Zi-Yi Gu1, Wei-Bo Chen2, Yong-Yi Wang1, and Lian-Ming Wu3
1Department of Cardiovascular Surgery, Shanghai Jiao Tong University School of Medicine Affiliated Renji Hospital, Shanghai, China, 2Philips Healthcare, Shanghai, China, 3Department of Radiology, Shanghai Jiao Tong University School of Medicine Affiliated Renji Hospital, Shanghai, China
Synopsis
Keywords: Heart, Heart, HFpEF
HFpEF patients with multivessel CAD have changes in
myocardial trabecular complexity. The left ventricular FD obtained with fractal
analysis can reflect the complexity of myocardial trabecular and has an
independent predictive value for the diagnosis of HFpEF in patients with
multivessel CAD. Including FD into the diagnostic model can help improve the
diagnosis.
Introduction
Ischemic
coronary artery disease is one of the risk factors of heart failure (HF). Heart
failure with preserved ejection fraction (HFpEF) is a form of HF whose
incidence is steadily increasing every year1. HFpEF is
thought to be related to multivessel coronary artery disease2, but has been
rarely studied3. The diagnosis of
HFpEF is challenging as it requires an evaluation of clinical history, physical
examination, natriuretic peptide testing, echocardiographic data, and invasive
catheterization testing to demonstrate poor cardiac output4.
Endocardial
trabecula is a complex myocardial network extending into two ventricles. Simulation
data have shown that trabeculae affect hemodynamics and improve mechanical
efficiency5,6. The varicose
morphology of left ventricular trabecular network is related to hemodynamic
factors. It is a variable phenotype and is associated with cardiac load7.
Fractal analysis
is a sensitive, automated, and highly reproducible method for detecting subtle
changes in endocardial trabeculae8. With cardiac
magnetic resonance short-axis cine sequences, the fractal dimension (FD)
representing the complexity of the trabeculae can be calculated to determine
their morphological changes. The aim of this study was to understand the
complex changes in endocardial trabeculae with fractal analysis in the HFpEF
patients with multivessel coronary artery disease. The results of this study
provide novel imaging characteristics for disease diagnosis.Methods
Fractal analysis
was performed by a custom-written code (FracAnalyse) in MATLAB (Math Works
Inc.), which has been validated in several studies9. For each slice,
the analysis procedure includes three steps: First, a region of interest was
selected outside the LV endocardial border on short-axis cine stacks at
end-diastole. Then, endocardial border was extracted using
an image segmentation algorithm. Third, the FD value was calculated using a
box-counting approach. Global FD was defined as an average of all FD in all
measured slices. Maximal Basal FD and Maximal Apical FD were defined as the
maximal value of the basal and apical slices of the ventricle. Mean Basal FD
and Mean Apical FD were defined as the average values of the corresponding
slices.Results
Compared to the healthy group, global FD and mean basal FD were significantly higher in
HFpEF-CAD patients (p<0.05), while no difference was seen in non-HFpEF-CAD
patients. Compared with non-HFpEF-CAD patients, global FD,
maximal basal FD, and mean basal FD were significantly elevated in HFpEF-CAD patients (p< 0.05, Table 1). In the univariate logistic regression analysis, we included
the traditional risk factors for HFpEF10, extent of
coronary artery disease, CMR parameters, and FD as exposure factors (Table 2).
The results of the analysis
showed that global FD, maximal basal FD, and mean basal FD were significant univariate
predictors, while maximal apical FD and mean apical FD were not. Significant univariate parameters were added to
the multivariate logistic regression analysis. Maximal basal FD and mean basal FD were identified as significant
multivariate predictors.
The value of FD for diagnosing HFpEF in patients with
multivessel coronary artery disease was assessed. Compared with the conventional model,
incorporation of global FD, maximal basal FD, and mean basal FD into the
prediction model improved the Harrell's C-index, while the simultaneous
inclusion of the three FD led to the highest Harrell's C-index (Table 3).
