Search results for "Propagation"

showing 10 items of 676 documents

Guided ultrasonic waves in long bones: modelling, experiment and in vivo application.

2002

Existing ultrasound devices for assessing the human tibia are based on detecting the first arriving signal, corresponding to a wave propagating at, or close to, the bulk longitudinal velocity in bone. However, human long bones are effectively irregular hollow tubes and should theoretically support the propagation of more complex guided modes similar to Lamb waves in plates. Guided waves are attractive because they propagate throughout the bone thickness and can potentially yield more information on bone material properties and architecture. In this study, Lamb wave theory and numerical simulations of wave propagation were used to gain insights into the expected behaviour of guided waves in …

PhysiologyWave propagationAcousticsPhysics::Medical PhysicsBiomedical EngineeringBiophysicsAcrylic ResinsSignalModels BiologicalLamb wavesOpticsPhysiology (medical)HumansComputer SimulationUltrasonographyPhysicsGuided wave testingTibiabusiness.industryPhantoms ImagingSurface waveOsteoporosisUltrasonic sensorbusinessMechanical waveLongitudinal wavePhysiological measurement
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Modelling leaky photonic wires: a mode solver comparison

2006

We present results from a mode solver comparison held within the framework of the European COST P11 project. The structure modelled is a high-index contrast photonic wire in silicon-oninsulator subject to substrate leakage. The methods compared are both in-house developed and commercial, and range from effective index and perturbation methods, over finite-element and finite-difference codes, beam propagation methods, to film mode matching methods and plane wave expansion methods.

Plane waveSubstrate leakageno keywordsIR-67031METIS-248208OpticsBeam propagation methodBoundary value problemElectrical and Electronic EngineeringOptical mode solvers Photonic wires Substrate leakage WaveguidesLeakage (electronics)Physicsbusiness.industryOptical mode solversSolverPhotonic wiresIOMS-PCS: PHOTONIC CRYSTAL STRUCTURESAtomic and Molecular Physics and OpticsFinite element methodElectronic Optical and Magnetic MaterialsEWI-9572IOMS-SNS: SENSORSPlane wave expansionPhotonicsbusinessWaveguides
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Basal heat improves adventitious root quality in Plumeria (Plumeria rubra L.) stem cuttings of different sizes

2014

Root development of hardwood cuttings of Plumeria rubra was investigated in relation to basal heat and the size of cuttings. Terminal cuttings of a clone grown in Sicily were trimmed to various lengths, ranging from 10 to 26 cm. To verify the cutting rooting response to basal heat, half of the cuttings were placed on a basal heated bench (28 ± 3°C, constant temperature) while the remaining were placed on an unheated bench (16-18°C during the night and 20-22°C during the day). Percent rooting and cutting survival were not affected by basal heat and cutting length. However, basal heat positively affected number of roots, length of longest root and bud growth. Increases in the length of the cu…

Plumeria rubra propagation adventitious roots bottom heat cutting size frangipani.Settore AGR/04 - Orticoltura E Floricoltura
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Coherence Checking and Propagation of Lower Probability Bounds

2003

In this paper we use imprecise probabilities, based on a concept of generalized coherence (g-coherence), for the management of uncertain knowledge and vague information. We face the problem of reducing the computational difficulties in g-coherence checking and propagation of lower conditional probability bounds. We examine a procedure, based on linear systems with a reduced number of unknowns, for the checking of g-coherence. We propose an iterative algorithm to determine the reduced linear systems. Based on the same ideas, we give an algorithm for the propagation of lower probability bounds. We also give some theoretical results that allow, by suitably modifying our algorithms, the g-coher…

Probability boxMathematical optimizationSettore MAT/06 - Probabilita' E Statistica MatematicaPosterior probabilitynon relevant gainLaw of total probabilityConditional probabilitybasic setsbasic sets; basic sets.; g-coherence checking; lower conditional probability bounds; non relevant gains; propagationCoherence (statistics)Conditional probability distributiong-coherence checking; lower conditional probability bounds; non relevant gainsImprecise probabilityTheoretical Computer Sciencelower conditional probability boundRegular conditional probabilitynon relevant gainspropagationlower conditional probability boundsGeometry and Topologyg-coherence checkingSoftwareMathematics
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Step-along power vector method for astigmatic wavefront propagation

2013

Purpose To propose both a new algebraic solution and a graphical monitoring method for astigmatic wavefront propagation in the framework provided by power vectors. Methods The generalised propagation equation describing the propagation of astigmatic wavefronts from one plane to another is adapted to the power vectors formalism using a novel algorithm based on a step-along method. The step-along procedure is directly applied to the tuple of power vectors [M, J0, J45] representing an arbitrary astigmatic wavefront and it permits the calculation of the tuple of power vectors [M′, J′0, J′45] after a given propagation distance. This is achieved mathematically first by temporarily rotating the as…

