Part I Flashcards
-oscillation accompanied by the transfer of energy that travel through a medium or a vacuum
-has cyclic variations
Waves
the back and forth movement at a regular speed
Oscillation
-any sequence of changes in molecular motion
-one compression and one rarefaction
Cycle
transmittal to distant regions remote from the sound source
Propagation
2 Types of Propagation
Compression
Rarefaction
-area of longitudinal wave where particle are spread apart (low pressure)
-occurs after compression, compressed particles intransfer energy
Rarefaction
-area of the longitudinal wave where where particle are close together (high pressure) ex. soundwave
-mechanical deformation
Compression
2 Types of Wave
Longitudinal Wave
Transverse Wave
particle in the medium oscillates in the same direction as the wave energy propagation or PARALLEL with each other
Longitudinal Wave
oscillates PERPENDICULAR to the direction as the wave displacement (perpendicular with velocity of propagation)
Transverse Wave
series of compression and rarefaction, wave front - longitudinal waves
Sound
reflection of incident energy pulse
Echoes
T/F sound waves travel faster in solid than in gas
True
4 Acoustic Variables
Pressure
Density
Temperature
Distance (Particle Motion)
[acoustic variable]
-concentration of force
-force divided by the area in a fluid
-Pascal = 1 N/m²
-atm = 760 mmHg
-kg/ms² or lbs/in²
Pressure
[acoustic variable]
-concentration of medium particles (matter)
-kg/m²
Density
[acoustic variable]
-warming of particle within energy
-C°, F°, K
Temperature
[acoustic variable]
-particle displacement between wave
-m, ft
Distance
normal audible sound (Hz)
20 to 20, 000 Hz
-low frequency sound
-below 20 Hz
Infrasound
-above 20,000 Hz or 20 kHz
-frequency greater than upper limit of the human hearing range
Ultrasound
-utilize 3 to 10 MHz
-uses ultrasound energy and acoustic properties of the body to produce image
Diagnostic Ultrasound
utilize 15 to 20 MHz
Therapeutic Ultrasound
-(a) pulse transmitted through medium, (b) reach tissue (c) create echoes, (d) sound is reflected
-acquire and record echoes arising from tissue interfaces
-construct “acoustic map” of tissues
Pulse Echo
[year; animal]
-naturally occurring animals produces ultrasounds
-has transceivers
1790-Bats
[year; person]
-discovered Piezoelectric Effect
1880-Pierre Curie
‘piezin’ Greek work, means [.. ]
To press
polarization of substances when they are pressed
Piezoelectric Effect
basic fundamental principle of ultrasound
Polarization
[year; person]
-published about high frequency; sound and the possibility of using sound to produce images
Roentgen
-“HEART” of ultrasound
-can transmit and receive sound
Transducer
first transducer used to detect icebergs
Hydrophone
-first active material in transducer
-first piezoelectric material used in transducer
-when hit with electricity, it will produce sound waves
-can produce and receive sound
Quartz
[event]
-developed SONAR (Sound Navigation and Ranging)
-bombard the ocean depths to know the presence of enemies
WWI
[year; used in..]
-transducer used in industry as a testing agent
1940s- frictional heat for sealing thermal plastic package
[year]
-ultrasound used in field of medicine
1950s
[year]
-first ultrasound machine
-big as an iron
1980s
2 Types of Biological Effects
Thermal Effects
Mechanical Effects
-biologic tissues absorb ultrasound energy and convert it to heat
-dependent in rate of heart deposition and heat removal dissipation
Thermal Effects
-dependent/determined on ultrasound intensity and absorption co-efficient of tissues
-ex. bone - high absorption co-efficient
heat deposition
-tissue temperature rises 1-2° (below damaging level)
Diagnostic Ultrasound
can apply damaging levels with high frequency and longer pulse duration
Some Doppler Instruments
-radiation pressure is an effect of [..]
Mechanical Effect
movement of particles in the medium or a torque of the tissue structures in the acoustic streaming
Radiation Pressure
steady circulatory flow
Acoustic Streaming
-sonically generated activity of highly compressible bodies composed of gas and/or vapor
-by high energy deposition over a sort period (short pulses)
Cavitation
2 Types of Cavitation
Stable Cavitation
Transient Cavitation
peak pulse needed to power for transient cavitation to occur
1kW/cm²
High Power Levels/Longer Duration Doppler Studies
[two damages]
Macroscopic Damage
Microscopic Damage
[damage] ex. rupturing of blood vessels, lower duration doppler studies, breaking up of cells
Macroscopic Damage
[damage] ex. breaking of chromosomes, changes in cell mitotic index
Microscopic Damage
below threshold for known adverse effects
Typical Doppler Studies
no bioeffects below an ISPTA (Intensity Spatial Peak Temporal Average) of [..]
100 mW/cm²
waves formed by variations in acoustic variable
Soundwaves
-particle motion parallel to wave motion
-used in soundwaves
Longitudinal Waves
-sound waves are classified as [..]