Moreover, the prediction model including FD also showed better goodness-of-fit
(-2 log likelihood ratio test; p < 0.05, Figure 2). These results suggested
that FD helps to improve the diagnostic model for HFpEF in patients with
multivessel coronary artery disease.Discussion
The incidence of HFpEF is increasing and 4.9% of the
general population over 60 years of age is diagnosed with HFpEF11. No effective
treatment has been identified to date, possibly due to the pathophysiological
heterogeneity within the broader clinical spectrum. Therefore, effective
diagnostic methods are needed to facilitate individualized treatment4. Excessive
proliferation of ventricular trabeculae has been found to be associated with
multivessel CAD12-14. Given that
left ventricular compensation is inevitable for the heart to maintain normal
ventricular function, trabecular hyperplasia and changes in complexity will be
potentially used for early diagnosis in patients with HFpEF15. Fractal
analysis has been demonstrated as a reliable method to assess trabecular
complexity in several studies16-18. In this study, LV global FD and mean basal FD showed
significant differences in HFpEF patients, but the difference in global FD was
not statistically significant in logistic regression analysis, possibly due to
the major compensatory function occurring in the middle or basal of the left
ventricle during maintenance of LV function. Wang19 et al.
estimated diastolic myocardial stiffness and stress by personalized
biomechanical modeling and analysis techniques. They found that heart failure
patients had higher myofiber stress in mid-ventricular region. This is consistent
with our finding. The accuracy and
goodness-of-fit of the model was improved before including FD into the
diagnostic model, especially for mean basal FD. The combined inclusion of three
FD yielded the best diagnostic model.Conclusion
In summary, HFpEF
patients with multivessel CAD have changes in myocardial trabecular complexity.
The left ventricular FD obtained with fractal analysis can reflect the
complexity of myocardial trabecular and has an independent predictive value for
the diagnosis of HFpEF in patients with multivessel CAD. Including FD into the
diagnostic model can help improve the diagnosis.Acknowledgements
We are very grateful to the Philips
Healthcare team for their support in image analysis.References
1.Zhang,
X. et al. A Bibliometric Analysis of
Heart Failure with Preserved Ejection Fraction From 2000 to 2021. Curr Probl Cardiol, 101243, doi:10.1016/j.cpcardiol.2022.101243
(2022).
2.Hwang,
S. J., Melenovsky, V. & Borlaug, B. A. Implications of coronary artery
disease in heart failure with preserved ejection fraction. J Am Coll Cardiol 63,
2817-2827, doi:10.1016/j.jacc.2014.03.034 (2014).
3. Patel,
M. R. et al.
ACC/AATS/AHA/ASE/ASNC/SCAI/SCCT/STS 2017 Appropriate Use Criteria for Coronary
Revascularization in Patients With Stable Ischemic Heart Disease: A Report of
the American College of Cardiology Appropriate Use Criteria Task Force,
American Association for Thoracic Surgery, American Heart Association, American
Society of Echocardiography, American Society of Nuclear Cardiology, Society
for Cardiovascular Angiography and Interventions, Society of Cardiovascular
Computed Tomography, and Society of Thoracic Surgeons. J Am Coll Cardiol 69,
2212-2241, doi:10.1016/j.jacc.2017.02.001 (2017).
4.Borlaug,
B. A. Evaluation and management of heart failure with preserved ejection
fraction. Nat Rev Cardiol 17, 559-573,
doi:10.1038/s41569-020-0363-2 (2020).
5.Kulp,
S. et al. Using high resolution
cardiac CT data to model and visualize patient-specific interactions between
trabeculae and blood flow. Med Image
Comput Comput Assist Interv 14,
468-475, doi:10.1007/978-3-642-23623-5_59 (2011).
