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What is the average speed of ultrasound propagation of soft tissue?
Wiki User
∙ 14y ago
Approximately 1540 m/s.
Wiki User
∙ 14y ago
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... wave's speed of propagation.
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Frequency and speed of propagation of the wave are independent of one another. The medium determines the speed of propagation.
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Data Transmission speed is the number of bits per second that can be transmitted. Propagation speed is the speed at which a signal moves through a medium. Gateway Technical College, Elkhorn WI
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The speed.
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The wavelength of a frequency is the propagation speed divided by the frequency. A wave of 146 MHz, with a propagation speed of 3x108 m/s (speed of light), has a wavelength of 3x108 divided by 146x106, or about 2 m.
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Pretty much none. Propagation speed is a function of the medium it's traveling in, and tension has, at best, a second-order effect on that.
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The product of propagation delay and power dissipation is called Speed power product.
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The exact same way it travels in air or any other medium. By propagation - from one atom to the other.However the Speed of propagation (speed of Sound) will be very different depending on the composition of the solid. It tends to speed up in a solid vs air.
Can speed of ultrasound same for two different material?
Trye
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Only the temperature is changing the speed of sound.
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Type A
URGENT HElP An ultrasound wave of 30kHz passes into a patient and takes 0.0001 seconds to be reflected back to the transciever How far into the patient did the ultrasound travel?
You need to know the speed of sound along the path it travels. In the case of medical ultrasound imaging, that's probably going to be an average of several different speeds, on the way through skin, fat, bone, fluid, etc. I don't think the solution is going to depend on the frequency of the ultrasound source at all. (I also have a feeling that 30 KHz for ultrasound may be shy of the actual frequency by several orders of magnitude.) Whatever the speed of the ultrasound through human tissue is ... call it 'F' feet per second ... the depth of the target imaged with a return time of 0.0001 second is -- (0.00005 x F) foot -- (0.0006 x F) inches -- (0.0152 x F) millimeters. If the speed of the ultrasound through the patient average 'M' meters per second, then the depth of the target with a return time of 0.00001 second is -- (0.00001 x M) meters -- (0.001 x M) centimeters -- (0.1 x M) millimeters -- (0.003937 x M) inches. Considering the nature of the host, you probably don't need to know the depth in terms of furlongs.
