Skip to main page content
U.S. flag

An official website of the United States government

Dot gov

The .gov means it’s official.
Federal government websites often end in .gov or .mil. Before sharing sensitive information, make sure you’re on a federal government site.

Https

The site is secure.
The https:// ensures that you are connecting to the official website and that any information you provide is encrypted and transmitted securely.

Access keys NCBI Homepage MyNCBI Homepage Main Content Main Navigation
Meta-Analysis
. 2022 Jul;130(7):76001.
doi: 10.1289/EHP10197. Epub 2022 Jul 11.

Environmental Noise and Effects on Sleep: An Update to the WHO Systematic Review and Meta-Analysis

Affiliations
Meta-Analysis

Environmental Noise and Effects on Sleep: An Update to the WHO Systematic Review and Meta-Analysis

Michael G Smith et al. Environ Health Perspect. 2022 Jul.

Abstract

Background: Nighttime noise carries a significant disease burden. The World Health Organization (WHO) recently published guidelines for the regulation of environmental noise based on a review of evidence published up to the year 2015 on the effects of environmental noise on sleep.

Objectives: This systematic review and meta-analysis will update the WHO evidence review on the effects of environmental noise on sleep disturbance to include more recent studies.

Methods: Investigations of self-reported sleep among residents exposed to environmental traffic noise at home were identified using Scopus, PubMed, Embase, and PsycINFO. Awakenings, falling asleep, and sleep disturbance were the three outcomes included. Extracted data were used to derive exposure-response relationships for the probability of being highly sleep disturbed by nighttime noise [average outdoor A-weighted noise level (Lnight) 2300-0700 hours] for aircraft, road, and rail traffic noise, individually. The overall quality of evidence was assessed using Grading of Recommendations, Assessment, Development, and Evaluations (GRADE) criteria.

Results: Eleven studies (n=109,070 responses) were included in addition to 25 studies (n=64,090 responses) from the original WHO analysis. When sleep disturbance questions specifically mentioned noise as the source of disturbance, there was moderate quality of evidence for the probability of being highly sleep disturbed per 10-dB increase in Lnight for aircraft [odds ratio (OR)=2.18; 95% confidence interval (CI): 2.01, 2.36], road (OR=2.52; 95% CI: 2.28, 2.79), and railway (OR=2.97; 95% CI: 2.57, 3.43) noise. When noise was not mentioned, there was low to very low quality of evidence for being sleep disturbed per 10-dB increase in Lnight for aircraft (OR=1.52; 95% CI: 1.20, 1.93), road (OR=1.14; 95% CI: 1.08, 1.21), and railway (OR=1.17; 95% CI: 0.91, 1.49) noise. Compared with the original WHO review, the exposure-response relationships closely agreed at low (40 dB Lnight) levels for all traffic types but indicated greater disturbance by aircraft traffic at high noise levels. Sleep disturbance was not significantly different between European and non-European studies.

Discussion: Available evidence suggests that transportation noise is negatively associated with self-reported sleep. Sleep disturbance in this updated meta-analysis was comparable to the original WHO review at low nighttime noise levels. These low levels correspond to the recent WHO noise limit recommendations for nighttime noise, and so these findings do not suggest these WHO recommendations need revisiting. Deviations from the WHO review in this updated analysis suggest that populations exposed to high levels of aircraft noise may be at greater risk of sleep disturbance than determined previously. https://doi.org/10.1289/EHP10197.

