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Urban–rural disparities in the association between long-term exposure to high altitude and malnutrition among children under 5 years old: evidence from a cross-sectional study in Tibet

Published online by Cambridge University Press:  13 September 2022

Xianzhi Li
Affiliation:
Meteorological Medical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China Clinical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China
Yajie Li
Affiliation:
Tibet Center for Disease Control and Prevention, Lhasa, People’s Republic of China
Xiangyi Xing
Affiliation:
Meteorological Medical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China Department of Pharmacy, Panzhihua Central Hospital, Panzhihua, People’s Republic of China
Yu Liu
Affiliation:
Chongqing Center for Disease Control and Prevention, Chongqing, People’s Republic of China
Zonglei Zhou
Affiliation:
Department of Epidemiology, School of Public Health, Fudan University, People’s Republic of China
Shunjin Liu
Affiliation:
Meteorological Medical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China Clinical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China
Yunyun Tian
Affiliation:
Clinical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China
Qucuo Nima
Affiliation:
Tibet Center for Disease Control and Prevention, Lhasa, People’s Republic of China
Li Yin*
Affiliation:
Meteorological Medical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China Clinical Research Center, Panzhihua Central Hospital, Panzhihua, People’s Republic of China
Bin Yu*
Affiliation:
Institute for Disaster Management and Reconstruction, Sichuan University – Hong Kong Polytechnic University, Chengdu, People’s Republic of China West China School of Public Health and West China Fourth Hospital, Sichuan University, Chengdu, People’s Republic of China
*
*Corresponding authors: Email 425281415@qq.com; yubin063611@163.com
*Corresponding authors: Email 425281415@qq.com; yubin063611@163.com
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Abstract

Objective:

To assess urban–rural disparities in the association between long-term exposure to high altitude and malnutrition among children under 5 years old.

Design:

A three-stage, stratified, cluster sampling was used to randomly select eligible individuals from July to October 2020. The data of participants, including demographic characteristics, altitude of residence, and nutritional status, were collected via questionnaire and physical examination.

Setting:

Tibet, China.

Participants:

Children under 5 years old in Tibet.

Results:

Totally, 1975 children under 5 years old were included in this study. We found that an additional 1000 m increase in altitude was associated with decreased Z-scores of height-for-age (β = –0·23, 95 % CI: –0·38, –0·08), Z-scores of weight-for-age (β = –0·24, 95 % CI: –0·39, –0·10). The OR for stunting and underweight were 2·03 (95 % CI: 1·51 to 2·73) and 2·04 (95 % CI: 1·38 to 3·02) per 1000 m increase in altitude, respectively; and OR increased rapidly at an altitude above 3500 m. The effects of long-term exposure to high altitudes on the prevalence of underweight in rural children were higher than that in urban children (P < 0·05).

Conclusions:

High-altitude exposure is tightly associated with malnutrition among children under 5 years old. Improving children’s nutrition is urgently needed in areas above 3500 m, especially in rural ones.

Information

Type
Research Paper
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited.
Copyright
© The Author(s), 2022. Published by Cambridge University Press on behalf of The Nutrition Society
Figure 0

Fig. 1 Flowchart of the study population

Figure 1

Fig. 2 A brief diagram of relationships among the outcomes, exposures and confounders

Figure 2

Table 1 Basic characteristics of study participants

Figure 3

Table 2 Descriptive statistics of the average height of altitude and nutritional indicators of children by residence

Figure 4

Table 3 Association of risk of nutritional indicators of children per 1000 m increase in altitude

Figure 5

Fig. 3 Associations between altitude and continuous malnutrition indicators of children stratified by residence. Notes: HFA, height-for-age; WFA, weight-for-age; WFH, weight-for-height. The adjusted models were adjusted for age, gender, low birth weight, being ill for the last 2 weeks, optimal feeding scores, maternal educational level, maternal height, maternal weight, mother suffering from anaemia during pregnancy, antenatal visits, wealth status and drinking water source. *P-value for difference: Z test was used to test for statistically significant difference in β estimates across categories within subgroups. For example, in rural area v. urban area, we calculated: Z = $\frac{{\left| {{\beta _{{\rm{urban}}}} - {\beta _{{\rm{rural}}}}} \right|}}\over{{\sqrt {{\rm{se}}_{{\rm{urban}}}^2 + {\rm{se}}_{{\rm{rural}}}^2} }}$

Figure 6

Fig. 4 Associations between altitude and categorical malnutrition indicators of children stratified by residence. Notes: HFA, height-for-age; WFA, weight-for-age; WFH, weight-for-height. Stunting: Z-scores of HFA < –2. Underweight: Z-scores of WFA < –2. Underweight: Z-scores of WFA < –2. The adjusted models were adjusted for age, gender, low birth weight, being ill for the last 2 weeks, optimal feeding scores, maternal educational level, maternal height, maternal weight, mother suffering from anaemia during pregnancy, antenatal visits, wealth status and drinking water source. *P-value for difference: Z test was used to test for statistically significant difference in OR estimates across categories within subgroups. For example, in rural area v. urban area, we calculated: Z = $\frac{{\left| {O{R_{{\rm{urban}}}} - O{R_{{\rm{rural}}}}} \right|}}\over{{\sqrt {{\rm{se}}_{{\rm{urban}}}^2 + {\rm{se}}_{{\rm{rural}}}^2} }}$

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