J Cardiovasc Ultrasound.  2018 Mar;26(1):33-39. 10.4250/jcu.2018.26.1.33.

Impact of a Geometric Correction for Proximal Flow Constraint on the Assessment of Mitral Regurgitation Severity Using the Proximal Flow Convergence Method

Affiliations
  • 1Division of Cardiology, Department of Internal Medicine, Gyeongsang National University School of Medicine, Gyeongsang National University Changwon Hospital, Changwon, Korea.
  • 2Cardiac Imaging Center, Asan Medical Center Heart Institute, University of Ulsan College of Medicine, Seoul, Korea. jksong@amc.seoul.kr
  • 3Division of Cardiology, Department of Internal Medicine, Chungnam National University Hospital, Daejeon, Korea.

Abstract

BACKGROUND
Overestimation of the severity of mitral regurgitation (MR) by the proximal isovelocity surface area (PISA) method has been reported. We sought to test whether angle correction (AC) of the constrained flow field is helpful to eliminate overestimation in patients with eccentric MR.
METHODS
In a total of 33 patients with MR due to prolapse or flail mitral valve, both echocardiography and cardiac magnetic resonance image (CMR) were performed to calculate regurgitant volume (RV). In addition to RV by conventional PISA (RV(PISA)), convergence angle (α) was measured from 2-dimensional Doppler color flow maps and RV was corrected by multiplying by α/180 (RV(AC)). RV measured by CMR (RV(CMR)) was used as a gold standard, which was calculated by the difference between total stroke volume measured by planimetry of the short axis slices and aortic stroke volume by phase-contrast image.
RESULTS
The correlation between RV(CMR) and RV by echocardiography was modest [RV(CMR) vs. RV(PISA) (r = 0.712, p < 0.001) and RV(CMR) vs. RV(AC) (r = 0.766, p < 0.001)]. However, RV(PISA) showed significant overestimation (RV(PISA) - RV(CMR) = 50.6 ± 40.6 mL vs. RV(AC) - RV(CMR) = 7.7 ± 23.4 mL, p < 0.001). The overall accuracy of RV(PISA) for diagnosis of severe MR, defined as RV ≥ 60 mL, was 57.6% (19/33), whereas it increased to 84.8% (28/33) by using RV(AC) (p = 0.028).
CONCLUSION
Conventional PISA method tends to provide falsely large RV in patients with eccentric MR and a simple geometric AC of the proximal constraint flow largely eliminates overestimation.

Keyword

Mitral regurgitation; Regurgitant volume; Proximal flow convergence; Echocardiography; Cardiac magnetic resonance image

MeSH Terms

Diagnosis
Echocardiography
Humans
Methods*
Mitral Valve
Mitral Valve Insufficiency*
Prolapse
Stroke Volume

Figure

  • Fig. 1 A representative case showing the measurement of the RV using the conventional PISA method (A), the angle-corrected PISA (B), and cardiac magnetic resonance image (C). PISA: proximal isovelocity surface area, RV: regurgitant volume, AC: angle correction, MR: mitral regurgitation, EDV: end-diastolic volume, ESV: end-systolic volume, ERO: effective regurgitant orifice, TVI: time-velocity integral.

  • Fig. 2 Quantitative comparison of RV as determined by CMR (RVCMR) and echocardiography before (RVPISA) (A) and after the AC of the PISA method (RVAC) (B). CMR: cardiac magnetic resonance image, RV: regurgitant volume, PISA: proximal isovelocity surface area, AC: angle correction, CI: confidence interval.

  • Fig. 3 Bland-Altman plot showing the difference of RV as determined by CMR (RVCMR) and echocardiography before (RVPISA) (A) and after the AC of the PISA method (RVAC) (B). CMR: cardiac magnetic resonance image, RV: regurgitant volume, PISA: proximal isovelocity surface area, AC: angle correction.

  • Fig. 4 Comparison of mitral regurgitation severity: CMR vs. conventional PISA (A) and CMR vs. angle-corrected PISA (B). CMR: cardiac magnetic resonance image, PISA: proximal isovelocity surface area, AC: angle correction.


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