An overview of a normal mode method of solving the Helmholtz wave equation to describe the underwater sound field for a fixed point source in a plane multilayered medium is presented. The mode functions are well-defined at all depths of the medium as they are continuous across turning points of the separated depth-dependent differential equation. Comparisons of model results to a limited number of benchmark propagation solutions are presented
AbstractA model is developed mathematically to represent sound propagation in a three-dimensional oc...
The output of a vertical linear array is used to infer about the parameters of the normal mode model...
Time-harmonic acoustic wave propagation in an ocean with depth-dependent background sound speed can ...
Our long-term goal is to provide a more complete understanding of the forward propagation of acousti...
In shallow water propagation, the sound field depends on the proximity of the receiver to the sea su...
In this paper we are mainly concerned with the development of efficient computer models capable of a...
A new method is discussed for exact rapid computation of the depth-dependent Green\u27s function occ...
A high-precision numerical sound field is the basis of underwater target detection, positioning and ...
AbstractThe Helmholtz Equation (− Δ − K2n2)u = 0 with a variable index of refraction, n, and a suita...
Accurate and fast estimation of propagation loss (PL) is needed for simulations of sonar or acoustic...
Multipath propagation of underwater sound gives rise to both constructive and destructive interferen...
Sound can travel long distances through the deep ocean due to a naturally formed waveguide. Internal...
One of main features of shallow water propapagation is the fact that, to great ranges, the acoustic ...
An approach combining the method of fundamental solutions (MFS) in conjunction with the normal modes...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00466-015-1257-8A new ...
AbstractA model is developed mathematically to represent sound propagation in a three-dimensional oc...
The output of a vertical linear array is used to infer about the parameters of the normal mode model...
Time-harmonic acoustic wave propagation in an ocean with depth-dependent background sound speed can ...
Our long-term goal is to provide a more complete understanding of the forward propagation of acousti...
In shallow water propagation, the sound field depends on the proximity of the receiver to the sea su...
In this paper we are mainly concerned with the development of efficient computer models capable of a...
A new method is discussed for exact rapid computation of the depth-dependent Green\u27s function occ...
A high-precision numerical sound field is the basis of underwater target detection, positioning and ...
AbstractThe Helmholtz Equation (− Δ − K2n2)u = 0 with a variable index of refraction, n, and a suita...
Accurate and fast estimation of propagation loss (PL) is needed for simulations of sonar or acoustic...
Multipath propagation of underwater sound gives rise to both constructive and destructive interferen...
Sound can travel long distances through the deep ocean due to a naturally formed waveguide. Internal...
One of main features of shallow water propapagation is the fact that, to great ranges, the acoustic ...
An approach combining the method of fundamental solutions (MFS) in conjunction with the normal modes...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00466-015-1257-8A new ...
AbstractA model is developed mathematically to represent sound propagation in a three-dimensional oc...
The output of a vertical linear array is used to infer about the parameters of the normal mode model...
Time-harmonic acoustic wave propagation in an ocean with depth-dependent background sound speed can ...
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