Search results for "non-local"

showing 10 items of 61 documents

Emergence, dispersal, and mate finding via a substrate-borne sex pheromone in the parasitoidMetaphycus luteolus

2013

Metaphycus luteolus Timberlake (Hymenoptera: Encyrtidae) is a facultatively gregarious parasitoid of soft scale insects. We conducted behavioral experiments to better understand the mating structure of this species. Emergence of male and female offspring is synchronized, beginning at the onset of photoperiod. Both sexes are able to disperse, although dispersal of males from natal patches appears to take longer than dispersal of females. We demonstrated the presence of a female-produced contact pheromone using open arena bioassays and motion tracking software, testing residues deposited by walking females, and extracts of females. Males responded to the females' chemical footprints' and to a…

0106 biological sciencesEcologyHymenopteraBiologybiology.organism_classification010603 evolutionary biology01 natural sciencesParasitoid010602 entomologySettore AGR/11 - Entomologia Generale E ApplicataEncyrtidaeHymenoptera Encyrtidae Coccidae trailsmale arrestment non-local mating mating structure soft scale insects chemical footprint Coccus hesperidumInsect ScienceSex pheromonePheromoneBiological dispersalCoccus hesperidumEcology Evolution Behavior and SystematicsCoccidaeEntomologia Experimentalis et Applicata
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HCN2 Channel-Induced Rescue of Brain Teratogenesis via Local and Long-Range Bioelectric Repair

2020

Embryonic exposure to the teratogen nicotine results in brain defects, by disrupting endogenous spatial pre patterns necessary for normal brain size and patterning. Extending prior work in Xenopus laevis that showed that misexpression of ion channels can rescue morphogenesis, we demonstrate and characterize a novel aspect of developmental bioelectricity: channel-dependent repair signals propagate long-range across the embryo. We show that distal HCN2 channel misexpression and distal transplants of HCN2-expressing tissue, non-cell-autonomously reverse profound defects, rescuing brain anatomy, gene expression, and learning. Moreover, such rescue can be induced by small-molecule HCN2 channel a…

0301 basic medicineteratogenMorphogenesisXenopusregenerative medicineEndogenyBiologyRegenerative medicinelcsh:RC321-57103 medical and health sciencesCellular and Molecular Neuroscience0302 clinical medicinenon-locallcsh:Neurosciences. Biological psychiatry. NeuropsychiatryIon channelOriginal ResearchMechanism (biology)Embryobiology.organism_classificationEmbryonic stem cellCell biologylong-range030104 developmental biologybioelectricCellular Neuroscienceion channel030217 neurology & neurosurgerynicotineFrontiers in Cellular Neuroscience
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A sensor-data-based denoising framework for hyperspectral images

2015

Many denoising approaches extend image processing to a hyperspectral cube structure, but do not take into account a sensor model nor the format of the recording. We propose a denoising framework for hyperspectral images that uses sensor data to convert an acquisition to a representation facilitating the noise-estimation, namely the photon-corrected image. This photon corrected image format accounts for the most common noise contributions and is spatially proportional to spectral radiance values. The subsequent denoising is based on an extended variational denoising model, which is suited for a Poisson distributed noise. A spatially and spectrally adaptive total variation regularisation term…

Blind deconvolution[ INFO.INFO-TS ] Computer Science [cs]/Signal and Image ProcessingHyperspectral imagingAnisotropic diffusionComputer scienceNoise reductionComputingMethodologies_IMAGEPROCESSINGANDCOMPUTERVISIONImage processing02 engineering and technology01 natural sciences010309 opticsOptics[INFO.INFO-TS]Computer Science [cs]/Signal and Image Processing0103 physical sciencesdenoising0202 electrical engineering electronic engineering information engineeringbusiness.industryHyperspectral imagingcomputer.file_formatNon-local meansAtomic and Molecular Physics and OpticsLight intensityFull spectral imagingComputer Science::Computer Vision and Pattern Recognition020201 artificial intelligence & image processingImage file formatsNoise (video)businesscomputer
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Variational Aspects of the Physically-Based Approach to 3D Non-Local Continuum Mechanics

