3.6 Sound in the Ocean
Sound provides the only convenient means for transmitting information over great distances in the ocean. Sound is used to measure the properties of the sea-floor, the depth of the ocean, temperature, and currents. Whales and other ocean animals use sound to navigate, communicate over great distances, and to find food.
where C is speed in m/s, T is temperature in Celsius, S is salinity (see Chapter 6 for a definition of salinity), and Z is depth in meters. The equation has an accuracy of about 0.1m/s (Dushaw, et al., 1993) . Other sound-speed equations have been widely used, especially an equation proposed by Wilson (1960) which has been widely used by the U.S. Navy.
For typical oceanic conditions, C is usually between 1450 m/s and 1550 m/s (Figure 3.13) . Using (3.1), we can calculate the sensitivity of C to changes of temperature, depth, and salinity typical of the ocean. The approximate values are: 40 m/s per 10°C rise of temperature, 16 m/s per 1000 m increase in depth, and 1.5 m/s per 1psu increase in salinity. Thus the primary causes of variability of sound speed is temperature and depth (pressure). Variations of salinity are too small to have much influence.
If we plot sound speed as a function of depth, we nd that the speed usually has a minimum at a depth around 1000 m (Figure 3.15). The depth of minimum speed is called the sound channel. It occurs in most of the ocean, and it usually reaches the surface at very high latitudes.
The sound channel is important because sound in the channel can travel very far, sometimes half way around the Earth. Here is how the channel works. Sound rays that begin to travel out of the channel are refracted back toward the center of the channel. Rays propagating upward at small angles to the horizontal are bent downward, and rays propagating downward at small angles to the horizontal are bent upward (Figure 3.16). Typical depths of the channel vary from 10 m to 1200 m depending on geographical area.
where I0 is the intensity before absorption and k is an absorption coefficient which depends on frequency of the sound. The equation has the solution:
Typical values of k (in decibels dB per kilometer) are: 0.08 dB/km at 1000 Hz, and 50 dB/km at 100,000 Hz. Decibels are calculated from: dB = 10 log(I/I0) . where I0 is the original acoustic power, I is the acoustic power after absorption.
For example, at a range of 1 km a 1000Hz signal is attenuated by only 1.8% : I = 0.982 Io. At a range of 1 km a 100,000 Hz signal is reduced to I = 10-5Io. The 30,000 Hz signal used by typical echo sounders to map ocean depth are little attenuated going from the surface to the bottom and back.
Very low frequency sounds in the sound channel, those with frequencies below 500 Hz have been detected at distances of megameters. In 1960 15 Hz sounds from explosions set off in the sound channel off Perth Australia were heard in the sound channel near Bermuda, nearly halfway around the world. Later experiment showed that 57 Hz signals transmitted in the sound channel near Heard Island (75°E, 53°S) could be heard at Bermuda in the Atlantic and at Monterey, California in the Pacific (Munk et al., 1994).
Use of Sound
|Department of Oceanography, Texas A&M University
Robert H. Stewart, email@example.com
All contents copyright © 2005 Robert H. Stewart,
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Updated on August 31, 2007