| Literature DB >> 28591166 |
Sarah Style1, Melody Tondeur2, Carlos Grijalva-Eternod1, Josephine Pringle1, Ismail Kassim2, Caroline Wilkinson2, Allison Oman2, Carmel Dolan3, Paul Spiegel2, Andrew Seal1.
Abstract
Stunting and micronutrient malnutrition are persistent public health problems in refugee populations. UNHCR and its partner organisations implement blanket supplementary feeding programmes using a range of special nutritional products as one approach to address these issues. The evidence base for the efficacy and effectiveness of a small quantity lipid-based nutrient supplement, Nutributter®, in reducing stunting and anaemia is limited. Secondary data analysis was used to assess the effectiveness of Nutributter® distribution on anaemia and stunting in children aged 6-23 months (programme target group) and 6-59 months (the standard age group sampled in routine nutrition surveys). Analysis was conducted using routine pre and post-intervention cross-sectional nutrition survey data collected between 2008-2011 in five refugee camps in Kenya and Djibouti. Changes in total anaemia (Haemoglobin<110g/L), anaemia categories (mild, moderate and severe), and stunting (height-for-age z-score <-2) were explored using available data on the Nutributter® programme and contextual factors. A significant reduction in the prevalence of anaemia in children aged 6-23 months and 6-59 months was seen in four of five, and in all five camps, respectively (p<0.05). Reductions ranged from 12.4 to 23.0, and 18.3 to 29.3 percentage points in each age group. Improvements were largely due to reductions in moderate and severe anaemia and occurred where the prevalence of acute malnutrition was stable or increasing. No change in stunting was observed in four of five camps. The replicability of findings across five sites strongly suggests that Nutributter® distribution was associated with a reduction in anaemia, but not stunting, among refugee children in the Horn of Africa. Benefits were not restricted to the 6-23 month target group targeted by the nutrition programme. However, even following this intervention anaemia remained a serious public health problem and additional work to define and evaluate an effective intervention package is warranted.Entities:
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Year: 2017 PMID: 28591166 PMCID: PMC5462343 DOI: 10.1371/journal.pone.0177556
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Nutributter® distribution protocols and surveys used for assessing the intervention in Dadaab, Kakuma, and Ali Addeh refugee camps.
| Camp | Nutributter® distribution dates | Target age group (months) | Duration of distribution (months) | Baseline Survey | End-line survey |
|---|---|---|---|---|---|
| Dadaab: Dagahaley, Hagadera, Ifo | Jan 2010 –Mar 2010 | 12–23 | 3 | Aug 2010 | Aug 2011 |
| Apr 2010 –Jun 2010 | 12–35 | 3 | |||
| Dec 2010 –Aug 2011 | 6–23 | 9 | |||
| Kakuma | Apr 2011 –Oct 2011 | 6–23 | 7 | Nov 2010 | Nov 2011 |
| Ali Addeh | Dec 2009 –Jun 2010 | 6–23 | 7 | Dec 2008 | Oct 2011 |
| Jul 2010 | 6–36 | 1 | |||
| Aug 2010 | 6–59 | 1 |
1 For each camp, the survey immediately before Nutributter® distribution programme began for the recommended target age range of children 6–23 months was selected to use as the baseline. Between January and June 2010, the Dadaab programme targeted a smaller age range than recommended, therefore the next survey after this date was selected to use as the baseline.
2 An additional survey was conducted in Ali Addeh in between the baseline and end-line surveys; in March 2010.
Fig 1Anaemia, stunting, and global acute malnutrition (GAM) prevalence in children aged 6–59 months between 2008 and 2011.
Fig 2Mean haemoglobin concentration in children aged 6–23 and 24–59 months between 2008 and 2011.
Regression analysis of mean haemoglobin and the prevalence of anaemia at baseline and end-line in children aged 6–23 months.