PubMed Disclaimer

Figures

Figure 1 depicts a flowchart with three steps: identification, screening, and inclusion. Step 1: Identification: The previous version of the review included 25 studies. 21 records were published in June 2019 and earlier identified from scoping reviews (van Kamp and others [reference 28]). Records from databases ranging from July 2019 to December 2021 were identified, including 46 from SCOPUS, 40 from PubMed, 12 from PsycINFO, and 60 from Embase. 76 duplicate records were removed from the screening. There are two manual identifications of relevant scientific projects which are not identified by the electronic literature search. Step 2: Screening: 103 records were screened, from which 69 records were excluded. 34 reports were sought for retrieval and assessed for eligibility, excluding 8 reports related to noise which were not specific to home address, 1 report related to daytime noise only, 5 reports related to not self-reported sleep, 8 reports related to ineligible sleep outcome or response scale, and 1 report which was included in the previous meta-analysis. For new studies identified via other methods, 2 reports were sought for retrieval and 2 studies were assessed for eligibility. Step 3: Included: 13 new studies were included in the review. 38 studies were included in the review, excluding 1 study from the meta-analysis and 1 report of noise exposure specific to a home address that is unavailable from the meta-analysis. A total of 36 studies were included in the meta-analysis.
Figure 1.
Flow diagram of study identification, screening, and selection. “Study” refers to a data collection campaign including a defined group of participants and one or more outcomes. In one instance, a study was reported in multiple articles, and is counted as n=1 study. “Report” is a journal article, preprint, conference abstract, study register entry, clinical study report, dissertation, unpublished manuscript, government report, or other document supplying relevant information about a particular study or studies.
Figures 2A, 2B, and 2C are three clustered bar graphs titled Aircraft, Road, and Rail, respectively, plotting Sample size (thousands), ranging from 0 to 40 in increments of 5 (y-axis) across Awakenings, noise mentioned; Falling asleep, noise mentioned; Sleep disturbance, noise mentioned; Awakenings, noise not mentioned; Falling asleep, noise not mentioned; and Sleep disturbance, noise not mentioned (x-axis) for World Health Organization 2018 and update (World Health Organization 2018 plus newly identified studies), respectively.
Figure 2.
Effective sample sizes for (A) aircraft, (B) road, and (C) rail for each sleep disturbance question in the present updated analysis, determined from the original WHO analysis plus the 11 newly included studies, compared with sample sizes from the WHO 2018 review only. Note: WHO, World Health Organization.
Figure 3 is a forest plot, plotting study of subgroup and odds ratio inverse variance, random, 95 percent confidence intervals year, including (bottom to top) Aircraft: Non noise specific: Total (95 percent confidence intervals), 2.30 (1.87, 2.82); Test for subgroup differences: Chi squared equals 10.85, degrees of freedom equals 1 (uppercase p equals 0.0010); I squared equals 90.8 precent. Test for overall effect: uppercase z equals 7.91 (uppercase p equals 0.00001); Heterogeneity: Tau squared equals 0.15; Chi squared equals 190.63, degrees of freedom equals 17 (uppercase p equals 0.00001); I squared equals 91 precent. Test for overall effect: uppercase z equals 2.29 (uppercase p equals 0.02); Heterogeneity: Tau squared equals 0.12; Chi squared equals 23.78, degrees of freedom equals 6 (uppercase p equals 0.0006); I squared equals 75 precent; Subtotal (95 percent confidence intervals), 1.48 [1.06, 2.06]; Nguyen and others [32], 2.74 [1.99, 3.77] 2020; Rocha and others [45], 1.49 [1.08, 2.07] 2019; Basner and others [20], 24.43 [0.38, 1582.99] 2019; Carugno and others [35], 1.40 [0.79, 2.50] 2018; Brink [55], 0.33 [0.06, 1.73] 2011; Brink and others (2001 data) [55], 1.22 [0.94, 1.58] 2005; Brink and others (2003 data) [55], 1.20 [0.92, 1.57] 2005; Aircraft: Noise specific: Test for overall effect: uppercase z equals 10.16 (uppercase p less than 0.00001); Heterogeneity: Tau squared equals 0.09; Chi squared equals 87.86, degrees of freedom equals 10 (uppercase p equals 0.0001); I squared equals 89 precent; Subtotal (95% CI), 2.84 [2.32, 3.47]; Nguyen and others [32], 6.90 [4.78, 9.96] 2020; Rocha and others [45], 3.72 [2.61, 5.31] 2019; Brink and others [46], 4.48 [3.76, 5.32] 2019; Civil Air Authority [41], 2.04 [1.47, 2.83] 2017; Yano and others [49] 2.34 [1.69, 3.24] 2015; Nguyen and others [48], 2.70 [2.13, 3.42] 2015; NORAH [42], 2.83 [2.68, 2.98] 2015; Nguyen et al. [50], 1.14 [0.69, 1.88] 2013; Nguyen and others [51, 52], 1.46 [0.99, 2.16] 2011; Schreckenberg and others [54], 2.44 [2.05, 2.91] 2009; and Nguyen and others [53], 4.65 [2.96, 7.31] 2009 (y-axis) across less disturbed, ranging from 0.05 to 0.2 in increments of 0.15 and 0.2 to 1 in increments of 0.8, and more disturbed, ranging from 1 to 5 in increments of 4 and 5 to 20 in increments of 15 (x-axis) for Risk of bias, including selection bias, exposure assessment bias, bias due to confounding, and reporting bias.
Figure 3.
