D. Sapoznikov et al., DIFFERENTIATION OF PERIODIC FROM NONPERIODIC LOW-FREQUENCY HEART-RATEFLUCTUATIONS, Computers and biomedical research, 27(3), 1994, pp. 199-209
Periodic low-frequency (LF) fluctuations of heart rate (HR) may be of
diagnostic and prognostic value in diverse pathologic cardiopulmonary
conditions. Two principal components of LF HR rate variations may be d
istinguished: periodic fluctuations and nonperiodic, nonstationary cha
nges. The frequency content of these two components may overlap consid
erably. In order to avoid a tedious work-intensive visual analysis an
efficient computer-based method for detection, differentiation, and qu
antitation of these signals is required. Two methods for separating pe
riodic from nonperiodic KR changes are presented, namely, detrending a
nd bandwidth (BW) calculation. A group of healthy individuals was eval
uated in order to assess these methods in individuals with significant
LF periodic episodes (15 patients) contrasted to those without LF per
iodic episodes (94 patients). The commonly used method of detrending c
onsists of a fitted polynomial which by subtraction removes low freque
ncies originating from nonstationary changes without affecting periodi
c fluctuations. We found, however, that the frequencies involved in no
nstationary and periodic fluctuations often overlap and thus the detre
nding method may not be highly efficient. In a second method we postul
ated different shapes for power spectrum curves of periodic and nonper
iodic episodes. This latter method is based on BW calculation of the L
F component of the R-R power spectrum and proved to be more efficient
in detecting periodic episodes. It showed higher significance levels f
or the difference between the periodic and nonperiodic groups when the
BW or the ratio between peak power and BW in the LF range was used. T
his new, alternative detection method may be employed in further studi
es which seek to elucidate the clinical relevance of the LF range and,
in particular, the mechanisms for such long-wavelength periodic fluct
uations. (C) 1994 Academic Press, Inc.