| Literature DB >> 33722793 |
Karen Ann Grépin1, Tsi-Lok Ho2, Zhihan Liu3, Summer Marion4, Julianne Piper5, Catherine Z Worsnop4, Kelley Lee5.
Abstract
OBJECTIVE: To review the effectiveness of travel measures implemented during the early stages of the COVID-19 pandemic to inform changes on how evidence is incorporated in the International Health Regulations (2005) (IHR).Entities:
Keywords: COVID-19; control strategies; public health; systematic review
Mesh:
Year: 2021 PMID: 33722793 PMCID: PMC7969755 DOI: 10.1136/bmjgh-2020-004537
Source DB: PubMed Journal: BMJ Glob Health ISSN: 2059-7908
Figure 1PRISMA diagram. PRISMA, Preferred Reporting Items for Systematic Reviews and Meta-Analyses.
Summary statistics
| Preprint | Published | Total | |
| Date pre-printed or published | |||
| January | 0 | 1 | 1 |
| February | 0 | 4 | 4 |
| March | 4 | 11 | 15 |
| April | 0 | 3 | 3 |
| May | 1 | 5 | 6 |
| Study design | |||
| Modelled | 5 | 21 | 26 |
| Observational | 0 | 3 | 3 |
| Level of region affected by travel measures | |||
| Mainland China | 3 | 14 | 17 |
| Other single country | 1 | 4 | 5 |
| Multicountries or global | 1 | 6 | 7 |
| Level of travel measures imposed | |||
| International | 2 | 10 | 12 |
| Interprovincial | 3 | 13 | 16 |
| Both* | 0 | 1 | 1 |
| Travel measures analysed† | |||
| Suspended transportation | 4 | 20 | 24 |
| Border restrictions | 3 | 18 | 21 |
| Screening | 0 | 5 | 5 |
| Entry quarantine | 1 | 3 | 4 |
*Papers evaluating the impact of both international and interprovincial measures.
†Papers may analyse effects of multiple restrictions.
Effect of international travel measures
| Study | Setting | Study design | Model types | Epidemiological assumptions | Travel measure(s) | Outcomes investigated | Scenarios of intervention | Estimated effect(s) |
| Anzai | Global | Modelled | Poisson regression model. | Mean incubation period of 5 days. | Wuhan travel restrictions. | Number of exported cases. | Travel restrictions effective 23 January. | From 28 January to 6 February, 226 cases (95% CI 86 to 449) were prevented from being exported globally (70% reduction). |
| Japan | Modelled | Negative binomial model; hazard function. | R0: 1.5, 2.2 and 3.7; contract tracing: 10%, 30% or 50% of contacts isolated. | Wuhan travel restrictions. | Probability of a major outbreak. | Presence of travel restriction and with 10%/30%/50% of contacts traced and isolated. | R0 (2.2): absolute risk reduction was 7%, 12% and 20% for contract tracing levels 10%, 30% and 50%, respectively. Largest effect when R0 (1.5) and 50% of contracts traced led to 37% absolute risk reduction. | |
| Time delay to a major outbreak. | Median time delay was less than 1 day when R0=2.2–3.7, and 1–2 days when R0 is 1.5. | |||||||
| Chinazzi | Global | Modelled | Individual-based, stochastic global epidemic and mobility model. | Epidemic start date 15 November–1 December 2019; R0: 2.57 (90% CI 2.37 to 2.78); Tg: 7.5 days; Td: 4.2 days; global detection of cases can be as low as 40%. | Wuhan travel restrictions. | Relative risk of case importation. | Travel restrictions effective 23 January. | A 77% reduction in cases imported from China to other countries in early February. Prior to 23 January, 86% of international cases originated in Wuhan, afterwards most cases came from other Chinese cities. |
| International travel restrictions: 59 airlines suspended or limited flights to Mainland China and several countries (USA, Russia, Australia and Italy) imposed travel restrictions. | Number of internationally imported and detected cases. | 40%–90% overall traffic reduction to and from mainland China; transmissibility reduction in China 0%. | The number of imported cases is initially reduced by 10× but returns to 170–35 detected cases a day by 1 March (40%–90% traffic reductions, respectively). | |||||
| Number of internationally imported and detected cases. | 40%–90% overall traffic reduction to and from mainland China; transmissibility reduction in China 25%. | The number of imported cases is initially reduced by 10× but returns to 26–5 detected cases a day by 1 March (40%–90% traffic reductions, respectively). | ||||||
| Number of internationally imported and detected cases. | 40%–90% overall traffic reduction to and from mainland China; transmissibility reduction in China 50%. | The number of imported cases is initially dramatically reduced, epidemic growth in China delayed and number of internationally imported cases remains in single digits by 1 March. | ||||||
| Adiga | Global | Modelled | Linear regression models. | NS | Suspension of flight routes by airlines (voluntary or mandated by travel bans). | Arrival time of first case. | Actual airline suspensions, based on IATA data. | An increase in estimated arrival time of approximately 4–5 days. Ethiopia and Qatar observe an increase >10 days. |
