Transcript Chapter05_level_1_printable
Ultrasound Physics & Instrumentation
4 th Edition
Volume I Companion Presentation Frank R. Miele Pegasus Lectures, Inc.
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Volume I Outline
Chapter 1: Mathematics Chapter 2: Waves Chapter 3: Attenuation Chapter 4: Pulsed Wave Chapter 5: Transducers Level 1 Level 2 Chapter 6: System Operation Pegasus Lectures, Inc.
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Chapter 5: Transducers - Level 1
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Chapter 5: Transducers
A transducer is any device which converts one form of energy to another form of energy.
nerves lights speakers heaters etc.
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Piezoelectric Effect
Ultrasound transducers use the piezoelectric effect to convert electrical energy into mechanical energy and mechanical energy back into electrical energy.
Electrical to acoustic transformation Acoustic to electrical transformation Pegasus Lectures, Inc.
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Piezoelectric Effect
Fig. 2a Expansion Fig. 2b Contraction Fig. 2c At Rest
(Pg 235)
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Block Analogy of Crystal Oscillation
This analogy is useful to illustrate the concept of the piezoelectric effect. A: At Rest B: Stretched C: Recoiled D: Oscillate E: At Rest B A C Fig. 3:
(Pg 236)
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E D
Crystal Thickness (t) and PW Operating Frequency Longer Period (Lower Frequency)
A thicker crystal “vibrates” at a lower frequency when driven in a pulsed mode. There is therefore an inverse relationship between crystal thickness and operating frequency in a pulsed mode operation.
Thickness (t) Shorter Period (Higher Frequency)
f o
1
thickness
Thickness (t)
Fig. 4:
(Pg 238)
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PW Operating Frequency (Animation)
( Pg 238)
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PW Operating Frequency Equation
thickness
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CW Operating Frequency
In a CW mode of operation, the frequency at which the crystal vibrates is related to the frequency of the electrical drive signal (as visualized in the animation of the next slide).
5 MHz Voltage 5 MHz Acoustic
Fig. 5:
(Pg 239)
10 MHz Voltage 10 MHz Acoustic
f o
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CW Frequency (Animation)
(Pg 239)
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CW Operating Frequency Equation
f o
5 MHz Voltage 5 MHz Acoustic
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Pulse Response
Like a bell when rung, a single pulse produces multiple cycles of ringing (the “impulse response”). The following two figures represent the impulse response for a 2 MHz and a 4 MHz transducer design.
2 MHz 4 MHz Fig. 6:
(Pg 240)
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Single Crystal Dimensions
The diameter of a crystal affects the beamwidth and hence, the focus. The thickness of the crystal affects the operating frequency. These two parameters should not be confused.
thickness (t) Fig. 7:
(Pg 241)
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CW Beamshape
Since CW is continuously transmitting, the wave exists at all locations simultaneously producing a beam similar to that of a flashlight. (As visualized in the animation of the next slide) Depth Fig. 8:
(Pg 241)
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CW Beamshape (Animation)
(Pg 241)
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Fig. 9:
(Pg 242)
PW Beamshape
Depth Depth Depth Unlike CW mode, in PW, the transmit is turned on and off. The beamshape is therefore a “description” of the shape of the path the sound wave travels over time (as visualized in the animation of the next slide).
Depth Depth Depth Pegasus Lectures, Inc.
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PW Beamshape (Animation)
(Pg 242)
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Basic Beam Characteristics
Although greatly simplified, the basic beamshape is helpful in roughly describing the beam parameters. Notice that the beam is approximately half as wide as the crystal diameter at the focus and the same width as the crystal diameter at the twice the focal depth.
Fresnel Zone Fraunhoefer Zone Natural Focus D/2 D NZL = D 2 • f 0 6 2 • Near Zone Length
Fig. 10:
(Pg 243)
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Crystal Diameter and Focus
A larger crystal diameter results in a deeper focus for the same operating frequency.
Deeper Focus Shallower Focus
Fig. 11:
(Pg 244)
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Aperture Effects on Beam Diameter
Notice that increasing the crystal aperture by a factor of 2 increases the focal depth by a factor of 4.
D 2 /2 D 2 D 1 D 2 D 1 /2 D 1 NZL 2 NZL 1 Pegasus Lectures, Inc.
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Quarter Wavelength Matching Layer
The ideal matching layer thickness is one fourth the wavelength (quarter wavelength). With quarter wavelength thickness, the energy that reflects back from the front surface is 180 degrees out of phase with the reflection from the front surface, resulting in destructive interference. This is beneficial since reflections from the matching layer would otherwise obscure the actual desired image from the patient. Fig. 12:
(Pg 246)
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Axial Resolution
The roundtrip effect helps separate by a factor of 2 the echoes returning in the time. Therefore, the resolution in the depth direction is better (less) than the spatial pulse length by a factor of 2. Fig. 13:
(Pg 247)
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Axial Resolution Further Defined
*Higher frequencies have shorter wavelengths improving axial resolution.
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Lateral Resolution and Beamwidth
The lateral resolution equals the lateral beamwidth dimension. If the beam is wider than the distance between two structures, the echo from both structures will overlap, making it impossible to distinguish between the two structures laterally.
Beamwidth
Fig. 14:
(Pg 248)
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Lateral Resolution
*Higher frequencies form narrower beams improving lateral resolution.
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Techniques for Changing Focus
There are four techniques which can be used to change the focus from the natural focus of a crystal design 1. Lenses 2. Curved elements 3. Electronic focusing 4. Mirrors Pegasus Lectures, Inc.
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Use of Lenses for Focusing
Lens Fig. 15:
(Pg 249)
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Curved Surface for Focusing
Concave Surface Fig. 16:
(Pg 250)
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Techniques for Changing Focus
Mirrors were rarely used and not used currently so will not be further discussed. Electronic focusing is discussed in level 2.
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Simple Transducer Block Diagram
The simple block diagram is useful since it illustrates the principal transducer components. You should be able to describe each components purpose and function.
_ Wires + Lens Matching Layer Piezoelectric Crystal Backing Material Fig. 17:
(Pg 250)
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Notes:
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