6.Fatemifar,
F., Feldman, M., Clarke, G., Finol, E. A. & Han, H. C. Computational
modeling of human left ventricle to assess the role of trabeculae carneae on
the diastolic and systolic functions. J
Biomech Eng, doi:10.1115/1.4043831 (2019).
7.Captur,
G., Syrris, P., Obianyo, C., Limongelli, G. & Moon, J. C. Formation and
Malformation of Cardiac Trabeculae: Biological Basis, Clinical Significance,
and Special Yield of Magnetic Resonance Imaging in Assessment. Can J Cardiol 31, 1325-1337, doi:10.1016/j.cjca.2015.07.003 (2015).
8.Captur,
G. et al. Quantification of left
ventricular trabeculae using fractal analysis. J Cardiovasc Magn Reson 15,
36, doi:10.1186/1532-429X-15-36 (2013).
9.Yu,
S. et al. Correlation between left
ventricular fractal dimension and impaired strain assessed by cardiac MRI
feature tracking in patients with left ventricular noncompaction and normal
left ventricular ejection fraction. Eur
Radiol 32, 2594-2603,
doi:10.1007/s00330-021-08346-2 (2022).
10.Pieske,
B. et al. How to diagnose heart
failure with preserved ejection fraction: the HFA-PEFF diagnostic algorithm: a
consensus recommendation from the Heart Failure Association (HFA) of the
European Society of Cardiology (ESC). Eur
Heart J 40, 3297-3317,
doi:10.1093/eurheartj/ehz641 (2019).
11.van
Riet, E. E. et al. Epidemiology of
heart failure: the prevalence of heart failure and ventricular dysfunction in
older adults over time. A systematic review. Eur J Heart Fail 18,
242-252, doi:10.1002/ejhf.483 (2016).
12.Patel,
A. R. & Mor-Avi, V. Are trabeculae and papillary muscles an integral part
of cardiac anatomy: or annoying features to exclude while tracing endocardial
boundaries? JACC Cardiovasc Imaging 5, 1124-1126,
doi:10.1016/j.jcmg.2012.06.008 (2012).
13.Chuang,
M. L. et al. Correlation of
trabeculae and papillary muscles with clinical and cardiac characteristics and
impact on CMR measures of LV anatomy and function. JACC Cardiovasc Imaging 5,
1115-1123, doi:10.1016/j.jcmg.2012.05.015 (2012).
14.Captur,
G. et al. Fractal Analysis of
Myocardial Trabeculations in 2547 Study Participants: Multi-Ethnic Study of
Atherosclerosis. Radiology 277, 707-715,
doi:10.1148/radiol.2015142948 (2015).
15.Brandes,
R., Maier, L. S. & Bers, D. M. Regulation of mitochondrial [NADH] by
cytosolic [Ca2+] and work in trabeculae from hypertrophic and normal rat
hearts. Circ Res 82, 1189-1198, doi:10.1161/01.res.82.11.1189 (1998).
16.Captur,
G. et al. Community delivery of
semiautomated fractal analysis tool in cardiac mr for trabecular phenotyping. J Magn Reson Imaging 46, 1082-1088, doi:10.1002/jmri.25644
(2017).
17.Wang,
J. et al. Fractal Analysis:
Prognostic Value of Left Ventricular Trabecular Complexity Cardiovascular MRI
in Participants with Hypertrophic Cardiomyopathy. Radiology 298, 71-79,
doi:10.1148/radiol.2020202261 (2021).
18.Dawes,
T. J. W. et al. Fractal Analysis of
Right Ventricular Trabeculae in Pulmonary Hypertension. Radiology 288, 386-395,
doi:10.1148/radiol.2018172821 (2018).
19.Wang,
Z. J. et al. Left Ventricular
Diastolic Myocardial Stiffness and End-Diastolic Myofibre Stress in Human Heart
Failure Using Personalised Biomechanical Analysis. J Cardiovasc Transl Res 11,
346-356, doi:10.1007/s12265-018-9816-y (2018).