| Wells | Global | Modelled | Maximum likelihood approach. | NS | Wuhan and Hubei travel restrictions. | Exportation risk and exported cases. | Travel restrictions were implemented in Wuhan on 23 January and Hubei on 24 January. | Reduced exportation risk by 81.3% (95% CI 80.5% to 82.1%) and averted 70.5% (95% CI 68.8% to 72.0%) of exported cases by 15 February 2020. |
| Kucharski | Global | Modelled | Stochastic transmission dynamic model. | 100% of cases become symptomatic. | Wuhan travel restrictions. | Transmission dynamics outside of Wuhan. | Travel restrictions effective 23 January. | The transmission reduced by about half in the 2 weeks following introduction but does not directly test effectiveness of such measures. |
| Costantino | Australia | Modelled | Poisson regression model; age-specific deterministic model. | R0: 2.2; infectious period: 12.2 days; effectiveness of home quarantine: 50%; home quarantine: 14 days; excludes | Australia’s ban on flights from China coupled with home quarantine of entering travellers. | Imported cases to Australia from China. | Complete travel ban from 2 February to 8 March, then full lifting of ban. | 32, 43 and 36 infected cases every 2 weeks would be averted from 26 January onwards. |
| Complete travel ban from 2 February to 8 March, then partial lifting of ban for students. | Similar to above. | |||||||
| Total cases and deaths in Australia. | Complete travel ban from 2 February to 8 March, then full lifting of ban. | An estimate 87% reduction in cases and deaths. | ||||||
| Complete travel ban from 2 February to 8 March, then partial lifting of ban for students. | Similar to above. | |||||||
| Adekunle | Australia | Modelled | Stochastic metapopulation model. | China R0: 2.63 (1 December 2019–31 January 2020) and 1.73 (afterwards). | Australia’s travel ban on flights from China. | Imported cases and onset of widespread transmission in Australia. | Travel bans begin on 24 January. | By 2 March, 79% reduction in expected cases and delayed onset of widespread transmission by 4 weeks. |
| Australia’s travel ban on flights from Iran, South Korea and Iran. | Imported cases. | Travel bans begin on 2 March. | Negligible impact on imported cases or local transmission. | |||||
| Linka | European Union | Modelled | Mathematical deterministic SEIR model. | R0: 4.62±1.32 (mean, across all states) or a range from 2.7 (Denmark) - 8.7 (Austria); latent period 2.56; infectious periods 17.82. | Travel restrictions introduced in the European Union (external and some internal). | Number of exposed, infectious and recovered patients by country. | Restrictions were implemented on 17 March. | Travel restriction slowed faster spread of the virus, especially in Central Europe, Spain and France. |
| Clifford | Theoretical | Modelled | Non-homogeneous Poisson process with intensity function; mathematical model. | R0: 1.4–3.9; others listed in | Syndromic exit/entry screening plus traveller sensitisation to self-isolate if they develop symptoms. | Delay in the outbreak. | Screening in the context of 1 or 10 or 100 infected travellers per week. | With one infected traveller per week, the outbreak is delayed by 4 days (10 travellers/1 day). |
| Screening plus sensitisation in the context of 1 or 10 or 100 infected travellers per week. | With one infected traveller per week, the outbreak is delayed by 8 days (10 travellers/2 days). | |||||||
| Mandal | India | Modelled | Mathematical model. | R0: 2, 4. | Port-of-entry based screening on travellers from China to India. | Time to reach 1000 cases in India. | Screening of both symptomatic and asymptomatic cases is feasible. | Additional detection of 90% asymptomatic individuals was required to delay the epidemic by 20 days, but unclear if this is even feasible. |
| Wells | Worldwide | Modelled | Maximum likelihood approach, | NS | Self-identification on arrival of symptomatic travellers. | Probability of identification. | With only symptomatic cases were detected. | Could potentially identify up to 95% of infected travellers, assuming effectiveness of the questionnaire. |
| Cowling | Hong Kong SAR | Observational | Time series study. | NS | Border restrictions in combination with quarantine and isolation as well as social distancing and school closures. | Effective reproductive number. | January through end of March in Hong Kong. | Demonstrates that together the measures were effective at reducing the effective reproductive number but were not able to isolate impact of border restrictions. |
IATA, International Air Transport Association; NS, not specified; SEIR, Susceptible, Exposed, Infectious, Recovered; Td, doubling time; Tg, generation time.
