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Mathematical Models and Experiments on the Acoustic Properties of Granular Packing Structures (Measurement of Tortuosity in Hexagonal Close-Packed and Face-Centered Cubic Lattices)
by
Toda, Kentaro
, Seino, Shotaro
, Sakamoto, Shuichi
, Suzuki, Kyosuke
in
Absorptivity
/ Acoustic properties
/ Acoustics
/ Close packed lattices
/ Face centered cubic lattice
/ Granular materials
/ Mathematical analysis
/ Matrix methods
/ Noise control
/ Particle size
/ Porous materials
/ Propagation
/ Sensors
/ Sound propagation
/ Sound transmission
/ Sound waves
/ Tortuosity
/ Transfer matrices
/ Velocity
/ Wave propagation
2022
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Mathematical Models and Experiments on the Acoustic Properties of Granular Packing Structures (Measurement of Tortuosity in Hexagonal Close-Packed and Face-Centered Cubic Lattices)
by
Toda, Kentaro
, Seino, Shotaro
, Sakamoto, Shuichi
, Suzuki, Kyosuke
in
Absorptivity
/ Acoustic properties
/ Acoustics
/ Close packed lattices
/ Face centered cubic lattice
/ Granular materials
/ Mathematical analysis
/ Matrix methods
/ Noise control
/ Particle size
/ Porous materials
/ Propagation
/ Sensors
/ Sound propagation
/ Sound transmission
/ Sound waves
/ Tortuosity
/ Transfer matrices
/ Velocity
/ Wave propagation
2022
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Mathematical Models and Experiments on the Acoustic Properties of Granular Packing Structures (Measurement of Tortuosity in Hexagonal Close-Packed and Face-Centered Cubic Lattices)
by
Toda, Kentaro
, Seino, Shotaro
, Sakamoto, Shuichi
, Suzuki, Kyosuke
in
Absorptivity
/ Acoustic properties
/ Acoustics
/ Close packed lattices
/ Face centered cubic lattice
/ Granular materials
/ Mathematical analysis
/ Matrix methods
/ Noise control
/ Particle size
/ Porous materials
/ Propagation
/ Sensors
/ Sound propagation
/ Sound transmission
/ Sound waves
/ Tortuosity
/ Transfer matrices
/ Velocity
/ Wave propagation
2022
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Mathematical Models and Experiments on the Acoustic Properties of Granular Packing Structures (Measurement of Tortuosity in Hexagonal Close-Packed and Face-Centered Cubic Lattices)
Journal Article
Mathematical Models and Experiments on the Acoustic Properties of Granular Packing Structures (Measurement of Tortuosity in Hexagonal Close-Packed and Face-Centered Cubic Lattices)
2022
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Overview
In this study, the sound absorption characteristics of hexagonal close-packed and face-centered cubic lattices were estimated by theoretical analysis. Propagation constants and characteristic impedances were obtained by dividing each structure into elements perpendicular to the incident direction of sound waves and by approximating each element to a clearance between two parallel planes. Consequently, the propagation constant and the characteristic impedance were treated as a one-dimensional transfer matrix in the propagation of sound waves, and the normal incident sound absorption coefficient was calculated by the transfer matrix method. The theoretical value of the sound absorption coefficient was derived by using the effective density applied to the measured tortuosity. As a result, the theoretical value was becoming closer to the measured value. Therefore, the measured tortuosity is reasonable.
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