| Household air pollution |
|---|
| Alam et al. 2015 | Cross-sectional spirometry survey; random sample from the icddr,b surveillance database; adjusted logistic regression | Feb 2011–Mar 2012 | Household solid (biomass) cooking fuel, among several determinants | COPD by post-bronchodilator spirometry, GOLD and lower-limit-of-normal criteria (3,744 adults aged ≥40) | COPD prevalence 13.5% (GOLD) and 10.3% (LLN), higher in rural residents and men; solid fuel use associated with COPD, OR 1.5 (95% CI 1.2–1.9) by GOLD and 1.3 (1.0–1.8) by LLN | B |
| Shahriar et al. 2021 | Cross-sectional, repeated 48-hour personal exposure measurement; adjusted regression | n/s (two seasons) | Measured personal PM2.5 and black carbon (MicroPEM, gravimetric) and carbon monoxide (Lascar), Matlab and Araihazar | Endothelial function (reactive hyperaemia index), 199 non-smoking women | Null: no association after adjustment — PM2.5 OR 0.97 (95% CI 0.92–1.01), black carbon 0.85 (0.72–1.01), CO 0.89 (0.64–1.25) | A |
| Siddharthan et al. 2018 | Pooled cross-sectional, 13 LMIC settings (Matlab one site) | 2011–2012 (Bangladesh) | Biomass as the primary household fuel (self-reported) | COPD by spirometry (12,396 adults; 1,824 in Matlab) | HAP associated with COPD overall (aOR 1.41, 95% CI 1.18–1.68; women 1.70). Matlab had 98.1% biomass use and 15.3% COPD prevalence, the highest of the 13 sites | B |
| Nyma et al. 2024 | Cohort analysis nested in the Pregnancy Weight Gain study; multivariable regression | n/s | Household biomass cooking fuel vs gas | Birth weight, length, head circumference, SGA and body proportionality (909 women) | 721 women (79.3%) used biomass; their infants were lighter by 94.3 g (95% CI −155.9 to −32.6) and shorter, with proportionality indices also affected | A |
| Morgan et al. 2019 | Pooled cross-sectional, 12 sites in 6 LMICs (Matlab one site) | n/s | Biomass-fuel smoke; tobacco; education | Asthma–COPD overlap (ACO), spirometry | ACO 7.8% in Matlab, highest of 12 sites; biomass OR 1.48 (0.98–2.23) | B |
| Alam et al. 2012 | Retrospective cohort; verbal autopsy | 10 years | Solid cooking fuel vs natural gas (household air pollution) | Adult cardiopulmonary mortality | Respiratory mortality IRR 2.26 (95% CI 1.02–4.99) in solid-fuel homes; combined cardiopulmonary 6.2 vs 5.3 per 1,000 person-years (not significant) | B |
| Temperature, weather and mortality |
|---|
| Babalola et al. 2018 | Monthly time series; regression with ARIMA errors | 1982–2008 | Seasonally adjusted monthly mean/max temperature | Infant mortality (49,426 deaths) | Warmer months → fewer infant deaths, strongest for neonates; no heat-related excess | A |
| Lindeboom et al. 2012 | Daily time series; Poisson with cubic splines | 1983–2009 | Temperature, rainfall, cyclones | All-cause mortality by age and sex | U-shaped curve, minimum ≈29 °C; ≥60 y +5.4% per 1 °C below 23 °C; rain >100 mm/day raises 5–19 y mortality | A |
| Hashizume et al. 2009 | Daily time series; Poisson GLM, lags 0–13 d | 1994–2002 | Daily mean temperature | All-cause and cause-specific mortality (13,270 deaths) | +3.2% (0.9–5.5) mortality per 1 °C fall; no detectable heat effect | A |
| Flooding, flood control and salinity |
|---|
| Akanda et al. 2013 | Multi-site comparative analysis of six Bengal Delta surveillance sites, Matlab among them | 1998–2007 (Matlab) | Estuarine salinity, inland flood inundation, seasonal low and high river flow of the Ganges and Brahmaputra | Cholera incidence and the two annual outbreak peaks | The spring peak follows low river flow and salinity intrusion, the autumn peak follows inland flood inundation; the two peaks have distinct macro-scale drivers | B |
| Milojevic et al. 2012 | Controlled interrupted time series | 2001–2007 (2004 flood) | Village flooded in 2004 vs not | Mortality, diarrhoea, ARI (~211,000 people) | No excess mortality or diarrhoea after adjustment; ARI RR 1.25 (1.06–1.47) in the 6 months after | A |