Effect of implementation of interprovincial travel measures
| Study | Study design | Model type | Epidemiological assumptions | Travel measure(s) | Outcomes investigated | Scenarios of intervention | Estimated effect(s) |
| Aleta | Modelled | Stochastic SEIR-metapopulation model. | Generation time: 7.5 days; R0: 2.4; later period: 3 days. | Wuhan travel measures. | Cases in Mainland China outside of Wuhan. | Travel measures implemented on 23 January. | A reduced reduced number of cases but only in the short term. |
| Chinazzi | Modelled | Individual-based, stochastic global epidemic and mobility model. | R0: 2.57; doubling time: 4.2; no changes in transmissibility within China. | Wuhan travel measures. | Cases in Mainland China outside of Wuhan. | Travel measures implemented on 23 January. | Reduction of cases was approximately 10% by 31 January (range 1–58%). |
| Timing of epidemic peak. | Wuhan travel ban delayed epidemic progression by 3–5 days in China. | ||||||
| Fang | Modelled | Dynamic distributed lag regression model. | Incubation period: up to 22 days. | Wuhan travel measures. | Number of cases in cities outside of Hubei from 23 January to 29 February. | Travel measures implemented on 23 January. | COVID-19 cases would be 64.81% higher in 347 cities outside Hubei (20 810 vs 12 626), and 52.64% higher in 16 other cities in Hubei as of 29 February (23 400 vs 15 330). |
| Shi and Fang | Modelled | Autoregressive integrated moving average model. | Incubation period: 4–6 days. | Wuhan travel measures. | Cumulative number of confirmed cases outside Wuhan by 29 February. | Travel measures implemented on 23 January. | Travel ban may have prevented approximately 19 768 (95% CI 13 589 to 25 946) cases outside of Wuhan by 29 February (39% reduction). |
| Tian | Modelled | Deterministic SEIR model. | R0: 3.15. | Wuhan travel measures. | Arrival times in cities across Mainland China by 19 February. | Travel measures implemented on 23 January. | Delayed arrival time by 2.91 days (95% CI: 2.54, 3.29). |
| Cases in Mainland China outside of Wuhan by 19 February. | National number of cases decreased from 744 000 (±156 000) to 202 000 (±10 000) (72.8% decrease). | ||||||
| Kraemer | Modelled | Generalised linear model. | Doubling time: 4.0 days (outside Hubei), 7.2 days (inside Hubei); incubation period 5.1 days. | Wuhan travel measures. | Cases in Mainland China outside of Wuhan by end of February. | Travel measures implemented on 23 January. | Travel measures reduced growth rates outside, which became negative after 23 January; provinces with greater mobility from Wuhan displayed more rapidly declining growth rates. |
| Tang | Modelled | Deterministic SEIR model. | R0: 6.47. | Wuhan travel measures. | Cases in select locations outside of Wuhan. | Travel measures implemented on 23 January. | Travel restriction reduced the number of infected individuals in Beijing over 7 days by 91.14%. |
| Hou | Modelled | Deterministic SEIR model. | Incubation period: 7 days. | Wuhan travel measures. | Effective reproductive rate. | Travel measures implemented on 23 January. | Travel measures significantly changed transmission dynamics within China. |
| Li | Modelled | Stochastic SEIR model. | R0 at the beginning of the epidemic to be 2.38. | Wuhan travel measures. | Reproductive number. | Travel measures implemented on 23 January. | Travel measure reduced the reproductive number from 2.38 down to 1.34 and 0.98, in the 1-week and 2-week period immediately following their introduction. |
| Lau | Observational | Retrospective regression model. | R0: 2.2–3.9: mean incubation period: 5.1 days. | Wuhan travel measures. | Doubling time. | Travel measures implemented on 23 January. | Significant increase in doubling time from 2 to 4 days after lockdown. |
