When deriving the spatial QRS-T angle from the 12-lead electrocardiogram, which transform is more Frank: regression or inverse Dower?
被引:59
作者:
Cortez, Daniel L.
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机构:
NASA, Lyndon B Johnson Space Ctr, Houston, TX 77058 USA
Univ Illinois, Coll Med, Champaign, IL 61820 USA
Univ Illinois, Coll Med, Rockford, IL 61107 USA
Natl Space Biomed Res Inst, Houston, TX USANASA, Lyndon B Johnson Space Ctr, Houston, TX 77058 USA
Cortez, Daniel L.
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Schlegel, Todd T.
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机构:
NASA, Lyndon B Johnson Space Ctr, Houston, TX 77058 USANASA, Lyndon B Johnson Space Ctr, Houston, TX 77058 USA
Schlegel, Todd T.
[1
]
机构:
[1] NASA, Lyndon B Johnson Space Ctr, Houston, TX 77058 USA
[2] Univ Illinois, Coll Med, Champaign, IL 61820 USA
[3] Univ Illinois, Coll Med, Rockford, IL 61107 USA
Introduction: Our primary objective was to ascertain which commonly used 12-to-Frank-lead transformation yields spatial QRS-T angle values closest to those obtained from simultaneously collected true Frank-lead recordings. Materials and Methods: Simultaneous 12-lead and Frank XYZ-lead recordings were analyzed for 100 postmyocardial infarction patients and 50 controls. Relative agreement, with true Frank-lead results, of 12-to-Frank-lead-transformed results for the spatial QRS-T angle using Kors' regression versus inverse Dower was assessed via analysis of variance, Lin's concordance, and Bland-Altman plots. Results: Spatial QRS-T angles from the true Frank leads were not significantly different than those derived from the Kors' regression-related transformation but were significantly smaller than those derived from the inverse Dower-related transformation (P < .001). Independent of method, spatial mean QRS-T angles were also always significantly larger than spatial "maximum" ("peaks") QRS-T angles. Discussion: Spatial QRS-T angles are best approximated by regression-related transforms. Spatial mean and spatial "peaks" QRS-T angles should not be used interchangeably. Published by Elsevier Inc.