| Literature DB >> 33832426 |
Lei Zhang1,2, Shunqin Fan3,2, Jiawei Zhang3,2, Kun Fang3,2, Lei Wang1,2, Yuanyuan Cao1,2, Lijian Chen1,2, Xuesheng Liu1,2, Erwei Gu4,5.
Abstract
BACKGROUND: Highly structured electroencephalography (EEG) oscillations can occur in adults during etomidate-induced general anesthesia, but the link between these two phenomena is poorly understood. Therefore, in the present study, we investigated the electroencephalogram dynamics of etomidate-induced loss of consciousness (LOC) in order to understand the neurological mechanism of etomidate-induced LOC.Entities:
Keywords: EEG; Etomidate; General anesthesia; LOC
Mesh:
Substances:
Year: 2021 PMID: 33832426 PMCID: PMC8028814 DOI: 10.1186/s12871-021-01308-7
Source DB: PubMed Journal: BMC Anesthesiol ISSN: 1471-2253 Impact factor: 2.217
Fig. 1The channel position and the two bipolar frontal channels: F7 and F8, which we used for coherence analysis
Fig. 2Time-frequency analysis of EEG data between the awake period and etomidate-induced LOC. a During the awake period before induction of etomidate (n = 20), slow-wave (< 1.0 Hz) and delta-wave (1.0–4.0 Hz) oscillations were mainly present. b Etomidate-induced LOC (n = 20) yielded an increase in the power of slow waves (< 1.0 Hz), delta waves (1.0–4.0 Hz), theta waves (4.0–8.0 Hz), and alpha waves (8.0–13.0 Hz). c Spectrograms of the awake period. Compared with those during the awake period, the powers of the slow wave (< 1.0 Hz), delta wave (1.0–4.0 Hz), theta wave (4.0–8.0 Hz), and alpha wave (8.0–13.0 Hz) during the etomidate-induced LOC were significantly increased (C: 0–22.97 Hz, 27.28–40.00 Hz; p < 0.001, two-group test for spectra). Median spectra presented with 95 % jackknife CIs. Horizontal solid black lines represent the frequency ranges at which there were significant differences
Fig. 3Frontal-lobe EEG spectrograms in the study of etomidate-induced LOC. a In the etomidate study, the main events are marked on the timeline. b During the study, each patient was instructed to keep their eyes closed and without motion for a period of 3 min before etomidate was administered to induce general anesthesia. The frequency is plotted on the y-axis and time is plotted on the x-axis. The energy or power in the signal is represented by color. As the induction of etomidate began, the slow-wave, delta-wave, and theta-wave oscillations increased. After LOC, the alpha wave oscillation increased
Fig. 4Case selection. Our study initially included 40 individuals between 18 and 65 years old. We excluded 12 patients because of restlessness or other non-cooperative behaviors before anesthesia. We then examined the EEG data of the remaining 28 patients and excluded 8 patients due to poor data quality (Poor electrode contact and other reasons). Ultimately, we analyzed the EEG data from 20 patients
Basic features information of case objects
| Etomidate ( | |
|---|---|
| Sex (male/%) | 8 (40) |
| Age (yr), mean ( | 36 (10) |
| Weight (kg), mean (± SD) | 61 (9) |
| Height (cm), mean (± SD) | 164 (7) |
| Time of LOC (s), mean (± SD) | 168 (7) |
Fig. 5Coherence analysis between the awake period and the period during etomidate-induced LOC. a The coherence analysis of the awake period (n = 20) showed the coherence spectrum in terms of the slow wave (< 1.0 Hz), delta wave (1.0–4.0 Hz), and alpha wave (8.0–13.0 Hz). b The coherence analysis during etomidate-induced LOC (n = 20) shows the coherence spectra in terms of the delta wave (1.0–4.0 Hz), theta wave (4.0–8.0 Hz), and the alpha wave (8.0–13.0 Hz). During the awake period, the coherence of slow waves (< 1.0 Hz) was decreased. c The coherence spectra of the awake period and the period during induced LOC. The alpha wave (8.0–13.0 Hz) coherence is similar in both periods. However, the delta wave (1.0–4.0 Hz) during etomidate-induced LOC was more coherent than during the awake period (1.86–3.17 Hz, two-group test for coherence, p < 0.001). Median coherence is presented with 95 % jackknife CIs. Horizontal solid black lines represent frequency ranges at which there was significant difference. The bandpass filter allows frequency components to pass within a certain frequency range but attenuates the frequency components in other ranges to a very low level rather than cutting off frequencies outside the range at a certain frequency point; therefore, at 40 Hz, the graph shows that the coherence is uniform and rising