Forest plot for the odds of being highly sleep disturbed by aircraft noise per 10-dB increase in Lnight (combined estimate derived from all relevant outcomes within studies). Subgroups are presented for questions that mentioned noise as the source of the disturbance, and questions that did not specify noise as the source of the disturbance. Risk of bias: A: selection bias; B: exposure assessment; C: confounding; D: reporting bias. Green (+) denotes low risk of bias, red (–) denotes high risk of bias, yellow (?) denotes unclear risk of bias. Plots were generated using an inverse-variance (IV) random effects method across the full noise range for each individual study (not restricted to 40–65 dB Lnight). Note: CI, confidence interval; df, degrees of freedom; Lnight, nighttime noise; NORAH, Noise-Related Annoyance, Cognition and Health.
Figure 4 is a forest plot, plotting Study or subgroup and odds ratio inverse variance, random, 95 percent confidence intervals year, including (bottom to top) Road: Non noise specific: Total (95 percent confidence intervals), 1.80 [1.50, 2.17]; Test for subgroup differences: Chi squared equals 43.62, degrees of freedom equals 1 (uppercase p equals 0.00001); I squared equals 97.7 precent. Test for overall effect: uppercase z equals 6.26 (uppercase p equals 0.00001); Heterogeneity: Tau squared equals 0.16; Chi squared equals 466.45, degrees of freedom equals 21 (uppercase p equals 0.00001); I squared equals 95 precent. Test for overall effect: uppercase z equals 3.14 (uppercase p equals 0.002); Heterogeneity: Tau squared equals 0.01; Chi squared equals 17.44, degrees of freedom equals 6 (uppercase p equals 0.0008); I squared equals 66 precent; Subtotal (95 percent confidence intervals), 1.13 [1.05, 1.22]; Bartels and others [47], 1.01 [0.88, 1.15] 2021; Martens and others [34], 1.10 [1.02, 1.18] 2018; Evandt and others [37], 1.20 [1.11, 1.30] 2017; Bodin and others [33], 1.12 [0.96, 1.31] 2015; Frei and others [63], 1.22 [1.03, 1.44] 2014; Halonen and others [64], 0.99 [0.88, 1.12] 2012; Brink [56], 1.43 [1.18, 1.72] 2011; Road: Noise specific: Test for overall effect: uppercase z equals 8.28 (uppercase p equals 0.00001); Heterogeneity: Tau squared equals 0.11; Chi squared equals 95.40, degrees of freedom equals 14 (uppercase p less than 0.00001); I squared equals 85 precent; Subtotal (95 percent confidence intervals), 2.32 [1.90, 2.84]; Brink and others [46], 2.56 [2.27, 2.90] 2019; Evandt and others [37], 3.19 [2.68, 3.78] 2017; NORAH [42], 1.92 [1.63, 2.26] 2015; Brown and others [60], 2.55 [2.15, 3.02] 2015; Bodin and others [33], 2.44 [1.84, 3.24] 2015; Phan and others Thai Nguyen [57], 19.93 [8.27, 48.02] 2010; Phan and others Hue [57], 1.49 [0.98, 2.26] 2010; Phan and others Ho Chi Minh City [57] 1.13 [0.76, 1.70] 2010; Phan and others Hanoi [57], 1.28 [0.86, 1.90] 2010; Phan and others Da Nang [57], 12.49 [4.64, 33.60] 2010; Hong and others [61], 1.26 [0.74, 2.14] 2010; Ristovska and others [62], 2.45 [1.71, 3.50] 2009; Sato and others Kumamoto [59], 1.41 [0.94, 2.12] 2002; Sato and others Gothenburg [57], 3.50 [2.34, 5.22] 2002; and Sato and others Sapporo [59], 2.66 [1.20, 5.89] 2002 (y-axis) across Less disturbed, ranging from 0.02 to 0.1 in increments of 0.1 and 0.1 to 1 in increments of 0.9, and 1 to 10 in increments of 9 and 10 to 50 in increments of 40 (x-axis) for risk of bias, including selection bias, exposure assessment bias, bias due to confounding, and reporting bias.
Figure 4.
Forest plot for the odds of being highly sleep disturbed by road noise per 10-dB increase in Lnight (combined estimate derived from all relevant outcomes within studies). Subgroups are presented for questions that mentioned noise as the source of the disturbance, and questions that did not specify noise as the source of the disturbance. Risk of bias: A: selection bias; B: exposure assessment; C: confounding; D: reporting bias. Green (+) denotes low risk of bias, red (–) denotes high risk of bias, yellow (?) denotes unclear risk of bias. Plots were generated using an inverse-variance (IV) random effects method across the full noise range for each individual study (not restricted to 40–65 dB Lnight). Note: CI, confidence interval; df, degrees of freedom; Lnight, nighttime noise; NORAH, Noise-Related Annoyance, Cognition and Health.
Figure 5 is a forest plot, plotting Study or subgroup and odds ratio inverse variance, random, 95 percent confidence intervals year, including (bottom to top) Total (95 percent confidence intervals), 2.14 [1.54, 2.97]; Test for subgroup differences: Chi squared equals 62.31, degrees of freedom equals 1 (uppercase p equals 0.00001); I squared equals 98.4 precent. Test for overall effect: uppercase z equals 4.55 (uppercase p equals 0. 00001); Heterogeneity: Tau squared equals 0.32; Chi squared equals 490.79, degrees of freedom equals 11 (uppercase p equals 0.00001); I squared equals 98 precent. Test for overall effect: uppercase z equals 2.44 (uppercase p equals 0.01); Heterogeneity: Tau squared equals 0.00; Chi squared equals 0.39, degrees of freedom equals 3 (uppercase p equals 0.94); I squared equals 0 precent; Subtotal (95 percent confidence intervals), 1.09 [1.02, 1.18]; Evandt and others [37], 1.12 [1.00, 1.25] 2017; Bodin and others [33], 1.09 [0.95, 1.24] 2015; Frei and others [63], 1.06 [0.73, 1.53] 2014; Brink [56], 1.06 [0.92, 1.23] 2011; Railway: Noise specific: Test for overall effect: uppercase z equals 8.97 (uppercase p equals 0.00001); Heterogeneity: Tau squared equals 0.10; Chi squared equals 88.70, degrees of freedom equals 7 (uppercase p less than 0.00001); I squared equals 92 precent; Subtotal (95 percent confidence intervals), 3.01 [2.37, 3.83]; Brink and others [46], 3.43 [3.03, 3.88] 2019; Evandt and others [37], 4.77 [4.02, 5.66] 2017; Bodin and others [33], 5.18 [3.44, 7.79] 2015; NORAH [42], 2.11 [1.85, 2.40] 2015; Schreckenberg and others [66], 3.00 [2.56, 3.50] 2013; Hong and others [61], 2.98 [2.14, 4.17] 2010; Sato and others Hokkaido [65], 2.36 [1.62, 3.44] 2004; and Sato and others Kyushu [65], 1.94 [1.61, 2.34] 2004 (y-axis) across less disturbed, ranging from 0.1 to 0.2 in increments of 0.1, 0.2 to 0.5 in increments of 0.3, and 0.5 to 1 in increments 0.5, and more disturbed, ranging from 1 to 2 in unit increments, 2 to 5 in increments of 3, and 5 to 10 in increments of 5 (x-axis) for risk of bias, including selection bias, exposure assessment bias, bias due to confounding, and reporting bias.
