Sleep EEG and Sleep Regulation
Quantitative methods of signal analysis are the basis to investigate the sleep EEG and to gain insights into sleep regulation. Spectral analysis is frequently applied in sleep research.
The sleep EEG is a non-stationary signal with typical changes as a function of the nonREM-REM sleep cycle. Figure 1 illustrates color-coded power spectra of an entire night. Spectral activity is modulated by the nonREM-REM sleep cycle. Slow-wave activity (SWA; power in the 0.75 - 4.5 Hz range), spindle frequency activity (SFA; 12 - 14 Hz), and alpha activity (8 - 12 Hz) in the first two nonREM sleep episode can be identified in the color plot by presence of warm colors.
|Note:||- highest power in low delta range (< 2 Hz) during slow wave sleep|
|- alpha activity (10 Hz) during slow wave sleep and waking (at 7 h)|
|- spindle frequency activity (appr. 14 Hz) in nonREM sleep|
Processes underlying sleep regulation are illustrated in Figure 2: 1) a homeostatic process responsible for the rise of sleep propensity during waking and its dissipation during sleep; 2) a circadian process that is basically independent of prior sleep and waking, and is responsible for the alternation of periods with high and low sleep propensity; and 3) an ultradian process occurring within the sleep episode representing the alternation of the two basic sleep states nonREM sleep and REM sleep.
By specifying the processes involved in the regulation of sleep, models offer a conceptual framework for the analysis of existing and new experimental data. Various models, in particular the two-process model of sleep regulation, have inspired a considerable number of experiments that allowed to test specific predictions (for an overview see Achermann and Borbély, 2003; Borbély and Achermann, 2005). Recent advances in relating regulatory processes to specific brain mechanisms increase the attractiveness of the modeling approach.
The time course of Process S can be derived from the changes of SWA which exhibits a global declining trend during sleep and whose level in the first nonREM sleep episode increases as a function of the duration of prior waking.
- Achermann P and Borbély AA (2003) Mathematical models of sleep regulation. Frontiers in Bioscience 8: 683-693.
- Borbély AA and Achermann P (2005) Sleep homeostasis and models of sleep regulation. In: Principles and Practice of Sleep Medicine, 4th Edition, Kryger MH, Roth T and Dement WC (Eds.), Elsevier Saunders, Philadelphia, 405-417.
- Borbély AA (1982) A two process model of sleep regulation. Human Neurobiolgy 1:195-204.
- Daan S, Beersma DGM, Borbély AA (1984) Timing of human sleep: recovery process gated by a circadian pacemaker. American Journal of Physiology 246:R161-R178.