This work proposes a formal analytical theory using the partial-wave series expansion
(PWSE) method in cylindrical coordinates, to calculate the acoustic backscattering form …

The acoustic radiation force on a 2D elliptical (non-circular) cylinder centered on the axis of
wave propagation of plane quasi-standing and standing waves is derived, based on the …

The optical theorem for plane waves is recognized as one of the fundamental theorems in
optical, acoustical and quantum wave scattering theory as it relates the extinction cross …

Using the partial-wave series expansion method in cylindrical coordinates, a formal
analytical solution for the acoustical scattering of a 2D cylindrical quasi-Gaussian beam with …

The optical theorem constitutes of the fundamental theorems in optical, acoustical, quantum,
and gravitational wave scattering, which relates the extinction cross-section to the forward …

The axial and transverse acoustic radiation force components for a viscoelastic phenolic
polymer circular cylinder placed arbitrarily in the field of a zeroth-order quasi-Gaussian …

The interaction between harmonic plane progressive acoustic beams and a pulsating
spherical radiator is studied. The acoustic radiation force function exerted on the spherical …

Abstract The classical Resonance Scattering Theory (RST) for plane waves in acoustics is
generalized for the case of a 2D arbitrarily-shaped beam incident upon an elastic cylinder …

The standard Resonance Scattering Theory (RST) of plane waves is extended for the case
of any two-dimensional (2D) arbitrarily-shaped monochromatic beam incident upon an …

One of the fundamental theorems in (optical, acoustical, quantum, gravitational) wave
scattering is the optical theorem for plane waves, which relates the extinction cross-section …