Interaction of Sound & Media and Range Equation

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Flashcards covering sound attenuation, decibel notation, components of attenuation (reflection, scattering, absorption), acoustic impedance, incidence, refraction, and range equation concepts as described in Edelman's Physics.

Last updated 8:55 PM on 7/10/26
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27 Terms

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Attenuation

The gradual loss of sound wave strength (intensity, power, and amplitude) as it travels through tissue, measured in decibels ($dB$).

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Decibel Notation ($dB$)

A relative measurement based on a logarithmic scale that compares a new intensity to the original intensity.

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Logarithm

A value telling us how many times 1010 is multiplied by itself; used in ultrasound because intensity changes over extremely large ranges.

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+3dB+3\,dB

A change in decibels indicating that the intensity has doubled (Intensity×2Intensity \times 2).

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3dB-3\,dB

A change in decibels indicating that the intensity has been reduced to one-half

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+10dB+10\,dB

A change in decibels indicating that the intensity is ten times larger (Intensity×10Intensity \times 10).

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10dB-10\,dB

A change in decibels indicating that the intensity has dropped to one-tenth of its original value

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Reflection

A component of attenuation where sound encounters a boundary between two tissues and part of the wave returns to the transducer.

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Specular Reflection

Occurs at smooth, flat boundaries (like vessel walls or the diaphragm) where echoes return in a single organized direction.

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Diffuse Reflection (Backscatter)

Occurs when sound strikes an irregular or rough surface, scattering echoes in many directions.

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Scattering

The disorganized and chaotic redirection of sound in many directions, occurring when the reflecting surface is small (equal to or smaller than the wavelength).

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Rayleigh Scattering

A special type of omnidirectional scattering that occurs when the scatterer is much smaller than the wavelength; it is directly related to frequency raised to the fourth power (Frequency4\propto Frequency^4).

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Absorption

The largest contributor to attenuation, where sound energy is converted into heat; it is highest in bone and directly related to frequency.

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Attenuation Coefficient

The amount of sound energy lost per centimeter traveled (dB/cmdB/cm); in soft tissue, it is approximately Frequency(MHz)2\frac{Frequency\,(MHz)}{2}.

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Half-Value Layer Thickness (HVL)

The distance sound travels before its intensity is reduced by 50%50\% (3dB3\,dB); also known as penetration depth or half-boundary layer.

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Acoustic Impedance (Z)

The resistance a medium offers to the transmission of sound, calculated as Z=Density×Propagation SpeedZ = \text{Density} \times \text{Propagation Speed}.

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Rayls

The unit of measurement for acoustic impedance (ZZ).

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Normal Incidence

Occurs when a sound beam strikes a boundary at exactly 9090^{\circ}; also called perpendicular, orthogonal, or right-angle incidence.

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Oblique Incidence

Occurs when a sound beam strikes a boundary at any angle other than 9090^{\circ}; may be acute or obtuse.

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Intensity Reflection Coefficient (IRC)

The percentage of the incident intensity that is reflected at a boundary.

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Intensity Transmission Coefficient (ITC)

The percentage of the incident intensity that is transmitted across a boundary.

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Refraction

Transmission with a bend; occurs only with oblique incidence and different propagation speeds between two media.

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Snell's Law

The mathematical description of refraction used to determine the angle of the transmitted beam based on propagation speeds.

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Time of Flight

The go-return time or round trip time needed for a pulse to travel to a reflector and back to the transducer.

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13-Microsecond Rule13\text{-Microsecond Rule}

In soft tissue, every 13μs13\,\mu s of go-return time corresponds to 1cm1\,cm of reflector depth.

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Pulse Repetition Period (PRP)

The time from the beginning of one pulse to the beginning of the next, directly related to the maximum imaging depth.

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Pulse Repetition Frequency (PRF)

The number of pulses the transducer sends each second, inversely related to imaging depth (PRF(Hz)=77,000cm/simaging depth(cm)PRF\,(Hz) = \frac{77,000\,cm/s}{\text{imaging depth}\,(cm)} ) .