2010

This paper deals with the generalization to three-dimensional elasticity of the physically-based approach to non-local mechanics, recently proposed by the authors in one-dimensional case. The proposed model assumes that the equilibrium of a volume element is attained by contact forces between adjacent elements and by long-range central forces exerted by non-adjacent elements. Specifically, the long-range forces are modeled as central body forces depending on the relative displacements between the centroids of the volume elements, measured along the line connecting the centroids. Furthermore, the long-range forces are assumed to be proportional to a proper, material-dependent, distance-decay…

Body forceMaterials scienceLong-Range InteractionContinuum mechanicsMechanical EngineeringElasticity (physics)Condensed Matter PhysicsContact forceClassical mechanicsCentral forceMechanics of MaterialsElastic Potential EnergyBounded functionFractional CalculusGeneral Materials ScienceBoundary value problemVolume elementNon-Local ElasticitySettore ICAR/08 - Scienza Delle CostruzioniMaterials Science Forum
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Physically-Based Approach to the Mechanics of Strong Non-Local Linear Elasticity Theory

2009

In this paper the physically-based approach to non-local elasticity theory is introduced. It is formulated by reverting the continuum to an ensemble of interacting volume elements. Interactions between adjacent elements are classical contact forces while long-range interactions between non-adjacent elements are modelled as distance-decaying central body forces. The latter are proportional to the relative displacements rather than to the strain field as in the Eringen model and subsequent developments. At the limit the displacement field is found to be governed by an integro-differential equation, solved by a simple discretization procedure suggested by the underlying mechanical model itself…

Body forceNon-local elasticityDiscretizationField (physics)Mechanical EngineeringLinear elasticityConstitutive equationMathematical analysisCentral volume forceEquivalent mechanical modelThermodynamic consistencyContact forceLong-range interactionMechanics of MaterialsDisplacement fieldGeneral Materials ScienceBoundary value problemSettore ICAR/08 - Scienza Delle CostruzioniMathematicsJournal of Elasticity
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A generalized model of elastic foundation based on long-range interactions: Integral and fractional model

2009

The common models of elastic foundations are provided by supposing that they are composed by elastic columns with some interactions between them, such as contact forces that yield a differential equation involving gradients of the displacement field. In this paper, a new model of elastic foundation is proposed introducing into the constitutive equation of the foundation body forces depending on the relative vertical displacements and on a distance-decaying function ruling the amount of interactions. Different choices of the distance-decaying function correspond to different kind of interactions and foundation behavior. The use of an exponential distance-decaying function yields an integro-d…

Body forceNon-local elasticityElastic foundationsDifferential equationConstitutive equationFractional calculuElastic foundationMaterials Science(all)Long-range forcesLong-range forceModelling and SimulationGeneral Materials ScienceMathematicsApplied MathematicsMechanical EngineeringMathematical analysisFractional calculusFunction (mathematics)Condensed Matter PhysicsIntegral equationFractional calculusExponential functionMejier-G functionsGradient modelsMechanics of MaterialsModeling and SimulationDisplacement fieldGradient modelSettore ICAR/08 - Scienza Delle Costruzioni
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Long-range interactions in 1D heterogeneous solids with uncertainty

2013

Abstract In this paper, the authors aim to analyze the response of a one-dimensional non-local elastic solid with uncertain Young's modulus. The non-local effects are represented as long-range central body forces between non-adjacent volume elements. Following a non-probabilistic approach, the fluctuating elastic modulus of the material is modeled as an interval field. The analysis is conducted resorting to a novel formulation that confines the overestimation effect involved in interval models. Approximate closed-form expressions are derived for the bounds of the interval displacement field.

