Module Three: The Ultrasonic Field Flashcards
What is divergence?
The spreading out of a sound wave from a small source where the smaller the source the more divergence
Huygen’s principle taught us that to limit divergence, we can do what?
We can fire a group of elements that together create a wave front
Near fields have non- uniform Beams as the result of what?
The interference between the wavelets and far fields have uniform beans
The many frequencies from a low q probe also makes the probe less what?
Less uniform
Another way to represent the non-uniformity of the near field is to release it from what?
The intensity differences
What is a grating lobe?
Off axis beams
Between the main beam and the grating lobes which contains more power?
Grating lobes is weaker
In mechanical probes the grating lobes are also called what?
Side lobes
The grating lobes are the result of what?
The length and width vibration of the crystal resulting in crosstalk
Side lobes are the result of what?
Radial mode vibration in the single disc probes
What are the alternate names of the near and far fields?
- Fresnel (near field)
- Fraunhofer (Far field)
The near field is characterized how?
A nearly constant beam
The far field is characterized how?
By a divergent beam width
At one near field length (NZL), even with old flat disc probes, what happens?
There is a natural narrowing of the beam that occurs
What is the transition zone?
The natural narrowing of a beam that occurs at one near field length
What is the crystal diameter at one near field length?
1/2
What is the usable beam shape?
The natural beam shape
What is the formula for near field length?
NZL = (D^2)/ (4*lambda)
D= diameter of the crystal
If we were to rewrite the formula for NZL for soft tissue what would it be?
NZL = ((D^2)(F))/6
recall that lamda = C/F and C is tissue 1.54. 41.54 is 6*
Looking at the formula for NZL what can we say about the relationship of Diameter and Frequency?
It is linear if D or F increase then so does NZL
What is the Fraunhofer zone or far field?
The divergent part of the beam
How do we calculate divergence?
Sin(x) = (1.22*lambda)/D
D is the diameter of the crystal
If we increase the frequency or the diameter of the crystal what will we do to the angle of divergence?
We will decrease the angle of the divergence
Recall just like the NZL formula we should exchange lambda with frequency and Speed of sound to get an alternative formula
sinx = ((1.22*1.54)/((D)(F))
Here we see the effect of diameter on what?
The NZL and angle of divergence
Here we see the effect of frequency on what?
NZL and the angle of divergence
What is aperture?
The part of the probe that controls diameter
As the depth of the focus increases what happens to the aperture?
The Apeture increases to maintain a relatively consistent beam width at the focus
We can only focus in which field?
Near
What does this picture show us?
The manipulation of delayed firing to adjust the focus of the beam. Area of focus is the small black dot
The prime reason for focusing is to do what?
Improve our lateral resolution