The article discusses the field of underwater acoustics, which is concerned with the propagation of sound in water and its interaction with water, its contents, and boundaries. It focuses on the mathematical aspect of the parabolic equation channel model, which is a range-dependent model that is particularly useful for low-frequency propagation and shallow waters. The article discusses the various acoustic parameters that are included in the model and how they affect the propagation of sound underwater and the challenges associated with modelling acoustic propagation in littoral waters, which are close to shore and are subject to various environmental factors. The importance of studying underwater acoustics in the Indian Ocean Region (IOR), which is a strategically important area that has received comparatively less attention in terms of acoustic modelling.
1. The Indian Ocean Region (IOR) is a strategically important sea area globally, but there have been comparatively fewer studies conducted in this region.
2. The parabolic equation model is a range-dependent model that is more adaptable to low-frequency propagation and is used in the IOR.
3. The basic equation for acoustic propagation is rewritten in cylindrical coordinates to obtain the parabolic differential equation.
4. The self-starter method is used to solve the parabolic equation as an initial value problem to find the starting fields accurately.
5. The split-step Pade solution is used to model range-dependent wave propagation and transmission loss in the IOR.
6. The uncertainties of the medium in littoral waters originate due to proximity to boundaries resulting in multiple interactions of the acoustic wave as it traverses.
“”The aim is to know how different acoustic parameters are included in the channel model and how it affects the propagation of sound underwater and also to determine the various approximations that has been incorporated in this model.
Research Intern, MRC