Figure 5.
Forest plot for the odds of being highly sleep disturbed by railway noise per 10-dB increase in Lnight (combined estimate derived from all relevant outcomes within studies). Subgroups are presented for questions that mentioned noise as the source of the disturbance, and questions that did not specify noise as the source of the disturbance. Risk of bias: A: selection bias; B: exposure assessment; C: confounding; D: reporting bias. Green (+) denotes low risk of bias, red (–) denotes high risk of bias, yellow (?) denotes unclear risk of bias. Plots were generated using an inverse-variance (IV) random effects method across the full noise range for each individual study (not restricted to 40–65 dB Lnight). Note: CI, confidence interval; Lnight, nighttime noise; NORAH, Noise-Related Annoyance, Cognition and Health.
Figure 6 is a set of twelve line graphs titled Aircraft: Awakenings; Road: Awakenings; Rail: Awakenings; Aircraft: Falling asleep; Road: Falling asleep; Rail: Falling asleep; Aircraft: Sleep disturbance; Road: Sleep disturbance; Rail: Sleep disturbance; Aircraft: Combined; Road: Combined; and Rail: Combined, plotting percentage of highly sleep disturbed, ranging from 0 to 60 in increments of 20 (y-axis) across average nighttime outdoor A-weighted noise level (decibel), ranging from 40 to 60 in increments of 10 (x-axis) for updated analysis and World Health Organization 2018, respectively.
Figure 6.
Probability of being highly sleep disturbed (%HSD) by nighttime noise, determined via questions that mention noise as the source of disturbance, stratified by disturbance question and traffic mode. Exposure–response relationships were derived using all available data, from the original WHO review and the 11 newly identified studies. Results of the present updated analysis (solid purple lines with dotted 95% CIs) are compared against results of the 2018 WHO review (dashed orange lines with shaded 95% CIs). Relationships for the sleep disturbance questions were not calculated previously. Asterisks (*) indicate sleep outcomes for which no new studies have been published since the WHO review. Parameter estimates were calculated in logistic regression models with Lnight included as the only fixed effect and study included as a random effect, restricted to the noise exposure range 40–65 dB Lnight. Models were run separately for each traffic mode and disturbance question. The combined estimate was calculated using average responses of the awakening, falling asleep, and sleep disturbance questions within studies. Note: CI, confidence interval; Lnight, nighttime noise; WHO, World Health Organization.
set of three line graphs titled Aircraft, Road, and Rail, plotting percentage of highly sleep disturbed, ranging from 0 to 60 in increments of 20 (y-axis) across average nighttime outdoor A-weighted noise level (decibel), ranging from 40 to 65 in increments of 5 (x-axis) for updated analysis (all studies included and newly identified studies only (2015 and later), respectively.
Figure 7.
Exposure–response relationships for the probability of being highly sleep disturbed (%HSD) by nighttime noise for questions that mention noise. Curves are shown for the updated analysis that includes all available data (solid purple lines), and for analysis including only newly identified studies published after the WHO review (dashed green lines). Data are calculated as the combined response using average responses of the awakening, falling asleep, and sleep disturbance questions within studies, determined as the within-study average of disturbance questions that explicitly mentioned noise as the source of sleep disturbance. Parameter estimates were calculated in logistic regression models with Lnight included as the only fixed effect and study included as a random effect, restricted to the noise exposure range 40–65 dB Lnight. Models were run separately for each traffic mode. Note: Lnight, nighttime noise; WHO, World Health Organization.
Figure 8 is a set of twelve line graphs titled Aircraft: Awakenings; Road: Awakenings; Rail: Awakenings; Aircraft: Falling asleep; Road: Falling asleep; Rail: Falling asleep; Aircraft: Sleep disturbance; Road: Sleep disturbance; Rail: Sleep disturbance; Aircraft: Combined; Road: Combined; and Rail: Combined, plotting percentage of highly sleep disturbed, ranging from 0 to 60 in increments of 20 (y-axis) across average nighttime outdoor A-weighted noise level (decibel), ranging from 40 to 60 in increments of 10 (x-axis), respectively.
Figure 8.
Probability of being highly sleep disturbed (%HSD) by nighttime noise, determined via questions that did not specifically mention noise as the source of disturbance, stratified by disturbance question and traffic mode. Exposure–response relationships were derived using all available data, from the original WHO review and the 11 newly identified studies. Dotted lines indicate 95% CIs. Parameter estimates were calculated in logistic regression models with Lnight included as the only fixed effect and study included as a random effect, restricted to the noise exposure range 40–65 dB Lnight. Models were run separately for each traffic mode and disturbance question. The combined estimate was calculated using average responses of the awakening, falling asleep, and sleep disturbance questions within studies. Note: CI, confidence interval; Lnight, nighttime noise; WHO, World Health Organization.