| Carrel et al. 2010 | Zero-inflated negative binomial, household level | n/s | Residence inside vs outside embankment | Household cholera case counts | No overall association; among affected households, more cases inside the embankment | B |
| Carrel et al. 2009 | Spatial and space–time cluster detection | 1983–2003 | Flood protection (embankment) | Cholera case clustering | Clusters moved from dry to rainy season after embankment; onset lagged inside protected area | B |
| Emch 1999 | Case–control with a GIS database; community controls | 1992–1994 | Flood-control embankment; water availability and use; sanitation; SES | Hospitalised cholera and non-cholera watery diarrhoea | Flood control related to both disease types, by a mechanism the author could not explain; water availability, use and sanitation were the strongest modifiable risks, more so for non-cholera diarrhoea | B |
| Myaux et al. 1997 | Before–after comparison, protected vs unprotected villages | 1983–86 vs 1989–92 | Flood-control embankment | Child (0–4 y) mortality | After embankment, unprotected villages up to 29% higher mortality at 1–4 y (P<0.001) | B |
| Stewart et al. 1990 | Post-flood household survey; inside vs outside the embankment | 1988 flood (Oct and Dec surveys) | 1988 flood damage; residence inside vs outside embankment | Length, weight and MUAC, children 6–35 months (600 households) | Anthropometry did not differ by degree of flood damage or by embankment side, and the usual post-harvest improvement from October to December did not appear; landlessness and lack of maternal education predicted lower anthropometry | B |
| Climate variability and cholera |
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| Nusrat et al. 2024 | Model development/validation; smartphone pilot | n/s | Satellite-derived hydroclimatic indicators | Cholera risk forecasts | 1-km monthly risk maps reproduce Matlab’s bimodal seasonal cholera pattern | C |
| Wu et al. 2018 | Case-crossover; conditional logistic regression | 1983–2009 | Heatwaves, rainfall, tree cover | Individual cholera cases | OR 1.53 (1.07–2.19) two days after a heatwave on wet days; 1.80 (1.01–3.22) with low tree cover | A |
| Islam et al. 2015 | Bi-weekly pond monitoring; culture and direct fluorescent antibody; Pearson correlation | 1 year | Phytoplankton, blue-green algae, chlorophyll-a and water physico-chemistry in two ponds | Monthly cholera cases (Matlab hospital records) | Cholera cases correlated with blue-green algae, total phytoplankton, chlorophyll-a and viable-but-non-culturable V. cholerae O1; the organism stayed viable for a year in association with Anabaena variabilis | B |
| Emch et al. 2008 | Ordered probit on monthly cholera magnitude, deseasonalised by construction (Matlab and two Vietnam sites) | 1983–2003 | Ocean chlorophyll, sea-surface temperature and height (satellite); Chandpur rainfall and temperature; river discharge at Demra and Bhairab | Monthly cholera magnitude, Matlab | Rising ocean chlorophyll concentration is associated with larger cholera outbreaks in Matlab; environmental effects were consistent where cholera is endemic and differed where epidemics are rare | A |
| Cash et al. 2014 | Correlation of monthly series (Dhaka and Matlab) | n/s | ENSO, Pacific SST, monsoon flooding | Cholera and shigellosis | Both diseases rise after heavy monsoon floods, which follow El Niño events | B |
| Hashizume et al. 2013 | Cross-wavelet coherency (Dhaka and Matlab) | 1983–2008 | IOD, ENSO indices | Monthly cholera cases | Climate–cholera coupling non-stationary; ENSO stronger in Matlab; no IOD signal there | B |
| Ali et al. 2013 | SARIMA forecasting model | 1988–2001 | Minimum temperature, SST, rainfall | Monthly cholera (4,157 cases) | +6% per 1 °C minimum temperature; +25% per 1 °C SST; rainfall null; RMSE 0.108 | A |
| Hashizume et al. 2011 | Negative binomial time series (Dhaka and Matlab) | 1993–2007 | Indian Ocean Dipole, ENSO, Bay of Bengal SST | Monthly cholera patients | Matlab +6.9% (3.2–10.8) per 0.1 DMI rise over lags 0–3; BoB SST positive at lags 0–3 | A |