Propagation equationWavefrontOptics and PhotonicsLightAlgebraic solutionbusiness.industryMathematical analysisAstrophysics::Instrumentation and Methods for AstrophysicsAstigmatismPhysics::OpticsPower vectorSensory SystemsOphthalmologyEyeglassesOpticsHomogeneousHumansMonitoring methodsAlgebraic numberTuplebusinessMathematicsOptometryMathematicsOphthalmic and Physiological Optics
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Examination of the least-squares method applied to the evaluation of physicochemical parameters with linearized equations

1989

Physicochemical parameters are frequently evaluated by the least-squares method after linearization of the equation which relates the experimental variables to the parameters of interest. When a given set of data is treated to evaluate (n+1) parameters. (n+2) nominally identical linearized equations are possible; each of these leads to different sets of values of the parameters which are also affected by different variances. These differences are also observed when statistical weights are used. Two methods for establishing which one of the (n+2) equations is best for fitting the data, i.e., simulation of experiments and propagation of errors, are discussed, compared and applied to a potenti…

Propagation of uncertaintyChemistryPotentiometric titrationValue (computer science)BiochemistryAnalytical ChemistrySet (abstract data type)Investigation methodsLinearizationStatisticsEnvironmental ChemistryApplied mathematicsSpectroscopyEquilibrium constantAnalytica Chimica Acta
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Approaches to evaluate the virtual instrumentation measurement uncertainties

2002

This paper deals with the metrological characterization of virtual instruments. After a brief description of the features, the components and the working principle of the virtual instruments and the various uncertainty sources are analyzed. Then, two methods to evaluate the uncertainty of the measurement results are presented: a numerical method simulating the physical process of the A/D conversion, and an approximated theoretical method applying the "uncertainty propagation law" of the "guide to the expression of uncertainty in measurement." With both methods, the combined standard uncertainty of the measurement result is obtained, starting from the standard uncertainty generated by each s…

Propagation of uncertaintyComputer simulationVirtual instrumentationEstimation theoryComputer scienceNumerical analysisProcess (computing)Control engineeringMetrologyMeasurement uncertaintySensitivity analysisElectrical and Electronic EngineeringInstrumentationUncertainty analysisIMTC 2001. Proceedings of the 18th IEEE Instrumentation and Measurement Technology Conference. Rediscovering Measurement in the Age of Informatics (Cat. No.01CH 37188)
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Measurement uncertainty estimation of a virtual instrument

2002

The law of uncertainty propagation is applied to a PC-based virtual instrument. According to the "guide to the expression of uncertainty in measurement", the measuring model and the various sources of uncertainty have been taken into account. The expressions of the combined output uncertainty in various basic digital signal processing blocks, are obtained starting from each input sample absolute accuracy, without taking into account the parameters which regard the overall behavior of an acquisition board, such as the effective number of bits. In order to verify this procedure, the results obtained by means of the theoretical analysis, are compared with the ones obtained from numerical simul…

Propagation of uncertaintyData acquisitionVirtual instrumentationComputer simulationbusiness.industryComputer scienceMeasurement uncertaintySensitivity analysisbusinessDigital signal processingUncertainty analysisSimulationProceedings of the 17th IEEE Instrumentation and Measurement Technology Conference [Cat. No. 00CH37066]
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Assessment of virtual instruments measurement uncertainty

2001

Abstract In this paper, two methods to evaluate the measurement uncertainty of a virtual instrument are presented: a numerical method simulating the physical process of the A/D conversion, and an approximated theoretical method applying the “uncertainty propagation law” of the “guide to the expression of uncertainty in measurement”. After a brief description of the features, the constitution and the working principle of the virtual instruments, the various uncertainty sources, are analyzed. With both methods, the combined standard uncertainty of the measurement result is obtained, starting from the standard uncertainty generated by each single source and without taking into account the para…

Propagation of uncertaintyEffective number of bitsComputer simulationHardware and ArchitectureComputer scienceNumerical analysisFlickerMeasurement uncertaintySensitivity analysisLawSoftwareSimulationUncertainty analysisComputer Standards & Interfaces
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Propagation of errors due to incorrect positions of sources and detectors in wave-field tomography

2004

Tomographic data processed by 2D inversion programs can produce fairly large distortions due to incorrect source and/or detector positions. This problem is very serious in high-frequency electromagnetic tomography (GPR), due to the dimensions of the transmitter and receiver antennae. The errors can even be larger when coupled antennae are used (receiver and transmitter inside the same box) whose positions are not clearly known. Similar errors can be involved in seismic tomography, for instance when the mechanical connection between transducers and sample is defective. In this paper the problem has been studied using synthetic data which were calculated for different acquisition geometries. …

Propagation of uncertaintyGeophysicsSeismic tomographyAcousticsIsotropyTransmitterDetectorTomography.Inverse problemGeologySynthetic dataNear Surface Geophysics
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