| Camp | Time point | Haemoglobin (g/dL) | Difference (g/dL) | p | Anaemia % (<11g/dL) | Odds ratio | P |
|---|---|---|---|---|---|---|---|
| Dagahaley | Baseline (n = 233) | 9.9 (9.9, 10.2) | 0.47 (0.19, 0.75) | <0.01 | 72.1 (64.7, 78.5) | 0.65 (0.41, 1.02) | 0.06 |
| End-line (n = 180) | 10.4 (10.2, 10.6) | 62.8 (55.3, 69.7) | |||||
| Hagadera | Baseline (n = 229) | 9.5 (9.3, 9.8) | 0.94 (0.60, 1.28) | <0.01 | 82.1 (76.8, 86.4) | 0.40 (0.25, 0.62) | <0.01 |
| End-line (n = 205) | 10.5 (10.3, 10.7) | 63.4 (55.9, 70.3) | |||||
| Ifo | Baseline (n = 279) | 9.7 (9.4, 1.0) | 0.63 (0.27, 1.00) | <0.01 | 79.2 (73.6, 83.9) | 0.52 (0.32, 0.84) | 0.01 |
| End-line (n = 184) | 10.3 (10.1, 10.5) | 66.8 (58.3, 74.4) | |||||
| Kakuma | Baseline (n = 117) | 9.6 (9.3, 10.0) | 0.98 (0.55, 1.41) | <0.01 | 80.3 (69.5, 88.0) | 0.33 (0.17, 0.64) | <0.01 |
| End-line (n = 225) | 10.6 (10.4, 10.9) | 57.3 (49.3, 65.0) | |||||
| Ali Addeh | Baseline (n = 103) | 9.7 (9.5, 10.0) | N/A | N/A | 78.6 (69.5, 85.6) | N/A | N/A |
| End-line (n = 187) | 10.7 (10.5, 10.9) | 55.6 (48.3, 62.7) |
1 The values for the difference in mean Hb are linear regression coefficients (95% confidence interval), and for comparison of anaemia prevalence odds ratios (95% CI) are given. Both analyses account for clustering and are adjusted for age. Linear regression coefficients represent the increase in mean haemoglobin between baseline and end-line. The adjusted odds ratio represents the odds of having anaemia at end-line compared to the odds at baseline.
2 Regression analyses from Ali Addeh are not included as it was not possible to account for clustering due to missing data.
Regression analysis of mean haemoglobin and the prevalence of anaemia at baseline and end-line in children aged 6–59 months.
| Camp | Time point | Haemoglobin (g/dL) | Difference (g/dL) | p | Anaemia % (<11g/dL) | Odds ratio | P |
|---|---|---|---|---|---|---|---|
| Dagahaley | Baseline (n = 437) | 10.2 (10.0, 10.4) | 0.60 (0.36, 0.85) | <0.01 | 65.9 (58.4, 72.7) | 0.53 (0.36, 0.76) | <0.01 |
| End-line (n = 576) | 10.9 (10.8, 11.1) | 47.6 (43.1, 52.1) | |||||
| Hagadera | Baseline (n = 441) | 9.9 (9.7, 10.2) | 0.90 (0.63, 1.117) | <0.01 | 72.3 (67.0, 77.1) | 0.35 (0.25, 0.50) | <0.01 |
| End-line (n = 598) | 11.0 (10.8, 11.1) | 45.3 (40.6, 50.1) | |||||
| Ifo | Baseline (n = 433) | 9.9 (9.7, 10.2) | 0.58 (0.30, 0.87) | <0.01 | 73.4 (68.0, 78.2) | 0.55 (0.38, 0.80) | <0.01 |
| End-line (n = 550) | 10.7 (10.6, 10.9) | 54.4 (49.6, 59.1) | |||||
| Kakuma | Baseline (n = 236) | 9.9 (9.7, 10.2) | 1.05 (0.73, 1.37) | <0.01 | 73.3 (66.4, 79.2) | 0.30 (0.20, 0.46) | <0.01 |
| End-line (n = 620) | 11.1 (10.9, 11.3) | 44.0 (38.7, 49.5) | |||||
| Ali Addeh | Baseline (n = 314) | 10.3 (10.1, 10.4) | N/A | N/A | 66.9 (61.5, 71.9) | N/A | N/A |
| End-line (n = 563) | 11.2 (11.1, 11.4) | 38.7 (34.7, 43.0) |
1 The values for the difference in mean Hb are linear regression coefficients (95% confidence interval), and for comparison of anaemia prevalence odds ratios (95% CI) are given. Both analyses account for clustering and are adjusted for age. Linear regression coefficients represent the increase in mean haemoglobin between baseline and end-line. The adjusted odds ratio represents the odds of having anaemia at end-line compared to the odds at baseline.
2 Regression analyses from Ali Addeh are not included as it was not possible to account for clustering due to missing data.