| Emch et al. 2010 | GEE logistic models by epidemic season | n/s | SST, sea-surface height, chlorophyll × household SES | Laboratory-confirmed cholera | Pre-monsoon: SSH inverse, chlorophyll positive; higher SES protective in both seasons | A |
| Islam et al. 2009 | CART and principal components on monthly data | n/s | Monthly temperature, sunshine hours | Monthly cholera cases | ≈23 cases/month below 23.25 °C vs 54 above 28.66 °C with ≥4.13 h/day sunshine | B |
| Constantin de Magny et al. 2008 | Lagged correlation with satellite data (Matlab and Kolkata) | 1998–2006 | Coastal chlorophyll, SST, rainfall | Monthly cholera cases | Chlorophyll anomalies precede cholera by ≈1 month | B |
| Koelle et al. 2005 | Nonlinear transmission model fitted to monthly series + climate indices | ≈40 years | Monsoon rainfall, river discharge, flooding, SST, ENSO | El Tor cholera incidence | Climate drives transmission except in post-epidemic ‘refractory’ periods of high immunity | B |
| Glass et al. 1982 | Descriptive analysis of 15 years of hospital surveillance records | 1966–1980 | Monsoon rains, river water levels, season | Culture-confirmed cholera (7,141 patients, surveillance population 240,000) | No constant relationship between the onset or peak of the annual epidemic and the onset or peak of the monsoon rains or river levels; children 2–9 y and adult women most often hospitalised | B |
| Koelle et al. 2005b | Adaptive-dynamics model with a qualitative application to Matlab cholera | 1966–2002 | Seasonal forcing, interpreted through monsoon rainfall (Chandpur station) | Cholera incidence and El Tor strain replacement | Pathogens evolve their sensitivity to seasonal forcing; the model links the observed strain replacement to a shift in monsoon rainfall. Mainly theoretical, with the Matlab series used for monthly reproductive rates | C |
| Weather and childhood diarrhoea and rotavirus |
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| Asare et al. 2022 | Transmission model fitted to Dhaka, validated on Matlab | 1990–2012; validation 2013–2019 | Diurnal temperature range, surface water, wetness; birth rate | Rotavirus hospitalisations | +19% transmission per 1 °C diurnal range; falling birth rate drives seasonal shift | B |
| Das et al. 2014 | Quasi-Poisson generalised additive models of monthly counts, adjusted for secular trend; four icddr,b sites | 2010–2012 | Season and calendar month, framed by the tropical monsoon cycle; no weather variable tested | Rotavirus, cholera, shigellosis and ETEC diarrhoea (21,138 patients; 4,240 at Matlab) | Seasonality differs by pathogen and by site: Matlab cholera peaks in March–April and September–October, with a rotavirus trough in July. The authors note meteorological variables were not tested | B |
| Wu et al. 2014 | Logistic regression at bari (household-cluster) level | 2000–2006 | Hot days, heavy-rain days, mean temperature, rainfall | Childhood (<5 y) diarrhoea | +0.8–3.8% cases per extra hot day; +1–6.2% per extra heavy-rain day | A |
| Weather and childhood pneumonia |
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| Tao et al. 2022 | Interrupted time series + case-crossover | 2012–2016 | Daily temperature, heatwaves; PCV10 rollout | Childhood pneumonia hospitalisation | Heat lag-0 OR 1.28 (1.02–1.60); cold lag-28 OR 1.53 (1.06–2.22); cold effect fell and heat effect rose after PCV10 (RR 0.59) | A |
| Hossain et al. 2020b | Ecological analysis of admissions; generalised linear model, Poisson link | 2012–2016 | Daily mean temperature; temperature variation during the stay; humidity variation | Length of stay for under-5 pneumonia, and its cost | LOS +1.0% per 1 °C mean temperature (RR 1.010, 95% CI 1.001–1.018); +9.3% per 1 °C of temperature variation during the stay (RR 1.093, 1.051–1.138); +2.2% per 1% humidity variation (RR 1.022, 1.004–1.039) | B |
