Search results for "periodic composite"

showing 2 items of 2 documents

Narrow Band Solid-Liquid Composite Arrangements: Alternative Solutions for Phononic Crystal-Based Liquid Sensors

2019

Periodic elastic composite structures attract great attention. They offer the ability to design artificial properties to advance the control over the propagation of elastic/acoustic waves. In previous work, we drew attention to composite periodic structures comprising liquids. It was shown that the transmission spectrum of the structure, specifically a well-isolated peak, follows the material properties of liquid constituent in a distinct manner. This idea was realized in several liquid sensor concepts that launched the field of phononic crystal liquid sensors. In this work we introduce a novel concept&mdash

Work (thermodynamics)liquid sensorMaterials scienceField (physics)Composite numberacoustic band structure02 engineering and technologylcsh:Chemical technology01 natural sciencesBiochemistryArticleAnalytical Chemistry[SPI.MAT]Engineering Sciences [physics]/Materials010309 opticsCrystalperiodic composite structureSpeed of sound0103 physical scienceslcsh:TP1-1185Electrical and Electronic Engineering[SPI.NANO]Engineering Sciences [physics]/Micro and nanotechnologies/MicroelectronicsInstrumentationspeed of sound[SPI.ACOU]Engineering Sciences [physics]/Acoustics [physics.class-ph]business.industryAcoustic wavedetection of fluid propertiessolid-liquid interaction021001 nanoscience & nanotechnologyphononic crystal sensorAtomic and Molecular Physics and OpticsTransmission (telecommunications)acoustic transmission spectraOptoelectronics0210 nano-technologybusinessMaterial properties
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Dependence of effective properties upon regular perturbations

2022

In this survey, we present some results on the behavior of effective properties in presence of perturbations of the geometric and physical parameters. We first consider the case of a Newtonian fluid flowing at low Reynolds numbers around a periodic array of cylinders. We show the results of [43], where it is proven that the average longitudinal flow depends real analytically upon perturbations of the periodicity structure and the cross section of the cylinders. Next, we turn to the effective conductivity of a periodic two-phase composite with ideal contact at the interface. The composite is obtained by introducing a periodic set of inclusions into an infinite homogeneous matrix made of a di…

perturbed domainintegral equationsSettore MAT/05 - Analisi Matematicatransmission problemEffective conductivity; Integral equations; Longitudinal flow; Periodic composite; Perturbed domain; Transmission problemperiodic compositeeffective conductivityLongitudinal flow
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