Refraction, Ultrasound Interaction with Matter | Ultrasound Physics | Radiology Physics Course #7
TLDRThis script delves into the interaction of ultrasound with matter, focusing on reflection and refraction. It explains the concepts of specular and diffuse reflection, and how acoustic impedance differences affect the reflection of ultrasound pulses. The script further explores refraction, illustrating how the change in the speed of sound between tissues alters the angle of the transmitted ultrasound beam. A formula is provided to calculate the refraction angle, emphasizing the importance of speed differences rather than acoustic impedance in this process. The explanation is complemented with a visual model to aid understanding, setting the stage for a discussion on sound attenuation in subsequent content.
Takeaways
- π Reflection is the first interaction between ultrasound and matter, which can be divided into perpendicular reflection, specular reflection, and non-specular or diffuse reflection.
- π₯ In perpendicular reflection, the differences in acoustic impedance values between tissues are used to determine the amount of ultrasound pulse reflected back to the transducer and the amount transmitted through the tissue.
- π Specular reflection occurs when ultrasound hits a large flat surface at an angle, resulting in a reflected echo at the same angle as the incidence angle.
- π Refraction happens when the incident ultrasound beam enters at an angle to the tissue boundary, resulting in a change of angle for the transmitted ultrasound pulse, either getting smaller or larger.
- π The angle change in refraction is determined by the difference in the speed of sound between the two tissues, with a slower speed resulting in a reduced transmittance angle and a faster speed increasing it.
- βοΈ The formula to calculate the change in angle due to refraction is the ratio of the sine of the transmittance angle to the sine of the incidence angle, which equals the ratio of the speed of sound in the second tissue to the first.
- π« It's important not to confuse the speed of sound difference with acoustic impedance values when calculating refraction; the speed change determines the angle change, not the impedance.
- π Refraction only occurs at an angle; if the incident ultrasound beam is perpendicular to the surface, there would be no change in angle despite differences in speed.
- π The frequency of the ultrasound wave does not change as it passes through tissues, but the wavelength changes to compensate for changes in the speed of sound.
- π When moving into a tissue with a slower speed of sound, the wavelength decreases, and the angle of the wave changes to match at the tissue boundary, resulting in a smaller transmittance angle.
- π Conversely, when moving into a tissue with a faster speed of sound, the wavelength increases, and the transmittance angle becomes larger, which can be used to verify calculations of the refraction angle.
Q & A
What are the two main types of reflection when ultrasound interacts with matter?
-The two main types of reflection are specular reflection and non-specular or diffuse reflection.
How is the amount of ultrasound reflected back to the transducer determined in perpendicular reflection?
-In perpendicular reflection, the amount of ultrasound reflected back is determined by the differences in acoustic impedance values between different tissues.
What is the relationship between the angle of incidence and the angle of reflection in specular reflection?
-In specular reflection, the angle of reflection is the same as the angle of incidence.
What phenomenon occurs when combining specular reflection and transmittance of an ultrasound pulse?
-When combining specular reflection and transmittance, the phenomenon that occurs is known as refraction.
How does the change in the angle of the transmitted ultrasound pulse relate to the speed of sound in the tissues?
-The change in the angle of the transmitted ultrasound pulse is determined by the difference in the speed of sound between the two tissues. If the speed of sound increases, the transmittance angle gets larger, and if it decreases, the transmittance angle gets smaller.
What formula is used to calculate the change from the incidence angle to the transmission angle in refraction?
-The formula used is the ratio of the sine of the transmittance angle to the sine of the incidence angle, which equals the speed of sound in the second tissue over the speed of sound in the first tissue.
Why is it incorrect to use acoustic impedance values in the refraction formula?
-It is incorrect because the refraction formula deals with the speed of sound difference, not the acoustic impedance values. Acoustic impedance values are used to determine the amount of energy transferred, not the angle change.
What happens to the frequency of an ultrasound wave as it goes through different tissues?
-The frequency of an ultrasound wave does not change as it goes through different tissues; it remains constant.
How does the wavelength of an ultrasound wave change when the speed of sound changes?