| Hossain et al. 2020a | Poisson GLM with PCV adjustment | 2012–2016 | Temperature, relative humidity | Childhood pneumonia (Matlab Hospital) | RR 0.985 (0.974–0.997) per 1 °C; PCV RR 0.489 (0.435–0.551); humidity null | A |
| Heat and season in pregnancy, and climate-linked migration |
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| Ahmed et al. 2020 | Multivariable linear regression on linked HDSS and hospital birth records | Births Jul 2011–Jun 2015 | Weeks of exposure to each agro-climatic season during the 2nd and 3rd trimesters | Birth weight (3,831 term singletons) | Highest birth weight in the post-aman harvest (March, 2,930.5 g) and lowest in the monsoon (July, 2,830.6 g); +6.3 g (95% CI 1.6–10.9) per week of post-aman exposure in the third trimester, +88.2 g across a full 14 weeks | A |
| Rahman et al. 2019 | Population-based pregnancy cohort; time-series decomposition for trend and seasonality | 1990–2014 | Season of birth (seasonal component of the series) | Preterm birth (63,063 live births) | Preterm birth fell from 29% (1990–94) to 11% (2010–14), 27% of the decline attributable to rising maternal education and falling parity; marked seasonal variation persisted throughout, which the authors read as environmental stress on pregnant women | B |
| Hasan et al. 2018 | Hospital-based cohort of pregnant women; multivariable logistic regression on determinants | Births 2012–2014 | Season of conception (monsoon or dry season vs summer), among several determinants | Inadequate third-trimester weight gain, ≤4 kg (1,883 women; 1,026 affected, 54%) | Conceiving in the monsoon or dry season raised the odds of inadequate third-trimester weight gain by 40% against summer conception (OR 1.4, 95% CI 1.1–1.8) | B |
| Call et al. 2017 | Discrete-time event history | n/s | Temperature, precipitation, flooding anomalies | Temporary out-migration | Floods briefly suppress migration; high temperatures raise it for 1–2 years; prolonged heavy rain suppresses it | A |
| Rashid et al. 2017 | Linear regression, MINIMat birth cohort | Births 2001–2003 | Gestational temperature (2-week means), season | Birth weight and length (3,267 births) | Winter-born shortest (47.5 vs 47.9 cm, P<0.001); warm last month → longer; warm mid-gestation → heavier | A |
| Seasonality of mortality (season as climatic proxy) |
|---|
| Iqbal et al. 2007 | Descriptive analysis of surveillance deaths, with seasonal breakdown | 1985–2000 | Season (monsoon months); type of water body | Childhood drowning deaths (989 deaths) | Most drownings fell in April–October, that is the monsoon; 80.5% were aged 1–4 and 45% drowned in ponds; drowning rates stayed flat while all-cause 1–4 y mortality fell from 20.7 to 5.2 per 1,000 | C |
| Moore et al. 2004 | Hazard models, birth cohorts | 1974–2000 (172,228 births) | Season of birth (hungry vs harvest) | Survival in infancy and after age 15 | Hungry-season birth raises infant mortality; adult HR 1.12 (0.87–1.45), not significant | A |
| Becker & Weng 1998 | Trigonometric regression on monthly deaths | 1982–1990 | Calendar month (climatic cycle) | Deaths by age and cause (20,328) | Seasonality persists despite mortality decline; all-cause and neonatal peaks in winter | B |
| Muhuri 1996 | Hazard models with season terms | n/s | Season (hot-dry, monsoon, hungry, post-harvest) | Child mortality | Peaks April and November; hungry-season excess confined to children of unschooled mothers | B |
| Shaikh et al. 1990 | Descriptive analysis of deaths by age, sex, season and year | 1966–1987 | Season (calendar month as the climatic cycle) | Diarrhoeal deaths | November was the peak month; the diarrhoeal death rate ran at 2.0–4.0 per 1,000 but doubled in the 1971 war and 1974–75 famine years; over 20% of all deaths were diarrhoea-related, a share that did not fall over the period | C |
| Becker 1981 | Descriptive seasonal analysis | 1972–1974 | Calendar month (climatic cycle) | Deaths by age and cause (pop. ≈260,000) | Post-neonatal peak April (dysentery); drownings peak July; older adults in cool season | C |