Body forceNon-local elasticityField (physics)non-local elasticity; long-range interactions; interval field; upper bound and lower bound.Mathematical analysisModulusGeneral MedicineInterval (mathematics)Upper and lower boundsLong-range interactionLong-range interactionsInterval field; Long-range interactions; Non-local elasticity; Upper bound and lower boundDisplacement fieldRange (statistics)Interval fieldUpper bound and lower boundSettore ICAR/08 - Scienza Delle CostruzioniElastic modulusMathematics
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The mechanically-based approach to 3D non-local linear elasticity theory: Long-range central interactions

2010

Abstract This paper presents the generalization to a three-dimensional (3D) case of a mechanically-based approach to non-local elasticity theory, recently proposed by the authors in a one-dimensional (1D) case. The proposed model assumes that the equilibrium of a volume element is attained by contact forces between adjacent elements and by long-range forces exerted by non-adjacent elements. Specifically, the long-range forces are modelled as central body forces depending on the relative displacement between the centroids of the volume elements, measured along the line connecting the centroids. Further, the long-range forces are assumed to be proportional to a proper, material-dependent, dis…

Body forceNon-local elasticityWAVESPROPAGATIONContact forceLattice modelsCentral forcesCentral forceVARIATIONAL-PRINCIPLESMaterials Science(all)Modelling and SimulationVariational formulationsGeneral Materials ScienceVirtual workPLASTICITYSTRAIN-GRADIENT ELASTICITYMathematicsPlane stressDISCRETECONTINUAMechanical EngineeringApplied MathematicsLinear elasticityElastic energySTRAIN-GRADIENT ELASTICITY; VARIATIONAL-PRINCIPLES; CRACK SUBJECT; PROPAGATION; PLASTICITY; DISCRETE; CONTINUA; DEFECTS; LATTICE; WAVESMechanicsDEFECTSCondensed Matter PhysicsLATTICELong-range interactionsClassical mechanicsContact mechanicsStatic–kinematic dualityMechanics of MaterialsModeling and SimulationSettore ICAR/08 - Scienza Delle CostruzioniCRACK SUBJECTInternational Journal of Solids and Structures
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Mechanically-based approach to non-local elasticity: Variational principles

2010

Abstract The mechanically-based approach to non-local elastic continuum, will be captured through variational calculus, based on the assumptions that non-adjacent elements of the solid may exchange central body forces, monotonically decreasing with their interdistance, depending on the relative displacement, and on the volume products. Such a mechanical model is investigated introducing primarily the dual state variables by means of the virtual work principle. The constitutive relations between dual variables are introduced defining a proper, convex, potential energy. It is proved that the solution of the elastic problem corresponds to a global minimum of the potential energy functional. Mo…

Body forceState variableNon-local elasticityNon-local state variablesConstitutive equationEuler–Lagrange equationLong-range interactionNon-local state variableMaterials Science(all)Modelling and SimulationGeneral Materials ScienceVirtual workBoundary value problemMathematicsVariational theoremsMechanical EngineeringApplied MathematicsMathematical analysisCondensed Matter PhysicsPotential energyLong-range interactionsClassical mechanicsMechanics of MaterialsModeling and SimulationNon-local elastic potential energyCalculus of variationsSettore ICAR/08 - Scienza Delle CostruzioniInternational Journal of Solids and Structures
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One-dimensional heterogeneous solids with uncertain elastic modulus in presence of long-range interactions: Interval versus stochastic analysis

2013

The analysis of one-dimensional non-local elastic solids with uncertain Young's modulus is addressed. Non-local effects are represented as long-range central body forces between non-adjacent volume elements. For comparison purpose, the fluctuating elastic modulus of the material is modeled following both a probabilistic and a non-probabilistic approach. To this aim, a novel definition of the interval field concept, able to limit the overestimation affecting ordinary interval analysis, is introduced. Approximate closed-form expressions are derived for the bounds of the interval displacement field as well as for the mean-value and variance of the stochastic response.

Body forcedecompositionRandom fieldNon-local elasticityStochastic processMechanical EngineeringMathematical analysisKarhunen-Loeve decompositionModulusInterval (mathematics)Karhunen–LoèveComputer Science ApplicationsInterval arithmeticResponse statisticsNon-local elasticity; Interval field; Random field; Karhunen–Loève; decomposition; Upper bound and lower bound; Response statisticsModeling and SimulationDisplacement fieldRandom fieldGeneral Materials ScienceInterval fieldUpper bound and lower boundSettore ICAR/08 - Scienza Delle CostruzioniElastic modulusCivil and Structural EngineeringMathematics
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