The relationship among acoustic absorption in the water, the boundaries losses on the surface and bottom and mode attenuation per cycle is presented, using the method of complex effective depth approximation. The equi...The relationship among acoustic absorption in the water, the boundaries losses on the surface and bottom and mode attenuation per cycle is presented, using the method of complex effective depth approximation. The equivalence of bottom refiection loss and mode attenuation per cycle, based on the work of Tindle [J. Acoust. Soc. Am. 66, 250-255 (1979)],is proved to give rise to several deviation in the range of middle low frequency (200 Hz <f < 2 kHz). Some of the results are that (1) corresponding to the small grazing angle, mode attenuation per cycle distance is equal to the sum of boundaryls reflection losses and the transmission loss per cycle distance of the waveguide geometric ray, (2) the method of complex effective depth approximation can give mode attenuation coefficient an explicit physical interpretation, which is similar to ray-mode theory.展开更多
文摘The relationship among acoustic absorption in the water, the boundaries losses on the surface and bottom and mode attenuation per cycle is presented, using the method of complex effective depth approximation. The equivalence of bottom refiection loss and mode attenuation per cycle, based on the work of Tindle [J. Acoust. Soc. Am. 66, 250-255 (1979)],is proved to give rise to several deviation in the range of middle low frequency (200 Hz <f < 2 kHz). Some of the results are that (1) corresponding to the small grazing angle, mode attenuation per cycle distance is equal to the sum of boundaryls reflection losses and the transmission loss per cycle distance of the waveguide geometric ray, (2) the method of complex effective depth approximation can give mode attenuation coefficient an explicit physical interpretation, which is similar to ray-mode theory.