| Wu | Modelled | Deterministic SEIR model. | R0=2.6, zoonotic force=86/day until 1 January market closure. | Wuhan travel measures. | Exported cases in the rest of Mainland China. | Travel restrictions led to either a 0% or 50% reduction in travel outside of Wuhan. | Even a 50% reduction in intercity mobility would have a negligible effect on the epidemic dynamics. |
| Liu | Observational | Linear regression. | Incubation period: 3–7 days. | Wuhan travel measures. | Cases exported outside of Wuhan. | Travel measures implemented on 23 January. | A mean value of 129 cases exported per 10 000 people who left Wuhan. |
| Travel measures implemented 2 days earlier. | An estimated 1420 (95% CI 1059 to 1833) cases would have been prevented. | ||||||
| Travel measures implemented 2 days later. | An estimated 1462 (95% CI 1059 to 1833) additional cases would have happened. | ||||||
| Yuan | Modelled | Regression model. | Incubation period: 5 days. | Wuhan travel measures in combination with a stay-at-home movement. | Cases in 44 regions outside of Wuhan by 27 February. | Travel measures implemented on 23 January. | Reduced the number of cases outside of Wuhan from 41 477 to 30 765. |
| Cases in 44 regions outside of Wuhan by 27 February. | Travel measures implemented 3 days earlier. | Further reduce the number of cases to between 15 768 and 21 245. | |||||
| Su | Modelled | Deterministic SEIR model. | R0=2.91, 2.78, 2.02 and 1.75 for Beijing, Shanghai, Guangzhou and Shenzhen, respectively. | Wuhan travel measures in combination with other non-pharmaceutical interventions. | Transmission rates in four metropolitan areas of China. | Different contract rates were assumed to result from reduced population flow. | Travel restrictions contributed to a reduction in the contact rate and reduced the time to peak and the number of cases. |
| Jiang | Modelled | Time-varying sparse vector autoregressive model. | Incubation period: 10 days. | Travel measures introduced in five cities of Hubei (Wuhan, Huanggang, Ezhou, Chibi and Zhijiang). | Daily transmission routes from Hubei to other provinces through 19 February. | Travel measures started to be implemented on 23 January. | Travel restrictions reduced transmission between provinces. |
| Lai | Modelled | Stochastic SEIR model. | R0: 2.2; incubation period: 5.2 days. | Wuhan travel measures in combination with other non-pharmaceutical interventions. | Cases in Mainland China outside of Wuhan. | Travel measures implemented on 23 January. | Early detection and isolation of cases more effective than travel restrictions; travel restricts reduced the number of cases outside of Wuhan as well as its geographic spread. |
| Cases in Mainland China outside of Wuhan. | If travel restrictions of same magnitude were implemented 1, 2 or 3 weeks earlier. | If interventions were conducted 1, 2 or 3 weeks earlier, cases will reduce by 66%, 86% or 95%, respectively. | |||||
| Total number of cases outside of Wuhan. | If travel restrictions of same magnitude were implemented 1, 2 or 3 weeks later. | If interventions were conducted 1, 2 or 3 weeks later, cases may increase 3-fold, 7-fold or 18-fold, respectively. | |||||
| Hossain | Modelled | Meta-population model. | R0: 2.92; latent period: 5.2 days; generation time: 8.4 days. | Border control and quarantine. | Arrival time outside of Wuhan. | Theoretical application of measures. | Arrival time is delayed by 32.5 days and 44 days under a low R0 (1.4) but under higher R0 (2.92) only 10 extra days can be gained. |