Similar articles

Cited by

References

    1. Consensus Conference Panel; Watson NF, Badr MS, Belenky G, Bliwise DL, Buxton OM, et al. . 2015. Joint Consensus Statement of the American Academy of Sleep Medicine and Sleep Research Society on the recommended amount of sleep for a healthy adult: methodology and discussion. Sleep 38(8):1161–1183, PMID: , 10.5665/sleep.4886. - DOI - PMC - PubMed
    1. Banks S, Dinges DF. 2007. Behavioral and physiological consequences of sleep restriction. J Clin Sleep Med 3(5):519–528, PMID: , 10.5664/jcsm.26918. - DOI - PMC - PubMed
    1. Dettoni JL, Consolim-Colombo FM, Drager LF, Rubira MC, Cavasin de Souza SBP, Irigoyen MC, et al. . 2012. Cardiovascular effects of partial sleep deprivation in healthy volunteers. J Appl Physiol (1985) 113(2):232–236, PMID: , 10.1152/japplphysiol.01604.2011. - DOI - PubMed
    1. Buxton OM, Cain SW, O’Connor SP, Porter JH, Duffy JF, Wang W, et al. . 2012. Adverse metabolic consequences in humans of prolonged sleep restriction combined with circadian disruption. Sci Transl Med 4(129):129ra43, PMID: , 10.1126/scitranslmed.3003200. - DOI - PMC - PubMed
    1. Buxton OM, Pavlova M, Reid EW, Wang W, Simonson DC, Adler GK. 2010. Sleep restriction for 1 week reduces insulin sensitivity in healthy men. Diabetes 59(9):2126–2133, PMID: , 10.2337/db09-0699. - DOI - PMC - PubMed

Publication types