| Literature DB >> 35884079 |
Muhammad Shahid1,2, Yongshuan Liu3, Waqar Ameer4, Madeeha Gohar Qureshi5, Farooq Ahmed1,6, Kun Tang1.
Abstract
OBJECTIVES: This research measures the occurrence of malnutrition amongst under-five children in the Rahimyar Khan district of Southern Punjab in Pakistan. Employing different anthropometric measurement approaches such as (1) conventional indices (HAZ, WAZ, and WHZ), (2) CIAF, (3) BMI-for-age, and (4) MUAC, we compare their estimated results and examine the relationship between socioeconomic determinants and different anthropometric indicators.Entities:
Keywords: Pakistan; body mass index; composite index of anthropometric failure; malnutrition; mid-upper arm circumstances; stunting; underweight; wasting
Year: 2022 PMID: 35884079 PMCID: PMC9316579 DOI: 10.3390/children9071096
Source DB: PubMed Journal: Children (Basel) ISSN: 2227-9067
Sample size proportional distribution from sub-districts to UCs in the District.
| District | Sub-Districts (Tehsils) | UC | ~Sample from Each UC |
|---|---|---|---|
| Rahimyar Khan | Khanpur | BaghoBahar | 26 |
| Azeem Shah | 34 | ||
| Kotla Pathan | 36 | ||
| Liaquatpur | Ghooka | 25 | |
| Shadani | 26 | ||
| TrindaGurgaij | 30 | ||
| Rahimyar Khan | Bahishti | 34 | |
| Sonak | 46 | ||
| Chak No. 84/P | 35 | ||
| Sadiqabad | Kot Sanger Khan | 33 | |
| Muhammad Pur | 32 | ||
| Roshan Bhet | 27 | ||
| Total | Tehsils = 4 | UCS = 12 | 384 |
Children’s CIAF classification with anthropometric failure.
| Indicators | Description | Stunting | Wasting | Underweight |
|---|---|---|---|---|
| A | No failure | No | No | No |
| B | Stunted only | Yes | No | No |
| C | Wasted only | No | Yes | No |
| D | Underweight only | No | No | Yes |
| E | Stunted and underweight | Yes | No | Yes |
| F | Wasted and Underweight | No | Yes | Yes |
| G | Stunted and wasted | Yes | Yes | No |
| H | Stunted, wasted & underweight | Yes | Yes | Yes |
Figure 1Z−Scores distribution of sample.
Figure 2Mean Z−Scores (HAZ, WHZ, and WAZ) by age in months.
Figure 3Mean Z−Scores (MUAC) by age in months.
Figure 4Mean Z−Scores (CBMI) by age in months.
Figure 5Malnutrition prevalence according to BMI-for-age, MUAC, CIAF, and Conventional Anthropometric Indices (Stunting, Wasting, and Underweight).
Overall Malnutrition Prevalence (Frequencies and percentages) among children through different approaches.
| Indicators | Frequencies and Percentages |
|---|---|
| BMI-for-age | Normal = 133 (25.73%); Undernutrition = 321 (62.24%); Overweight = 12 (2.32%); Obesity = 14(2.71%) |
| MUAC | Normal = 213 (44.68%); Moderate Undernutrition (MAM) = 113 (21.86%); Severe Undernutrition (SAM) = 173 (33.46%) |
| CIAF | Normal = 114 (36.77%) Malnourished = 196 (63.23%) |
| Stunting | Normal = 81 (30.34%); Moderate = 93 (34.83%); Severe = 93 (34.83%) |
| Underweight | Normal = 78 (29%); Moderate = 67 (24.91%); Severe = 124 (46.10%) |
| Wasting | Normal = 39 (54.93%); Moderate = 21 (29.58%); Severe = 11 (15.49%) |
Figure 6overall malnutrition prevalence (multiple anthropometric failures) according to the Subgroups of CIAF classification.
Binary logistic regression analysis results for CIAF, MUAC, Child BMI-for-age, Conventional Indices, and their correlates.
