Acoustic black holes have a tapering profile to create the idealized phenomenon of zero reflection. This phenomenon relies on geometry instead of dampers, so it is an ideal way to remove vibrations without increasing mass or surface area. They can attenuate acoustic and structural vibrations for applications in air, space, ground, and marine vehicles and can be produced in ducts, beams, plates, and wedges. The phenomenon entails wave propagation in an ideal medium where the profile tapers according to the power law shortening the wavelength and decreasing the wave speed. Consequently, the wave’s travel time goes to infinity so that it never reaches the termination and cannot be reflected—creating complete absorption. For the application of a circular duct, thin annular rings of inner radii decrease with the power law to control pressure levels. An infinite number of rings and a final cross sectional area of zero are needed to create an ideal acoustic black hole and is impossible to achieve. However, imperfections create scattering and other losses that increase damping performance. Therefore, various configurations need to be tested to tune parameters such as the amount, thickness, and spacing of tapering rings to produce minimal reflection across a frequency spectrum.
Read full abstract