Acoustic Meta-atoms: An Experimental Determination of the Monopole and Dipole Scattering Coefficients
Abstract
Acoustic metamaterials are materials engineered to
manipulate and structure acoustic fields to a degree with no
parallel in natural materials. They are created from small
sub-wavelength sized unit building blocks referred to as
meta-atoms. These are generally arranged in a periodic array to
form what behaves as a continuous metamaterial. There are many
potential applications of acoustic metamaterials all with novel
properties not seen in other devices; such as cloaking,
super-efficient sound absorbers and thin spatially compact
acoustic lenses. Meta-atom scattering terms of monopolar and
dipolar symmetry have been shown to relate to the effective bulk
modulus and effective fluid mass density of a homogenised
metamaterial. Where, taken together these parameters define the
acoustic wave propagation through a material. Due to their
importance in acoustic metamaterials, this thesis describes the
development and implementation of a method to experimentally
determine the monopole and dipole scattering coefficients of
meta-atoms. To do this, an acoustic measurement apparatus is
modified and characterised to ensure accurate two-dimensional
acoustic field data can be obtained. A method of extracting the
monopole and dipole scattering coefficients from recorded
acoustic data is then defined. This method is based on fitting
the experimental incident and scattered field data of meta-atoms
to acoustic multipole expansions. The scattering coefficients of
a rigid circular cylinder is then determined using the developed
method, and found to agree well with analytical values. Better
agreement is seen at frequencies over 1000 Hz, where experimental
error from the measurement apparatus is reduced. Meta-atoms
previously presented in the literature are also fabricated, and
their scattering coefficients determined. These are found to
agree with simulated values of monopolar and dipolar resonances
also taken from the literature. Where, better agreement is again
observed at resonances above 1000 Hz.
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