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Depolarization changes during acute myocardial ischemia by evaluation of QRS slopes: Standard lead and vectorial approach

Abstract:

Diagnosis and risk stratification of patients with acute coronary syndromes can be improved by adding information from the depolarization phase (QRS complex) to the conventionally used ST-T segment changes. In this study, ischemia-induced changes in the main three slopes of the QRS complex, upward (XUS) and downward (XDS) slopes of the R wave as well as the upward (ITS) slope of the terminal S wave, were evaluated as to represent a robust measure of pathological changes within the depolarization phase. From ECG recordings both in a resting state (control recordings) and during percutaneous coronary intervention (PCI)-induced transmural ischemia, we developed a method for quantification of IUS, IDS, and ITS that incorporates dynamic ECG normalization so as to improve the sensitivity in the detection of ischemia-induced changes. The same method was also applied on leads obtained by projection of QRS loops onto their dominant directions. We show that IUS, IDS, and ITS present high stability in the resting state, thus providing a stable reference for ischemia characterization. Maximum relative factors of change (RI) during PCI were found in leads derived from the QRS loop, reaching 10.5 and 13.7 times their normal variations in the control for IUS and IDS, respectively. For standard leads, the relative factors of change were 6.01 and 9.31. The ITS index presented a similar behavior to that of IDS. The timing for the occurrence of significant changes in IUS and IDS varied with lead, ranging from 30 s to 2 min after initiation of coronary occlusion. In the present ischemia model, relative IDS changes were smaller than ST changes in most leads, however with only modest correlation between the two indices, suggesting they present different information about the ischemic process. We conclude that QRS slopes offer a robust tool for evaluating depolarization changes during myocardial ischemia. © 2011 IEEE.