| Literature DB >> 27938375 |
Ingvild Fossgard Sandøy1,2,3, Mweetwa Mudenda4,5, Joseph Zulu4,5, Ecloss Munsaka4,6, Astrid Blystad4,7,8, Mpundu C Makasa4,5, Ottar Mæstad4,9, Bertil Tungodden4,9,10, Choolwe Jacobs4,5, Linda Kampata4,7,5, Knut Fylkesnes4,7, Joar Svanemyr4,7,9, Karen Marie Moland4,7, Richard Banda7,11, Patrick Musonda4,7,5.
Abstract
BACKGROUND: Adolescent pregnancies pose a risk to the young mothers and their babies. In Zambia, 35% of young girls in rural areas have given birth by the age of 18 years. Pregnancy rates are particularly high among out-of-school girls. Poverty, low enrolment in secondary school, myths and community norms all contribute to early childbearing. This protocol describes a trial aiming to measure the effect on early childbearing rates in a rural Zambian context of (1) economic support to girls and their families, and (2) combining economic support with a community intervention to enhance knowledge about sexual and reproductive health and supportive community norms. METHODS/Entities:
Keywords: Adolescent pregnancy; Cash transfer; Community dialogue; Early marriage; Economic support; Poverty; School dropout; School enrolment; Sexual and reproductive health
Mesh:
Year: 2016 PMID: 27938375 PMCID: PMC5148869 DOI: 10.1186/s13063-016-1682-9
Source DB: PubMed Journal: Trials ISSN: 1745-6215 Impact factor: 2.279
Fig. 1Flow chart of trial
Outcomes, measurement tools, measurement times and validation tools
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| Incidence of births within 8 months of the end of the intervention period | Follow-up contact questionnaire (FupQ) | 42–44 | FinQ 54–56 months after recruitment |
| Incidence of births before girls’ 18th birthday | Final questionnaire (FinQ) | 54–56 | ||
| Proportion of girls who sit for the grade 9 exam | FinQ | 54–56 | Exam registers from District Education Board Secretary (DEBS) 54–56 months after recruitment | |
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| Pregnancy and childbearing | |||
| Incidence of pregnancies among girls within 2 years of the end of the intervention period | FinQ | 54–56 | ||
| Incidence of births among girls within 2 years of the end of the intervention period | FinQ | 54–56 | ||
| Incidence of pregnancies before girls’ 16th birthday | FinQ | 54–56 | FupQ 24–48 months after recruitment | |
| Incidence of births before girls’ 16th birthday | FinQ | 54–56 | FupQ 24–48 months after recruitment | |
| Incidence of pregnancies before girls’ 18th birthday | FinQ | 54–56 | ||
| Socioeconomic inequality in proportion of girls who have given birth before their 18th birthday | FinQ | 54–56 | ||
| Marriage | ||||
| Proportion of girls that are married and/or cohabiting before their 16th birthday | FinQ | 54–56 | FupQ 6-48 months after recruitment | |
| Proportion of girls that are married and/or cohabiting before their 18th birthday | FinQ | 54–56 | ||
| Socioeconomic inequality in proportion of girls that are married/cohabiting before their 18th birthday | FinQ | 54–56 | ||
| School-related | ||||
| Proportion of girls who enrol in grade 8 | FupQ | 12–14 | School registers | |
| Socioeconomic inequality in participation in the grade 9 exam among girls | FinQ | 54–56 | Exam registers December 2018 and 2020 | |
| Proportion of girls who enrol in grade 10 | FupQ | 36–38 | School registers | |
| Average examination scores of girls from grade 9 in English, mathematics and science | Exam results from District Education Board Secretary (DEBS) | Dec 2018 | ||
| School attendance of girls in grade 8 | School registers | Dec 2018 | FupQ 12–14, and 18–20 months after recruitment | |
| School attendance of girls in grade 9 | School registers | Dec 2018 | FupQ 24–26 and 30–32 months after recruitment | |
| Other reproductive health outcomes | ||||
| Proportion of adolescent girls who have been sexually active in last 4 weeks | FupQ | 30-32 | ||
| Proportion of adolescent girls currently using modern contraceptives | FupQ | 30-32 | ||
| Knowledge of modern contraceptives among adolescent girls | FupQ | 30-32 | ||
| Perceived community norms | ||||
| Perceived community norms regarding modern contraceptive use among unmarried adolescent girls | FupQ | 30-32 | ||
| Perceived community norms regarding early marriage among girls | FupQ | 30-32 | ||
| Perceived community norms regarding adolescent pregnancy among girls | FupQ | 30-32 | ||
| Perceived community norms regarding education among girls | FupQ | 30-32 | ||
| Other | ||||
| Proportion of girls currently employed or self-employed | FinQ | 54–56 | ||
Assumptions for sample size required to measure the primary outcome “incidence of births before girls’ 18th birthday”
| Parameter | Assumed level | Comment |
|---|---|---|
| Incidence of births before girls’ 18th birthday | 0.08 | We assume that 27% of girls in the control arm will have given birth before their 18th birthday. This corresponds to an average incidence rate of (27%-3%) = 8% per year over the average 3-year period (from the time the average age is 15). |
| Effectiveness of combined intervention vs control | −40% | i.e. the incidence in combined intervention arm assumed to be 0.048 |
| Effectiveness (i.e. (1-RR) × 100 of economic intervention vs control | −25% | i.e. the incidence in economic intervention arm assumed to be 0.06 |
| Effectiveness of combined intervention vs economic intervention | −20% | The combined intervention will offer [1-(0.0.048/0.06)], i.e. 20% more relative protection than the economic intervention alone. |
| Cluster size | 28 | Average number of girls in grade 7 in the selected schools is 31. If we assume that up to 10% may be lost to follow-up by the time of measuring the outcome, the average cluster size will be 28 |
| Person years per cluster | 84 | If 28 participants are followed up for 3 years on average, person years per cluster are 84. |