Regression analysis of mean height for age and stunting prevalence (HAZ<-2) in children aged 6–23 months.
| Camp | Time point | Height-for-age z-score | Difference | p | Stunting (%) | Odds ratio | P |
|---|---|---|---|---|---|---|---|
| Dagahaley | Baseline (n = 267) | -1.10 (-1.28, -0.93) | 0.21 (-0.08, 0.51) | 0.10 | 20.2 (15.2, 26.5) | 0.88 (0.46, 1.71) | 0.70 |
| End-line (n = 162) | -0.88 (-1.11, -0.64) | 17.9 (11.2, 27.4) | |||||
| Hagadera | Baseline (n = 300) | -1.27 (-1.41, -1.13) | 0.28 (0.03, 0.54) | 0.03 | 28.7 (24.3, 33.5) | 0.63 (0.41, 0.97) | 0.04 |
| End-line (n = 189) | -0.92 (-1.13, -0.70) | 19.0 (14.3, 24.9) | |||||
| Ifo | Baseline (n = 314) | -0.93 (-1.13, -0.74) | -0.16 (-0.47, 0.16) | 0.30 | 22.3 (17.5, 27.9) | 1.03 (0.60, 1.78) | 0.90 |
| End-line (n = 170) | -1.08 (-1.34, -0.82) | 22.4 (15.4, 31.2) | |||||
| Kakuma | Baseline (n = 262) | -0.83 (-1.09, -0.57) | -0.29 (-0.62, 0.03) | 0.08 | 18.3 (12.6, 25.9) | 1.61 (0.89, 2.91) | 0.10 |
| End-line (n = 220) | -1.13 (-1.33, -0.92) | 26.4 (19.6, 34.4) | |||||
| Ali Addeh | Baseline (n = 101) | -1.89 (-2.13, -1.65) | N/A | N/A | 42.6 (33.2, 52.5) | N/A | N/A |
| End-line (n = 167) | -1.64 (-1.88, -1.40) | 40.1 (30.2, 50.9) |
1 The values for the difference in mean HAZ are linear regression coefficients (95% confidence interval), and for comparison of stunting prevalence odds ratios (95% CI) are given. Both analyses account for clustering and are adjusted for age. Linear regression coefficients represent the change in mean HAZ between baseline and end-line. The adjusted odds ratio represents the odds of being stunted at end-line compared to the odds at baseline.
2 Regression analyses from Ali Addeh are not included as it was not possible to account for clustering due to missing data.
Regression analysis of mean height for age and stunting prevalence (HAZ<-2) in children aged 6–59 months.
| Camp | Time point | Height-for-age z-score | Difference | p | Stunting (%) | Odds ratio | p |
|---|---|---|---|---|---|---|---|
| Dagahaley | Baseline (n = 520) | -1.09 (-1.25, -0.93) | 0.14 (-0.10, 0.37) | 0.2 | 20.8 (16.8, 25.4) | 0.98 (0.63, 1.54) | 0.9 |
| End-line (n = 537) | -0.95 (-1.11, -0.78) | 20.7 (15.4, 27.1) | |||||
| Hagadera | Baseline (n = 600) | -1.43 (-1.57, -1.30) | 0.44 (0.25, 0.63) | <0.01 | 31.8 (27.5, 36.5) | 0.58 (0.43, 0.80) | <0.01 |
| End-line (n = 574) | -1.02 (-1.16, -0.89) | 21.8 (18.1, 26.0) | |||||
| Ifo | Baseline (n = 516) | -1.05 (-1.22, -0.87) | -0.02 (-0.27, 0.23) | 0.9 | 24.4 (19.4, 30.2) | 0.92 (0.59, 1.43) | 0.7 |
| End-line (n = 504) | -1.08 (-1.25, -0.92) | 23.2 (18.5, 28.7) | |||||
| Kakuma | Baseline (n = 559) | -0.92 (-1.13, -0.71) | -0.19 (-0.46, 0.07) | 0.2 | 20.8 (16.1, 26.3) | 1.32 (0.87, 1.99) | 0.2 |
| End-line (n = 604) | -1.11 (-1.28, -0.95) | 25.5 (20.8, 30.9) | |||||
| Ali Addeh | Baseline (n = 305) | -1.83 (-1.97, -1.69) | N/A | N/A | 42.6 (33.2, 52.5) | N/A | N/A |
| End-line (n = 512) | -1.74 (-1.88, -1.59) | 41.4 (35.5, 47.6) |
1 The values for the difference in mean HAZ are linear regression coefficients (95% confidence interval), and for comparison of stunting prevalence odds ratios (95% confidence interval) are given. Both analyses account for clustering and are adjusted for age. Linear regression coefficients represent the change in mean HAZ between baseline and end-line. The adjusted odds ratio represents the odds of being stunted at end-line compared to the odds at baseline.
2 Regression analyses from Ali Addeh are not included as it was not possible to account for clustering due to missing data.