-requires medium to travel
-carry energy not matter
-travel in straight lines
Mechanical Waves
EXPLAIN Piezoelectric Effect
- Conversion of electrical energy to mechanical energy TRANSMISSION of the sound beam
- Conversion of mechanical energy to electrical energy RECEIVING the reflected beam information - analyzed by the UTZ machine
vibrates to emit mechanical sound/pressure waves (UTZ waves) when electricity is applied to it
Piezoelectric Crystal
Two Types of Wave Production
Continuous Wave Production
Pulse Wave Production
[wave production]
-more efficient
-requires two piezoelectric elements, one to transmit and one to receive
Continuous Wave Production
[wave production]
-uses one piezoelectric element and alternates using it to transmit and receive soundwaves
Pulse Wave Production
-λ
-distance travelled by one cycle
-distance between rarefaction and compression or between crests
-mm or um
Wavelength
-f
-no. of complete cycles per second
-Hz
Frequency
-T (Time)
-time duration of one cycle
-T=1/f
-inversely proportional with frequencies
-sec,ms,um
Period
-c
-speed at which the pressure wave ,oves through the medium
-largely determined by resistance of a medium to compression
Propagation Velocity
propagation velocity formula:
-c = λf
-c = √B/p
B (bulk modulus) -stiffness of a medium and resistance to compression
p (density)
Relationships of Propagation Velocity
↑Compressibility - c↓
↑Stiffness - c↑
↑Density - c↓
resistance to bend of medium
Stiffness
[propagation velocity]
AIR
330c
[propagation velocity]
LUNG
600c
[propagation velocity]
FAT
1,450c
[propagation velocity]
WATER
1,480c
[propagation velocity]
SOFT TISSUE
1,540c
[propagation velocity]
KIDNEY
1,565c
[propagation velocity]
LIVER
1,555c
[propagation velocity]
MUSCLE
1,600c
[propagation velocity]
BONE
4,080c
λ = c/f
Determined by frequency and speed
Determines spatial resolution along the direction of the beam
Ultrasound wavelength
p
Caused by particle displacement and pressure variation in the propagation medium
Pa= 1N/m2
14.7 psi
Pressure amplitude
Peak maximum or peak minimum value from the average pressure on medium
Pressure amplitude
Pressure amplitude of diagnostic ultrasound beams
1 MPa
Rate of energy production, absorption or flow
Watt (W) = J/s
Power
I
Loudness,distribution of particles
Amount of power per unit area
1 W/cm2 = P/cm2
Intensity
Wave interference patterns
Constructive
Distractive
Complex
2 waves with the same frequency and phase, result in a higher amplitude wave
Constructive
Waves of phase result in a lower amplitude output wave
Disruptive
Waves of different frequencies interact resulting in areas of higher and lower amplitude
Complex
Negative ratio of stress
Bulk Modulus
T/F - Decibel signal is attenuated; + signal is amplified
True
All transmitted waves emit smaller wavelets that also emit soundwaves
Huygen’s Principles
Composed of dipolar molecules
Crystalline materials
Natural materials [piezoelectric]
Quartz t
Tourmaline
Rochelle Salt
Synthetic materials [piezoelectric]
Lead zirconate titanate
Barium titanate
Lead metaniobate
Ammonium dihydrogen phosphate
Lithium sulphate
Intermittently transmitted
Listening time - majority of he time
Receiving reflective echoes
Pulse wave production
Number of cycles in a pulse
Time from beginning until end of pulse
Pulse duration
Wavelength times the number of cycles in a pulse
Physical length of pulse
Pulse duration
Pulse duration plus listening time
Time from the onset of pulse until the start of the next pulse
Pulse repetition period
Percentage of time that the transducer is emitting soundwaves
DF =PD/PRP
Duty Factor
Duty factor in [pulse prod.] [continuous prod.]
Pulse wave -low in DF bc majority is listening time rather than emitting
Continuous wave - 1 bc always emit soundwaves
Pulse Wave Intensities
I SPTP
I SPTA
I SATP
I SATA
I SPPA
I SAPA
S- Spatial
P- Peak/Pulse
A- Average
T- Temporal
Interaction of UTZ with Matter
Absorption
Reflection
Refraction
Attenuation
Conversion of energy of soundwaves to heat within the medium
[proportional with frequency]
Can cause thermal effects
Absorption
z
Give rise to differentiation in transmission and reflection of ultrasound energy
Acoustic Impedence
Only process where sound energy is dissipated into a medium
Absorption
Explains how particles of a substance behave when subjected to pressure waves
Z=pc
Kg/m2/s
Acoustic impedance
Differences between acoustic impedance at the interface
Determine the amount of energy reflected at the interface
Impedance mismatch
determined by the size and surface features of the interface
Reflection
A fraction of incident energy reflected by the acoustic interference
R (reflection coefficient)
Types of Reflectors
Speculation reflectors
Diffuse Reflectors
Large and relatively smooth interfaces
Reflects sounds like a “Mirror”
Speculation reflectors
Specular reflector examples
Diaphragm, urine filled bladder, endometrial stripe
T/F Echoes return to transducers only if the sound beam is perpendicular to the interface
True
smaller interfaces of the body where most echoes arise
Echoes are scattered in all directions
Diffuse reflectors
Major interaction of reflected beams
Occurs at the interface between two dissimilar materials
Reflection
Mediums used in reflection
Medium 1: KY jelly
Medium 2: Skin of interest
Change in direction of the soundwave when passing through tissues with different propagation velocities
Governed by Snell’s Law
One of the cause of misinterpretation
Refraction
Nonspecular reflection
Responsible for creating echoes of internal organs
Scattering
Scattering is prominent in these organs
Kidney
Pancreas
Spleen
Liver
Explain SNELL’S LAW
For a given pair of media, the ratio of the series of angle of incidence Ø1 and angle of refraction Ø2 is equal to the ratio of phase velocities (c1/c2)
Loss/transfer of energy to tissue as sound passes through it
Combined effects of absorption, refraction and scattering
Attenuation
No echo
Fluid bile (lipids), blood (hemorrhage)
Anechoic
Low echogenicity
Fats
Hypoechoic
Similar echogenicity
Isoechoic
Moderate to high echogenecity
Stones, fibrous plaques
Hyper echoic/echogenic
Strongly echogenic with acoustic shadow
Stone bone
Calcified
Not uniform or diverse in echogenicity
Inhomogenous/heterogenous
Mixed echogenicity
Solid and cystic components
Complex