TY - JOUR
T1 - A Transverse Oscillation Approach for Estimation of Three-Dimensional Velocity Vectors, Part I: Concept and Simulation Study
AU - Pihl, Michael Johannes
AU - Jensen, Jørgen Arendt
PY - 2014
Y1 - 2014
N2 - A method for 3-D velocity vector estimation us
-
ing transverse oscillations is presented. The method employs
a 2-D transducer and decouples the velocity estimation into
three orthogonal components, which are estimated simultane
-
ously and from the same data. The validity of the method is
investigated by conducting simulations emulating a 32 × 32
matrix transducer. The results are evaluated using two per
-
formance metrics related to precision and accuracy. The study
includes several parameters including 49 flow directions, the
SNR, steering angle, and apodization types. The 49 flow direc
-
tions cover the positive octant of the unit sphere. In terms of
accuracy, the median bias is −2%. The precision of
v
x
and
v
y
depends on the flow angle
β
and ranges from 5% to 31% rela
-
tive to the peak velocity magnitude of 1
m/s. For comparison,
the range is 0.4 to 2% for
v
z
. The parameter study also reveals,
that the velocity estimation breaks down with an SNR between
−6 and −3
dB. In terms of computational load, the estimation
of the three velocity components requires 0.75 billion floating
point operations per second (0.75
Gflops) for a realistic setup.
This is well within the capability of modern scanners.
AB - A method for 3-D velocity vector estimation us
-
ing transverse oscillations is presented. The method employs
a 2-D transducer and decouples the velocity estimation into
three orthogonal components, which are estimated simultane
-
ously and from the same data. The validity of the method is
investigated by conducting simulations emulating a 32 × 32
matrix transducer. The results are evaluated using two per
-
formance metrics related to precision and accuracy. The study
includes several parameters including 49 flow directions, the
SNR, steering angle, and apodization types. The 49 flow direc
-
tions cover the positive octant of the unit sphere. In terms of
accuracy, the median bias is −2%. The precision of
v
x
and
v
y
depends on the flow angle
β
and ranges from 5% to 31% rela
-
tive to the peak velocity magnitude of 1
m/s. For comparison,
the range is 0.4 to 2% for
v
z
. The parameter study also reveals,
that the velocity estimation breaks down with an SNR between
−6 and −3
dB. In terms of computational load, the estimation
of the three velocity components requires 0.75 billion floating
point operations per second (0.75
Gflops) for a realistic setup.
This is well within the capability of modern scanners.
U2 - 10.1109/TUFFc.2013.006237
DO - 10.1109/TUFFc.2013.006237
M3 - Journal article
SN - 0885-3010
VL - 61
SP - 1599
EP - 1607
JO - IEEE Transactions on Ultrasonics, Ferroelectrics and Frequency Control
JF - IEEE Transactions on Ultrasonics, Ferroelectrics and Frequency Control
IS - 10
M1 - 6910371
ER -