Rigorous justification of a localized approximation to encode off-axis Gaussian acoustical beams
G. Gouesbet, Leonardo A. Ambrósio
Abstract
With the model of generalized Lorenz-Mie theory (GLMT) and the extended boundary condition method, describing the interaction between electromagnetic (EM) waves (more specifically laser beams) and particles, an acoustical GLMT-like framework can be used to deal with acoustical wave scattering. The incident acoustical wave may then be encoded in a set of beam shape coefficients (BSCs) similar to the ones used in EM scattering. Following a paper devoted to the evaluation of acoustical BSCs using a localized approximation in the case of on-axis Gaussian acoustical beams, the present paper deals with the evaluation of acoustical BSCs in the case of off-axis Gaussian acoustical beams.
Topics & Concepts
Gaussian beamGaussianPhysicsScatteringOpticsBoundary value problemAcousticsBeam (structure)Computational physicsQuantum mechanicsMicrofluidic and Bio-sensing TechnologiesAcoustic Wave Phenomena ResearchSoil Moisture and Remote Sensing