Title: A 5-Pulse Sequence for Harmonic and Sub-Harmonic Imaging
1A 5-Pulse Sequence for Harmonic and Sub-Harmonic
Imaging
- W. G. Wilkening1, J. Lazenby2, H. Ermert1
- 1Department of Electrical Engineering,
Ruhr-University, Bochum2Siemens Medical
Systems, Ultrasound Group, P.O. Box 7002,
Issaquah WA 98027, USA
2Outline
- Introduction
- 2-pulse sequence
- 3-pulse sequences
- 5-pulse sequence
- Harmonics, speckle
- Experimental results
- Conclusion and outlook
3Introduction
- Pulse sequences enable non-linear imaging without
a loss in spatial resolution - Multi-pulse sequences can increase the SNR
- Advantages for contrast imaging
- low acoustic power ? increases blood / tissue
contrast, less destruction of microbubbles - Advantages for tissue harmonic imaging
- increased imaging depth
- Disadvantages
- increased sensitivity to motion
42-Pulse SequencePhase Inversion, Pulse
Inversion
- Detects even order harmonics
- Commercially available
5Multi-Pulse Sequences3 Equidistant Phases
- 3-pulse sequence 0, 120, 240
- Coherent summation ? cancellation of 1st and
2nd harmonic
6Multi-Pulse Sequences3 Non-Equidistant Phases
- Non-equidistant phase weighted summation of
echo signals? cancellation of the 1st harmonic - Transmit pulses s1, s2, s3 phases ?1 0, ?2
?3 (symmetric) - Echoes e1, e2, e3
- Weighted sum e a1e1 a2e2 a3e3
- Cancellation of 1st harmonica1 1, a2 a3
f(?2)
7Phases and WeightsMulti-Pulse Sequences with 3
Non-Equidistant Phases
8Choosing Phases / WeightsMulti-Pulse Sequences
with 3 Non-Equidistant Phases
- Preferable weights a2 a3 ? 1
- Efficient detection of 2nd and 3rd harmonic
- Examples
?2 a2 2nd harm. 3rd harm.
60 -1 2 0.75
120 1 0 0.75
72 1.618 3.6 0.9
144 0.618 1.38 0.345
9Subsets in a Sequence of 5 Equidistant Pulses
- 5-pulse sequence
- 5 subsets type A of 3 pulses, ?2 72
- 5 subsets type B of 3 pulses, ?2 144
- Weighted summation for all 10 subsets? subset
echoes - Demodulation of sums
- Summation of demod. subset echoes
10The 0th Harmonic
- For CW signals, a 2nd order non-linearity causes
a DC component and a 2nd harmonic - For broadband signals, the DC component broadens
?? 0th harmonic, propagation possible (f gt 0
Hz) - Phase of the transmitted pulse has no influence
on the phase of the 0th harmonic ? phases of 2nd
and 3rd harmonic in subset echoes vary, phase of
the 0th harmonic remains constant? speckle
reduction
11Spectrum and Phase of the 0th Harmonic
Magnitude Spectrum of a Squared Gaussian Shaped
Pulse
Phase Spectrum of Squared Gaussian Shaped Pulses
12Simulation
original echoes
- Suppression of 1st harmonic
- Reduced speckle ?unprocessed echoesSNRspeckle
1.91after incoh. summationSNRspeckle 2.4
1st harmonicsuppressed
135-Pulse SequenceMeasurement String Target
- Pulse sequence implemented on a Siemens Sonoline
Elegra - Measurements from a string phantom
- Center frequency 7.2 MHz
- Weights optimized for measured amplitudes and
phases
145-Pulse SequenceMeasurements with Levovist
Transducer
- 5-pulse sequence, 2 cycles, 3.6 MHz and 7.2 MHz
- 7.2 MHz linear array
- Tissue phantom with cylindrical hole
ROI 1.1 cm x 4.2 cm
3.6 MHz
String Target
Levovist
Tissue
15Experimental Results7.2 MHz
- B-mode
- Contrast 4 dB
- SNRspeckle 1.8(0.5Â Â 1Â cm)
- Harmonic(all)
- Contrast 14 dB
- SNRspeckle? 3(inc. w. depth)
- Sub-Harmonic
- Contrast 18 dB
50 dB
16Spectrogram1st harmonic suppressed
B-Mode
Sub-Harm.
17Experimental Results, 3.6 MHz1st harmonic
suppressed
- broadband pulses
- transmit spectrum dominated by trans-ducer
characteristics - phase errors increase with frequency
- excitation above resonance frequency of
microbubbles
18Conclusion and Outlook
- 5-pulse sequences
- enable 0th, 2nd and 3rd harmonic imaging
- may be combined with flow imaging (data not
shown) - can be optimized for non-ideal transmit waveforms
- can be implemented on commercial systems
- show the potential to improve SNR and to reduce
speckle - Future work
- real-time acquisitions in vitro and in vivo
- symmetrical 3-pulse sequence for sub- and
ultra-harmonic imaging (0.5f0, 1.5f0, 2.5f0)