El-Sayed H. Ibrahim1, Scott Swanson1, Jadranka Stojanovska1, Claire Duvernoy1, and Rodica Pop-Busui1
1University of Michigan, Ann Arbor, MI, United States
Synopsis
MRI tagging is a
valuable method for evaluating regional heart function. This study compares the
harmonic-phase (HARP) and sine-wave modeling (SinMod) tagging analysis
techniques for evaluating myocardial strain and torsion in healthy controls and
type-1-diabetes patients. All SinMod measurements were significantly larger
than those by HARP. Nevertheless, there existed consistency in the measurements
by each technique, as seen by the good correlation between the HARP and SinMod
measurements in both normals and patients, except for apical strain (patients
and controls) and mid-ventricular strain in patients. The inter-observer agreement
was better in SinMod than in HARP for both torsion and strain. BACKGROUND
MRI tagging is a valuable method for evaluating regional
heart function. Currently, there are a number of different techniques for
analyzing the tagged images, which are based on different analysis algorithms.
The purpose of this study is to compare the harmonic-phase (HARP) and sine-wave
modeling (SinMod) tagging analysis techniques for evaluating myocardial strain
and torsion in healthy controls (HC) and patients with type-1 diabetes (T1DM).
METHODS
HARP isolates the harmonic signal peak in the k-space of the
tagged image and constructs a harmonic-phase (HARP) image, as illustrated in
Figure 1. The basic underlying principle of HARP tracking is that harmonic
phase is an imposed material property.1 Therefore, by tracking the
harmonic phase vector of each pixel over time, one can track the position and,
by extension, the displacement of each material point over time. The SinMod
technique is a frequency-based method for extracting myocardial motion from the
tagged images based on sinusoidal approximation.2 In SinMod, the
intensity distribution in the neighborhood of each pixel is modeled as a
summation of sinusoidal wavefronts, which are locally attached to the moving
myocardial tissue. For each sinusoidal wave, the displacement perpendicular to
the wavefront is estimated for each pixel, resulting in a map showing this
displacement component. The flowchart of the SinMod algorithm is shown in
Figure 2.
Thirteen
T1DM patients and eight matched HC (Table 1) underwent MRI exam that included
cine; tagged; and mitral flow images, which were analyzed to measure
ventricular mass and ejection fraction (EF); myocardial strain and ventricular
torsion (= (basal rotation -
apical rotation) / base-to-apex distance); and mitral early-to-atrial flow rate (E/A; as a measure of diastolic
dysfunction), respectively. The tagged images were analyzed by two experts
using the Diagnosoft HARP and inTag SinMod software packages (Figure 3). The
tagging analysis was conducted on short-axis slices at the base,
mid-ventricular, and apical levels to measure circumferential strain and
apical-to-base torsion. Correlation analysis was conducted to evaluate the
relationship between HARP and SinMod measurements and to study inter-observer
agreements. Student’s t-test was conducted to evaluate the significance of the
measurements’ differences between HARP and SinMod and between HC and T1DM (P<0.001
was considered significant).
RESULTS
As shown in Table 2, all SinMod measurements were
significantly (P<0.001) larger than those by HARP. Nevertheless, there
existed consistency in the measurements by each technique, as seen by the good
correlation between the HARP and SinMod measurements in both controls and
patients, except for apical strain (in both patients and controls) and
mid-ventricular strain in patients. Further, the two techniques resulted in
close P values (show on Table 2) between the measurements in both patients and
controls, except for apical strain and torsion. All the measurement differences
were insignificant between the patients and controls. Overall inter-observer correlations were
acceptable, except for a few outliers in the data. The inter-observer agreements
were similar in the patients and controls. For all studied subjects, the
inter-observer correlation coeficients for HARP/SinMod were 0.71/0.79,
0.75/0.82, 0.69/0.45, 0.72/0.74, and 0.88/0.79 for basal strain,
mid-ventricular strain, apical strain, global strains, and apical-to-basal
torsion, respectively. All correlations between inter-observer measurements were
significant (P<0.001), except for SinMod apical strain where P=0.04.
DISCUSSION and CONCLUSIONS
The results showed measurements’ exaggeration by SinMod
compared to HARP. However, there existed consistency in the measurements by
each technique, as described in the Results section. Most differences occurred
in apical measurements, which can be attributed to the small anatomical size
(i.e. fewer taglines across the heart wall) and lower image quality in apical
images. The insignificant differences between the patients and HC are not
unexpected in T1DM due to the patients’ young age and nature of the disease,
e.g. compared to type-2 diabetes. The
inter-observer agreement was better in SinMod than in HARP for both torsion and
strain (except at apex). Generally, the inter-observer correlation was better
for global than segmental measurements, and for basal and mid-ventricular than
apical strain.
In a previous study,3
the SinMod technique has been compared to HARP for assessing mid-ventricular
strain, where the results showed good agreement for measuring global strain,
although the agreement on the segmental level was substantially lower. Alternatively,
our study investigated the techniques’ performance for measuring strain at
different levels (basal, mid-ventricular, apical) as well as apical-to-basal
torsion, which provides more detailed analysis of the HARP and SinMod differences.
In conclusion, care should be taken
not to mix measurements from different tagging analysis techniques, especially
in longitudinal or multi-center studies, as the measurement differences could
be related to the implemented techniques, not to real differences between
studied subjects.
Acknowledgements
Funding from NIH R01-HL-102334.References
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F. W. Prinzen, T. Delhaas, et al. Mapping displacement and deformation of the
heart with local sine-wave modeling. IEEE
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Miller, A. Borg, D. Clark, et al. Comparison
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