| K | 0.15 | The ICC was 0.00737 for “ever pregnant” after the intervention period in the cash transfer trial in Malawi (estimate obtained from Sarah Baird). This corresponds to k = 0.15 when the total proportion who have given birth by this time is 0.27. |
| Z1 | 1.96 | |
| Power for comparison of economic intervention vs combined intervention | 70% | We need 63 clusters in each of the intervention arms to have 70% power to detect the assumed difference |
| Power for comparison of economic intervention vs control | 80% | We need 39 clusters in each arm to have 80% power to detect the assumed difference. The PASS power calculator for incidence rates does not allow for unequal trial arms, but the PASS function for proportions indicates that 63 economic and 31 control will give slightly higher power |
| Power for comparison of combined intervention vs control | >95% | We need 23 clusters in each arm to have 95% power to detect the assumed difference. |
Assumptions for sample size required to measure the primary outcome “incidence of births within 8 months of the end of the intervention period”
| Parameter | Assumed level | Comment |
|---|---|---|
| Incidence of births in control group | 0.06 | Eight months after the end of the intervention period the girls will be on average 17.1 years and we assume that 15% of them will have given birth. This corresponds to an average incidence rate of (15%-3%)/2 = 6% over this 2-year period. |
| Effectiveness of combined intervention vs control | −40% | i.e. incidence in combined intervention arm assumed to be 0.036 |
| Cluster size | 28 | See assumptions for the outcome “incidence of births before girls’ 18th birthday” |
| Person years per cluster | 56 | If 28 participants are followed up for 2 years, there will be 56 person years |
| k | 0.20 | The ICC was 0.00737 for “ever pregnant” after the intervention period in the cash transfer trial in Malawi. This corresponds to k = 0.20 when the total proportion who have given birth by this time is 0.15 |
| Z1 (acceptable alpha error level) | 1.96 | |
| Power for comparison of combined intervention vs control | 90% | We need 36 combined clusters vs 36 control clusters to have 90% power detect the assumed difference. The PASS function for proportions indicates that with 63 combined clusters, we will have > 90% power with 30 control clusters. |
Assumptions for sample size required to measure the primary outcome “proportion of girls who sit for the grade 9 exam”
| Parameter | Assumed level | Comment |
|---|---|---|
| Proportion of girls who sit for the grade 9 exam in control arm | 0.70 | |
| Effectiveness of combined intervention vs control | +26.5% | i.e. proportion completing in combined intervention arm assumed to be 0.886 |
| Effectiveness (i.e. (1-RR) × 100 of economic intervention vs control | +15% | i.e. proportion completing in economic intervention arm assumed to be 0.805 |
| Effectiveness of combined intervention vs economic intervention | +10% | The combined intervention will offer a [1 + (0.886/0.805)], i.e. 10% relative increase compared to the economic intervention alone. |
| Cluster size | 28 | See assumptions for the outcome “incidence of births before girls’ 18th birthday” |
| ICC | 0.02 | We have no information on the ICC for this outcome but have assumed it to be higher than for pregnancy |
| Z1 | 1.96 | |
| Power for comparison of economic intervention vs combined intervention | 95% | We need 29 clusters in each of the intervention arms to have 95% power to detect the assumed difference |
| Power for comparison of economic intervention vs control | 95% | We need 24 clusters in each of the arms to have 95% power to detect the assumed difference |
| Power for comparison of combined intervention vs control | >95% | We need 7 clusters in each arm to have 95% power to detect the assumed difference |
Fig. 2SPIRIT figure. Schedule of enrolment, interventions, and assessments
Data collection elements
| Activity | Description |
|---|---|
| Baseline survey | Trained research assistants conduct baseline face-to-face interviews with girls at school immediately after recruitment. The structured questionnaires cover questions on date of birth (Additional file |
| Follow-up contacts | All the girls in the trial will be contacted every 6 months via phone to update contact information and ask questions about school attendance, employment, marital status and childbearing. Girls in the intervention arms will be asked whether they have received the cash transfers and/or participated in the youth club meetings. To monitor adverse events, girls will also be asked about hospitalizations and whether they have experienced problems due to their participation in the trial. If the girl cannot be reached via phone, field-based research assistants will attempt to meet and interview her (Additional files |
| Qualitative process evaluation | IDIs and FGDs will be conducted to explore experiences with the various intervention components of purposively selected girls, boys, parents/guardians, and other community members. |
| Quantitative process evaluation | We will collect attendance lists from each youth club meeting and reports with counts of how many persons show up at all parent – and community– meetings. Information on who has received cash transfers and payment of school fees will be recorded. We will collect data on school performance, school attendance and exam results of all study participants from school registers. |
| Final follow-up survey | A phone-based final survey will be conducted at the end of 2020 when the majority of the girls will be above 18 years. The questionnaire will include measurements of the primary and secondary outcomes. If the girl cannot be reached via phone, field-based research assistants will attempt to meet her face-to-face. If additional funding is secured we will consider doing these interviews face-to-face instead. |
FGD focus group discussion, IDI in-depth interview, SRH sexual and reproductive health