Название | Point-of-Care Ultrasound Techniques for the Small Animal Practitioner |
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Автор произведения | Группа авторов |
Жанр | Биология |
Серия | |
Издательство | Биология |
Год выпуска | 0 |
isbn | 9781119461029 |
The first and last columns in Figure 2.1 illustrate that sound passes relatively slowly through air and relatively quickly through bone. Anyone who has picked up an ultrasound probe knows that bone (solid) or lung (air) cannot be adequately penetrated using ultrasound, thus only the surfaces of each are visible. To address this issue, the sonographer must understand the principle of acoustic impedance.
Figure 2.1. Velocity (m/sec) of sound through common body tissues or substances. Note the similar velocity through most soft tissues. This is the basis for using 1540 m/sec as the number in depth calculations by the ultrasound processor (Coltrera 2010).
Pearl: Remember the saying: Ultrasound hates bone or stone and is not too fair with air.
Acoustic Impedance
Acoustic impedance refers to the reflection and transmission characteristics of a substance. It is a measure of absorption of sound and the ratio of sound pressure at a boundary surface to the sound flux. Sound flux is flow velocity multiplied by area. If we draw an analogy to electronic circuits, acoustic impedance is like electrical resistance through a wire, sound pressure is like voltage, and flow velocity is like current. The equation that brings it all together is:
where Z = acoustic impedance, p = sound pressure (or tissue density), and v = velocity (Nyland 2002).
The amplitude of a reflected sound wave is proportional to the difference in acoustic impedance between two different tissues. Air has a low impedance and bone has a high impedance when compared to soft tissue (Reef 1998) (Figure 2.2). Therefore, when a sound wave comes across a soft tissue–bone or a soft tissue–air interface (large difference in acoustic impedance), nearly all of the sound waves are strongly reflected (and a bright white echogenic line is formed at either interface). Reflection is why the sonographer cannot image through bone (solid) or lung (air) and this points up one of the most common misnomers in clinical ultrasonography: when imaging through the liver into the thorax, we term the bright, curved cranial border as the diaphragm. In reality, the diaphragm is uncommonly imaged except in bicavitary effusions. The bright white (hyperechoic), curved line is actually the strongly reflective surface of the lung (air) at the soft tissue–air boundary or interface serving as a strong reflector.
By comparing the acoustic impedance of most tissues in the body other than bone (solid) and lung (air), we see that they are very similar (there is little difference in acoustic impedance among them). This similarity makes ultrasound a great imaging tool for examining into and through soft tissues (their parenchyma). On the other hand, due to the large difference in acoustic impedance between soft tissue–air and soft tissue–bone interfaces, ultrasound is not an effective tool for examination beyond the surfaces of either aerated lung, gas‐containing hollow viscus or bone (Reef 1998).
Absorption, Scatter, and Reflection
Other ultrasound principles that affect our image include absorption, scatter, and angle of reflection. As the sound waves enter the body, some of them are absorbed by the tissues and are never reflected back to the probe. These waves are lost and do not contribute to the image. Furthermore, many of the waves are scattered by the tissues and their surface irregularities and either return to the probe (receiver) in a distorted path or do not return at all. As a result, the ultrasound waves are “misinterpreted” by the processor, and the image and its resolution are affected.
Figure 2.2. Acoustic impedance (106 kg/m2sec) of common body tissues or substances. This figure illustrates the degree of difference in acoustic impedance between substances that helps determine sound wave transmission. The greater the difference, the greater is reflection or loss of transmission. One can see how ultrasound is ideally suited for most soft tissue and why it is not suited for imaging bone or air‐filled structures (Reef 1998).
Figure 2.3. Attenuation (db/cm/MHz) in common tissues. Attenuation of sound energy within tissues varies with the frequency of the sound and is affected by reflection, scattering, and absorbance. Note how bone and air have the greatest attenuation values (Reef 1998).
Attenuation
All sound beams lose energy, or become attenuated, during transmission through tissues; therefore, the returning sound wave is weaker than when it started. Different frequencies (MHz) are attenuated to different degrees. Because higher frequency probes send more waves per second, there is greater tissue interaction with the sound waves. This provides improved resolution but undergoes more attenuation. Low‐frequency sound waves are less attenuated because of less tissue interaction, and therefore allow deeper tissue penetration. Strategies that include lowering the MHz for better penetration (depth) come at the expense of detail. Conversely, using higher frequency for more detail comes at the cost of less penetration (depth). Furthermore, high‐density tissues attenuate the sound waves more than low‐density tissues (Figure 2.3).
Pearl: The analogy of hearing a boom box from a distance can help you remember which MHz penetrates more. The bass dominates (low MHz) over higher frequencies (high MHz); thus, low MHz penetrates deeply at the expense of detail, and high MHz give better detail at the expense of penetration.
The Final Say
By understanding the basic physical principles governing sound transmission and the limitations of the ultrasound processor, the ultrasonographer can better understand the image on the screen. Furthermore, this same knowledge is fundamental in understanding ultrasound artifacts covered in the next chapter.
References
1 Bushberg JT, Seibert JA, Leidholdt EM, Boone JM. 2002. The Essential Physics of Medical Imaging, 2nd edition. Philadelphia: Lippincott Williams and Wilkins.
2 Coltera M. 2010. Ultrasound physics in a nutshell. Otolaryngol