1/30
Looks like no tags are added yet.
Harmonic imaging
image created by reflections at 2x fundamental/transmitted frequency
image created using harmonic frequencies
transmitted/fundamental Frequency
what comes out of the transducer
filtered out of the received F
gets rid of lower frequencies and makes an image with higher frequencies
fundamental image
image created by the fundamental frequency
harmonic frequency
twice fundamental frequency
2x the fundamental frequency
When is harmonic imaging helpful?
When there is noise in the image, or fuzzy
uses the frequencies that are 2x the fundamental image that come back from the transducer to create the image
makes things more clear and crisp
Why don’t we always use harmonic imaging?
it can decrease the frame rate
doubles the pulses
wouldn’t be great for moving structures
Distortion
reduced, improves poor images
What happens to sound waves as they travel through the body?
They change shape and get a little deformed
the deeper it gets the peaks start to lean
as it comes out of the transducer the sound wave starts even but starts to lean forward
like a runner
If the fundamental F goes in at 2 MHz, what will be the harmonic f be when it comes back?
4 MHz
linear behavior
symmetrical or proportional
non-linear behavior
irregular, disproportionate, asymmetrical
needed to create harmonics
tissue harmonics
using harmonic frequencies
taking double the fundamental frequencies to create images with harmonic frequencies
non-linear behavior
sound travels faster through compressions and slower through rarefactions
has an uneven speed
causes change in sound wave shape
With tissue harmonics does the strength of harmonic waves increase or decrese as sound travels through tissue?
increase
Do we get more or less harmonics as we increase the depth the sound waves travels and why?
more
the sound wave changes it shape/ develope more the deeper you travel
eventually the peak will be traveling faster than the valley
Are there harmonics at superficial depths?
no

Which image has the harmonics on?
left
Beam strength when creating harmonics
weak beams= no harmonics
moderately strong beams= tiny amount
strong beams= significant harmonics
What behavior relationship is tissue harmonics and beam strength?
non-linear behavior relationship
Where are harmonics produced?
Along the main axis where beam is stronger
harmonics get rid of side lobes or grating lobes because there is no harmonics in them
less likely to create artifacts
Tissue harmonic imaging
created during transmission of sound, along beam axis
produced by Patient , NOT the TRX
possible bc non-linear behavior in the speed
2 US technologies for harmonics
pulse inversion harmonics and power modulation harmonic imaging
pulse inversion harmonics
sends out a sound wave and a second one that is complete opposite of the first
destructively interfere
fundamental signals cancel and what comes back to transducer is harmonic signals
2 pulses per scan line
separates distorted fundamental f from harmonic f in the receiver
power modulation harmonic imaging
send out two pulses per scan line, one with more power
doubled during reception
it takes out/extracts harmonic signals
eventually cancels out fundamental frequencies
contrast agents
use microbubbles
enhance image quality
strong echogenicity
the contrast helps light up areas of interest
helpful in cardiac wall motion
shows more detail in the mass
microbubbles
gas bubbles in a shell
either injected via iv or ingested
designed to create strong reflection
uses contrast to light it up
microbubbles requirements
safe
metabolically inert (can not reproduce or replicate)
long lasting
strong reflector
small in size (pass through capillaries)
Contrast harmonics
non-linear behavior from microbubbles and sound interacting with it
bubbles oscillate
resonance
non-linear behavior with contrast harmonics
shrink during high pressure point in sound waves
expand during low pressure point in the sound wave
eventually pop
created during reflection
When are contrast harmonics created
reflection
when are tissue harmonics created
transmission
Mechanical index
direct relationship with harmonic production
M depends upon the frequency of transmitted wave and P of the wave
MI = Peak rarefaction pressure/ square root of frequency