-When the speed of sound increases, the wavelength of the ultrasound wave increases to compensate, and when the speed of sound decreases, the wavelength decreases.
Why does the angle of the transmitted wave change when the speed of sound changes?
-The angle of the transmitted wave changes to compensate for the change in wavelength, ensuring that the wave continues to propagate correctly at the new speed of sound.
When does refraction not occur for an ultrasound beam?
-Refraction does not occur when the incident ultrasound beam is perpendicular to the tissue surface, resulting in an angle of zero.
Outlines
π Ultrasound Interactions: Reflection and Refraction
This paragraph delves into the fundamental interactions of ultrasound with matter, focusing on reflection and refraction. It explains the concepts of perpendicular and specular reflection, as well as non-specular or diffuse reflection. The role of acoustic impedance in determining the amount of reflected and transmitted ultrasound energy is highlighted. The paragraph further explores the phenomenon of refraction, where the angle of the incident ultrasound beam changes upon entering a different tissue, influenced by the speed of sound in the tissues. A key formula is introduced to calculate the change in angle based on the ratio of the speed of sound in the two tissues involved. The importance of understanding the speed of sound differences rather than acoustic impedance values in refraction is emphasized, and a visual aid is suggested to remember whether the angle increases or decreases.
π Understanding Ultrasound Wavelength and Frequency Changes
The second paragraph discusses the impact of varying speeds of sound on the wavelength and frequency of ultrasound waves as they encounter different tissues. It clarifies that while the frequency of the ultrasound remains constant, the wavelength adjusts to compensate for changes in the speed of sound, which is determined by the tissue's bulk modulus and density. The concept is illustrated by describing how a faster speed of sound results in a longer wavelength and vice versa. The paragraph also introduces a method to visualize and understand the changes in the refraction angle by considering the perspective of the wave's compression regions. It concludes with a formula to calculate the change from the incident angle to the transmission angle, providing a mental model to verify the calculated refraction angle.
Mindmap
Keywords
π‘Ultrasound
π‘Reflection
π‘Acoustic Impedance
π‘Specular Reflection
π‘Diffuse Reflection
π‘Refraction
π‘Transmittance Angle
π‘Speed of Sound
π‘Attenuation
π‘Wavelength
π‘Frequency
Highlights
Ultrasound interaction with matter can be categorized into reflection, which is further divided into perpendicular reflection, specular reflection, and non-specular or diffuse reflection.
Perpendicular reflection utilizes differences in acoustic impedance values to determine the amount of reflected and transmitted ultrasound pulses.
Specular reflection occurs when ultrasound hits a large flat surface at an angle, resulting in an echo at the same angle as the incidence angle.
Refraction is the result of combining specular reflection and transmittance, affecting the angle of the transmitted ultrasound pulse.
The angle change in refraction is determined by the difference in the speed of sound between two tissues.
A formula is provided to calculate the change in angle based on the speed of sound in different tissues.
Acoustic impedance values are not used to calculate angle change in refraction; it's the speed of sound difference that matters.
The amount of energy transferred through tissues is determined by differences in acoustic impedance values, not calculated in this ultrasound module.
Refraction only occurs at an angle; if the incident ultrasound beam is perpendicular to the surface, there is no angle change.
The frequency of an ultrasound wave does not change as it passes through tissues; the wavelength changes to compensate for changes in the speed of sound.
An increase in the speed of sound results in a longer wavelength, while a decrease results in a shorter wavelength.
The angle of the wave changes to compensate for the change in the speed of sound, affecting the refraction angle.
A mental model is suggested to visualize the change in wavelength and angle when the speed of sound changes between tissues.
The transmittance angle can be calculated to understand if it is larger or smaller than the incidence angle, which helps in creating an ultrasound image.
The presentation concludes with a discussion on the attenuation of sound, which is the next topic to be covered.
A question bank is recommended for those studying for an ultrasound Physics Exam or a radiology Physics Exam.
The presenter bids farewell to the audience, indicating the end of the current discussion.
Transcripts
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