| Explanatory Variables | Categories | CIAF | MUAC | CBMI-for-Age | Conventional Indices | ||
|---|---|---|---|---|---|---|---|
| Stunting | Underweight | Wasting | |||||
| Chid age | 13–24 months | 1.798 [0.65, 5.007] | 0.68 [0.36, 1.27] | 1.97 ** [1.07, 3.62] | 2.09 [0.78, 5.57] | 1.33 [0.67, 2.59] | 1.27 [0.39, 4.18] |
| 25–36 months | 6.33 *** [2.24, 17.90] | 0.42 *** [0.23, 0.78] | 2.14 ** [1.16, 3.94] | 5.96 *** [2.36, 15.04] | 1.12 [0.59, 2.11] | 0.61 [0.18, 2.03] | |
| 37–48 months | 1.04 [0.45, 2.40] | 0.26 *** [0.14, 0.48] | 2.19 ** [1.19, 4.04] | 1.22 [0.56, 2.69] | 0.39 *** [0.21, 0.74] | 0.72 [0.24, 2.17] | |
| 49–60 months | 0.84 [0.36, 1.97] | 0.25 *** [0.33, 0.49] | 2.81 *** [1.43, 5.54] | 1.10 [0.49, 2.48] | 0.23 *** [0.11, 0.47] | 0.45 [0.12, 1.75] | |
| Child gender | Male | 0.69 *** [0.41, 1.16] | 0.89 [0.62, 1.31] | 0.87 [0.59, 1.30] | 0.67 [0.41, 1.10] | 1.005 [0.67, 1.49] | 1.38 [0.65, 2.92] |
| Birth order number | 2 or 3 | 0.90 [0.46, 1.77] | 2.72*** [1.71, 4.34] | 1.71 ** [1.07, 2.72] | 0.61 [0.32, 1.16] | 1.73 ** [1.04, 2.86] | 4.09 ** [1.30, 12.84] |
| 4 or 5 | 0.51 ** [0.25, 1.01] | 2.15*** [1.28, 3.62] | 2.33 *** [1.34, 4.06] | 0.52** [0.26, 1.004] | 1.23 [0.68, 2.12] | 2.10 [0.59, 7.54] | |
| 6 and above | 1.37 [0.54, 3.47] | 3.68 *** [1.84, 7.35] | 4.52 *** [1.87, 10.92] | 0.87 [0.36, 2.06] | 1.47 [0.73, 2.98] | 2.99 [0.69, 12.88] | |
| Mother’s education | Primary | 0.002 *** [1.48, 5.48] | 0.72 [0.34, 1.53] | 0.61 [0.29, 1.25] | 0.74 [0.36, 1.53] | 1.01 [0.53, 1.94] | 1.58 [0.55, 4.58] |
| Middle | 1.53 [0.44, 5.34] | 0.77 [0.53, 2.33] | 0.89 [0.36, 2.24] | 1.24 [0.42, 3.69] | 1.57 [0.73, 3.39] | 2.42 [0.54, 10.88] | |
| Matric & higher | 0.73 [0.19, 2.77] | 0.71 [0.36, 2.03] | 0.22 [0.44, 1.10] | 1.004 [0.31, 3.24] | 1.24 [0.24, 6.45] | 1.57 [0.16, 15.92] | |
| Mothers work Status (Working reference) | Not-working | 8.06 ** [0.93, 69.93] | 2.16 [0.67, 6.94] | 1.91 [0.62, 5.84] | 3.95 * [0.92, 16.91] | 2.57 [0.74, 8.95] | 1.69 [0.17, 17.23] |
| Household socio-economic status | SES-2 | 0.002 ** [0.05, 0.88] | 2.88 * [0.86, 9.65] | 0.59 [0.17, 2.06] | 0.42 [0.13, 1.38] | 4.05 ** [1.21, 13.54] | 10.89 *** [2.77, 42.83] |
| SES-3 | 0.001 *** [0.01, 0.16] | 1.52 [0.38, 6.14] | 1.25 [0.27, 5.74] | 0.25 ** [0.06, 1.04] | 0.33 [0.08, 1.44] | 1.54 [0.16, 15.18] | |
| The overall significance of the models | |||||||
| *: References: Odd Ratios; | Number of obs = 306 | Number of obs = 517 | Number of obs = 517 | Number of obs = 312 | Number of obs = 456 | Number of obs = 407 | |
| LR chi2(14) = 53.27 | LR chi2(15) = 64.62 | LR chi2(15) = 51.15 | LR chi2(14) = 38.86 | LR chi2(14) = 55.48 | LR chi2(15) = 13.34 | ||
| Prob > chi2 ≤ 0.0001 | Prob > chi2 ≤ 0.0001 | Prob > chi2 ≤ 0.0001 | Prob > chi2 = 0.0004 | Prob > chi2 ≤ 0.0001 | Prob > chi2 = 0.5764 | ||
| Pseudo R2 = 0.1318 | Pseudo R2 = 0.0909 | Pseudo R2 = 0.0802 | Pseudo R2 = 0.0917 | Pseudo R2 = 0.0895 | Pseudo R2 = 0.0582 | ||