potential we can obtain potentials where the simplest classical orbits are the ‘five-point star’ or even ‘the three-point star’.

FacetingSurface (mathematics)Materials scienceClassical mechanicsIcosahedral symmetryPhysics::Atomic and Molecular ClustersCluster (physics)Surface roughnessWigner distribution functionFermi energySurface finishMolecular physics
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Flow resistance in gravel-bed channels with large-scale roughness

2003

A previously published mixing length (ML) model for evaluating the Darcy–Weisbach friction factor for a large-scale roughness condition (depth to sediment height ratio ranging from 1 to 4) is briefly reviewed and modified (MML). Then the MML model and a modified drag (MD) model are experimentally tested using laboratory measurements carried out for gravel-bed channels and large-scale roughness condition. This analysis showed that the MML gives accurate estimates of the Darcy–Weisbach coefficient and for Froude number values greater than 0·5 the MML model coincides with the ML one. Testing of the MD model shows limited accuracy in estimating flow resistance. Finally, the MML and MD models are com…

Flow resistanceScale (ratio)Depth to sediment height ratioGeography Planning and DevelopmentLarge-scale roughnessSurface finishMechanicsScale factorsymbols.namesakeFlow resistanceDragGravel-bed channelEarth and Planetary Sciences (miscellaneous)ExponentFroude numbersymbolsSettore AGR/08 - Idraulica Agraria E Sistemazioni Idraulico-ForestaliGeotechnical engineeringConstant (mathematics)Earth-Surface ProcessesMathematicsEarth Surface Processes and Landforms
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Effects of irregular two-dimensional and three-dimensional surface roughness in turbulent channel flows

2012

Abstract Wall-resolved Large Eddy Simulation of fully developed turbulent channel flows over two different rough surfaces is performed to investigate on the effects of irregular 2D and 3D roughness on the turbulence. The two geometries are obtained through the superimposition of sinusoidal functions having random amplitudes and different wave lengths. In the 2D configuration the irregular shape in the longitudinal direction is replicated in the transverse one, while in the 3D case the sinusoidal functions are generated both in streamwise and spanwise directions. Both channel walls are roughened in such a way as to obtain surfaces with statistically equivalent roughness height, but different…

Fluid Flow and Transfer ProcessesMaterials scienceTurbulencebusiness.industryMechanical EngineeringReynolds numberGeometrySurface finishReynolds stressCondensed Matter PhysicsOpen-channel flowSettore ICAR/01 - IdraulicaPhysics::Fluid DynamicsTurbulencesymbols.namesakeOpticsRoughness lengthLarge Eddy simulationSurface roughnesssymbolsRoughnebusinessLarge eddy simulation
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Numerical observations of turbulence structure modification in channel flow over 2D and 3D rough walls

2015

Abstract The effects of wall roughness on turbulence structure modifications were explored by numerical experiments, carried out using Large Eddy Simulation techniques. The wall geometry was made using an archetypal artificial method, thus to achieve irregular two- and three-dimensional shapes. The proposed roughness shapes are highly irregular and are characterised by high and small peaks, thus it can be considered a practical realistic roughness. Their effects are analysed comparing the turbulence quantities over smooth, 2D and 3D rough walls of fully developed channel flow at relatively low friction Reynolds number Re τ = 395 . Both transitional and fully rough regimes have been investig…

Fluid Flow and Transfer ProcessesSurface (mathematics)Materials scienceSimilarity (geometry)Turbulence simulationTurbulenceMechanical EngineeringReynolds numberCondensed Matter PhysicSurface finishMechanicsCondensed Matter PhysicsSettore ICAR/01 - IdraulicaOpen-channel flowPhysics::Fluid DynamicsThree-dimensional irregular roughnesymbols.namesakeClassical mechanicsLESsymbolsSurface roughnessChannel flowLarge eddy simulationInternational Journal of Heat and Fluid Flow
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Chemical composition and roughness of enamel and composite after bleaching, acidic beverages and toothbrushing

2019

Background In this study was assessed the surface roughness and chemical composition of tooth enamel and composite resin after bleaching treatment, immersion in acidic beverages, and simulated toothbrushing. Material and methods One hundred and twenty dental blocks (10 x 10 x 3 mm) were randomly assigned (n = 10) according to surface treatment [none (N), bleaching (B), toothbrushing (T), and B+T] and storage medium [saliva (S), whiskey (W), and orange juice (O)]: experimental groups - N+S, N+W, N+O, B+S, B+W, B+O, S+T, W+T, O+T, B+S+T, B+W+T, and B+O+T. Two bleaching sessions were conducted using 38% hydrogen peroxide (3 applications). Surface roughness was measured using a roughness tester…

Fluorescence spectrometry01 natural sciences010309 optics03 medical and health scienceschemistry.chemical_compound0302 clinical medicinestomatognathic system0103 physical sciencesmedicineSurface roughnessHydrogen peroxideGeneral DentistryChemical compositionOrange juiceEnamel paintChemistryResearchEsthetic Dentistry030206 dentistry:CIENCIAS MÉDICAS [UNESCO]Tooth enamelmedicine.anatomical_structurevisual_artUNESCO::CIENCIAS MÉDICASvisual_art.visual_art_mediumComposition (visual arts)Nuclear chemistryJournal of Clinical and Experimental Dentistry
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Large Eddy Simulations of Rough Turbulent Channel Flows Bounded by Irregular Roughness: Advances Toward a Universal Roughness Correlation

2020

The downward shift of the mean velocity profile in the logarithmic region, known as roughness function, $$\Delta U^+$$ , is the major macroscopic effect of roughness in wall bounded flows. This speed decrease, which is strictly linked to the friction Reynolds number and the geometrical properties which define the roughness pattern such as roughness height, density, shape parameters, has been deeply investigated in the past decades. Among the geometrical parameters, the effective slope (ES) seems to be suitable to estimate the roughness function at fixed friction Reynolds number, Re $$_{\tau }$$ . In the present work, the effects of several geometrical parameters on the roughness function, i…

FrictionLogarithmGeneral Chemical EngineeringGeometryGeneral Physics and AstronomyTurbulent channel flows Large eddy simulation02 engineering and technologySurface finishMacroscopic effects01 natural sciencesReynolds numberSettore ICAR/01 - Idraulica010305 fluids & plasmasRoot mean squaresymbols.namesakeSinusoidal functions0203 mechanical engineering0103 physical sciencesPhysical and Theoretical ChemistryChannel flowEffective slopePhysicsRoughness correlationTurbulenceMathematical analysisReynolds numberTexturesMean velocity profilesRoughnessOpen-channel flowWall flow Geometrical property020303 mechanical engineering & transportsAmplitudeLESLogarithmic regionsMean absolute deviationssymbolsLarge eddy simulationFlow, Turbulence and Combustion
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Numerical Modelling of the Urban Climate

1988

Three-dimensional numerical models of the urban climate have been developed in order to simulate climatic changes and air pollution in urban regions due to anthropogenic activities. Two versions are presented. Model A covers mesoscale γ and uses the roughness length to characterize surface structure. The microscale version B approximates the actual urban build-up by rectangular blocks. Model A results agree reasonably well with observations. For complex building structures, the microscale model must be applied. Model B results on neutral flow and pollutant transport within a particular building configuration are discussed.

GeographyRoughness lengthMeteorologyUrban climateFlow (psychology)Air pollutionmedicinePollutant transportMesoscale meteorologySurface structuremedicine.disease_causeMicroscale chemistry
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