| Literature DB >> 34363518 |
Julian Marschalek1, Lorenz Kuessel1, Maria Stammler-Safar1, Herbert Kiss1, Johannes Ott1, Heinrich Husslein2.
Abstract
PURPOSE: Vacuum-assisted deliveries (VAD) are complex procedures that require training and experience to be performed proficiently. We aimed to evaluate if a more resource intensive practice-based training program for conducting VAD is more efficient compared to a purely theory-based training program, with respect to immediate training effects and persistence of skills 4-8 weeks after the initial training.Entities:
Keywords: Objective structured assessment of technical skills (OSATS); Simulation; Training; Vacuum extraction; Vacuum-assisted delivery
Mesh:
Year: 2021 PMID: 34363518 PMCID: PMC8840931 DOI: 10.1007/s00404-021-06159-8
Source DB: PubMed Journal: Arch Gynecol Obstet ISSN: 0932-0067 Impact factor: 2.344
Fig. 1Consort diagram of the progress through the study
Demographic characteristics of the study participants
| Theory-based training | Practice-based training | ||
|---|---|---|---|
| Age (years) | 27 (24–34) | 29 (25–36) | 0.302 |
| Sex | 1.0 | ||
| Female | 22 (71) | 22 (71) | |
| Male | 9 (29) | 9 (29) | |
| Employees’ Status | 1.0 | ||
| Resident | 20 (64.5) | 21 (67.7) | |
| Obstetrician | 9 (29) | 9 (29) | |
| Midwife | 2 (6.5) | 1 (3.2) | |
| Attended vaginal births | 35 (6–200) | 19 (1–250) | 0.463 |
| Previous exposure to VAD | 14 (45.2) | 12 (38.7) | 0.797 |
| Number of previously performed VAD | 0 (0–8) | 0 (0–10) | 0.987 |
| Previous Trainings in VAD | 0.344 | ||
| Yes | 12 (38.7) | 9 (29) | |
| No | 19 (61.3) | 22 (71) |
Categorical data are presented as the frequency and percentage. Continuous variables are expressed as the median and interquartile range (IQR)
Developing of cup application and OSATS scores in the theory—and the practice-based group
| Distance to Flexion Point* | Total Global Rating Score# | Total Specific Rating Score§ | |||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Baseline test | 2 (1–2) | 0.000 | 12 (10–17) | 0.000 | 38 (36–45) | 0.000 | |||||||
| 1st Post-training test | 0 (0–1) | 0.004 | 19 (16–21) | 0.001 | 56 (48–63) | 0.001 | |||||||
| 2nd Post-training test | 2 (0–2) | 0.262 | 14.5 (12.25–17.5) | 0.373 | 47 (43–50) | 0.016 | |||||||
| Baseline test | 2 (1.5–3) | 0.000 | 13 (9–16) | 0.002 | 40 (34–49) | 0.007 | |||||||
| 1st Post-training test | 0 (0–1) | 0.197 | 19 (15–20) | 0.403 | 57 (41–61) | 0.703 | |||||||
| 2nd Post-training test | 0 (0–1) | 0.000 | 17.5 (13.75–19) | 0.006 | 53.5 (45–56.5) | 0.000 | |||||||
Continuous variables are expressed as the median and interquartile range (IQR)
*Distance to Flexion point – distance from cup application to flexion point in centimeters (cm)
#Total Global Rating Score – maximum points to achieve 25
§Total Specific Rating Score – maximum points to achieve 80
ap-value0-1 – difference between Baseline test and First post-training test
bp-value1-2 – difference between First and Second post-training test
cp-value0-2 – difference between Baseline test and Second post-training test
Comparing the relative difference (delta, Δ) of OSATS scores and cup application between the theory- and the practice-based groups
| Theory-based training | Practice-based training | ||
|---|---|---|---|
| Δ- | |||
| Distance to Flexion Point | − 1 (− 2–0) | − 2 (− 2 to − 1) | 0.137 |
| Total Global Rating Scale | 6 (1–9) | 5 (2–9) | 0.972 |
| Total Specific Rating Scale | 10 (5–22) | 14 (7–22) | 0.994 |
| Δ- | |||
| Distance to Flexion Point | 1 (0–2) | 0 (0–1) | 0.028 |
| Total Global Rating Scale | − 4.5 (− 6.75– − 1.25) | − 1 (− 5.25–3) | 0.039 |
| Total Specific Rating Scale | − 8 (− 15– − 0.25) | − 2.5 (− 15–12) | 0.082 |
Continuous variables are expressed as the median and interquartile range (IQR)