| Literature DB >> 35007185 |
Marie Berg1,2, Sylvie Nabintu Mwambali2, Malin Bogren1.
Abstract
BACKGROUND: Numerous quality-improvement projects including healthcare professional training are conducted globally every year, but there is a gap between the knowledge obtained in the training and its implementation in practice and policy. A quality-improvement programme was conducted in eastern Democratic Republic of Congo (DRC) to reduce maternal and neonatal mortality and morbidity.Entities:
Keywords: Democratic Republic of Congo; Healthcare providers; implementation research; low-income countries; maternal and newborn health
Mesh:
Year: 2022 PMID: 35007185 PMCID: PMC8751495 DOI: 10.1080/16549716.2021.2019391
Source DB: PubMed Journal: Glob Health Action ISSN: 1654-9880 Impact factor: 2.640
Components of the process evaluation of the three-pillar training intervention
| Implementation process |
|---|
| Improvements and mechanisms of impact |
| How did the training programme affect healthcare providers’ care routines, and what were the mechanisms of impact? |
Figure 1.
Roadmap on the implementation process of the three-pillar training program
Characteristics of study participants at each period
| Variable | Period 1 ( | Period 2 ( |
|---|---|---|
| Sex | ||
| Female | 41 (79%) | 47 (80%) |
| Male | 11 (21%) | 12 (20%) |
| Age range, years (mean) | 23–71 (41.5) | 23–72 (44.2) |
| Profession | ||
| No formal health profession | 5 | 8 |
| Midwife | 22 | 17 |
| Nurse | 14 | 24 |
| Physician | 11 | 10 |
Comparison of maternal outcomes all healthcare facilities before and after the training intervention
| Variable | 2018 (n = 7525) | 2020 (n = 7152) | p-value | Difference between groups Mean (95% CI) |
|---|---|---|---|---|
| Mode of birth | ||||
| Vaginal non-instrumental | 5888 (78.2%) | 5747 (80.4%) | ||
| Vaginal instrumental | 4 (0.1%) | 6 (0.1%) | ||
| Planned caesarean | 570 (7.6%) | 541 (7.6%) | ||
| Emergency caesarean | 1063 (14.1%) | 856 (12.0%) | 0.0014 | |
| Mode of birth | ||||
| Vaginal, non-instrumental and instrumental | 5892 (84.7%) | 5753 (87.0%) | −2.3 (−3.5; −1.1) | |
| Emergency caesarean | 1063 (15.3%) | 856 (13.0%) | 0.0001 | 2.3 (1.1; 3.5) |
| Prophylactic uterotonic given within 1 min of birth* | ||||
| No | 38 (0.6%) | 3 (0.1%) | 0.6 (0.4; 0.8) | |
| Yes | 5854 (99.4%) | 5750 (99.9%) | 0.0001 | −0.6 (−0.8; −0.4) |
| Postpartum blood loss >500 ml | ||||
| No | 7436 (98.8%) | 7053 (98.6%) | 0.2 (−0.2; 0.6) | |
| Yes | 89 (1.2%) | 99 (1.4%) | 0.31 | −0.2 (−0.6; 0.2) |
| Retained placenta >30 min after birth | ||||
| No | 7498 (99.6%) | 7110 (99.4%) | 0.2 (−0.0; 0.5) | |
| Yes | 27 (0.4%) | 42 (0.6%) | 0.057 | −0.2 (−0.5; 0.0) |
| Maternal death | ||||
| No | 7509 (99.8%) | 7145 (99.9%) | −0.1 (−0.3; 0.0) | |
| Yes | 16 (0.2%) | 7 (0. 1%) | 0.12 | 0.1 (−0.0; 0.3) |
For categorical variables n (%) is presented. For comparison between groups Fisher´s Exact test (lowest 1-sided p-value multiplied by 2) was used for dichotomous variables and Chi Square test was used for non-ordered categorical variables. The confidence interval for dichotomous variables is the unconditional exact confidence limits. If no exact limits can be computed the asymptotic Wald confidence limits with continuity correction are calculated instead.
*This variable is based on total number of vaginal births.
Comparison of neonatal outcomes all healthcare facilities before and after the training intervention
| Variable | 2018 (n = 7667) | 2020 (n = 7265) | p-value | Difference between groups Mean (95% CI) |
|---|---|---|---|---|
| Apgar score <7 at 5 minutes | ||||
| No | 7282 (95.0%) | 6893 (94.9%) | 0.1 (−0.6; 0.8) | |
| Yes | 385 (5.0%) | 372 (5.1%) | 0.81 | −0.1 (−0.8; 0.6) |
| Macerated still deaths | ||||
| No | 7546 (98.4%) | 7150 (98.4%) | 0.0 (−0.4; 0.4) | |
| Yes | 121 (1.6%) | 115 (1.6%) | 1.00 | −0.0 (−0.4; 0.4) |
| Fresh stillbirths | ||||
| No | 7626 (99.5%) | 7235 (99.6%) | −0.1 (−0.4; 0.1) | |
| Yes | 41 (0.5%) | 30 (0.4%) | 0.34 | 0.1 (−0.1; 0.4) |
| Neonatal deaths (0–28 days after birth) | ||||
| No | 7582 (98.9%) | 7171 (98.7%) | 0.2 (−0.2; 0.5) | |
| Yes | 85 (1.1%) | 94 (1.3%) | 0.33 | −0.2 (−0.5; 0.2) |
For categorical variables n (%) is presented. For comparison between groups Fisher´s Exact test (lowest 1-sided p-value multiplied by 2) was used for dichotomous variables. The
Confidence interval for dichotomous variables is the unconditional exact
Confidence limits. If no exact limits can be computed the asymptotic Wald
Confidence limits with continuity correction are calculated instead