| Literature DB >> 35039706 |
Luiza Ribeiro Alves Cunha1, Bianca B P Antunes1, Vinícius Picanço Rodrigues2, Paula Santos Ceryno3, Adriana Leiras1.
Abstract
The governments' isolation measures to contain the transmission of COVID-19 imposed a dilemma for the people at the bottom of the pyramid. Since these people have very unreliable sources of income, a dilemma arises: they must either work under risky conditions or refrain from work and suffer from income cuts. Emergency donations of food and cleaning supplies in a pandemic context might be overlooked by government and civil society actors. This paper aims to model the effects of donations on mitigating the negative effects of COVID-19 on vulnerable communities. Applying the system dynamics method, we simulated the behaviour of the pandemic in Rio de Janeiro (Brazil) communities and the impacts that donations of food and cleaning supplies have in these settings. We administered surveys to the beneficiaries and local organisations responsible for the final distribution of donations to gather information from the field operations. The results show that increasing access to cleaning supplies in communities through donations can significantly reduce coronavirus transmission, particularly in high-density and low-resource areas, such as slums in urban settings. In addition, we also show that food donations can increase the vulnerable population's ability to afford necessities, alleviating the stress caused by the pandemic on this portion of the population. Therefore, this work helps decision-makers (such as government and non-governmental organisations) understand the impacts of donations on controlling outbreaks, especially under COVID-19 conditions, in a low-resource environment and, thus, aid these hard-to-reach populations in a pandemic setting.Entities:
Keywords: COVID-19; Donation; Humanitarian operations; Pandemic; System dynamics
Year: 2022 PMID: 35039706 PMCID: PMC8754524 DOI: 10.1007/s10479-021-04378-5
Source DB: PubMed Journal: Ann Oper Res ISSN: 0254-5330 Impact factor: 4.820
Fig. 1Schematic representation of the assistance modes, donors, donations channels and allocation modes
Fig. 2Schematic representation of the donation chain in Rio de Janeiro communities
Fig. 3Causal loop diagram depicting the SIR epidemiological model and the typical community purchasing behaviour
Fig. 4Complete Simulation Model
Variable descriptions
| Variable | Description | Units |
|---|---|---|
| Affordability before pandemic | BoP population's ability to purchase food before the pandemic | 1/people |
| Affordability during pandemic | Ability to buy food by the BoP population during the pandemic | 1/people |
| Affordability during pandemic + donations | Ability to purchase food by the BoP population during the pandemic and with the help of donations | 1/people |
| Amount intended for in-kind donations | Financial amount for in-kind donations | Real |
| Attended people | BoP population served by donations | People |
| Cleaning supplies consumption | Consumption of hygiene products by the BoP population | Litre/day |
| Contact density cash donations | Contagion density due to contact of the population that received cash donations | Dmnl |
| Contact density in-kind donations | Contagion density due to contact of the population that received in-kind donations | Dmnl |
| Contagion rate | Rate of infection by the virus | People |
| Cost of 1 kg of food | Cost of 1 kg of food | Real/kilo |
| Desired kg of food | Kilograms of food desired to keep the BoP population fed | Kilo |
| Effect on hygiene rate | Effect that hygiene has on the contagion of the population by the virus | Dmnl |
| Expenses with cleaning supplies | HO spending on hygiene products to be donated | Real/day |
| Expenses with food | HO spending on food to be donated | Real/day |
| First subflow (aggregate outflow*Fractional Outflow Split) | Flow of financial input into the stock destined to purchase in-kind donations | Real/day |
| Income before pandemic | Income before the pandemic | Real |
| Income consumption during pandemic | Population spending during the pandemic | Real/day |
| Income during pandemic | Income of the BoP population during the pandemic | Real |
| Income during pandemic rate | Inflow of money into the population's income stock | Real/day |
| Initial population | Initial population | People |
| Liters in kind donation | Litres of in-kind donations of hygiene products | Litre/day |
| Litres bought rate | Litres of hygiene products purchased and donated to the BoP population | Litre/day |
| Litres of cleaning supplies with donations | Litres of hygiene products purchased and donated to the BoP population | Liter |
| population expenses with cleaning supplies | Population spending on hygiene products during the pandemic | Real/day |
| Second subflow (aggregate outflow* (1-Fractional Outflow Split)) | Financial inflow through donations to the stock of the BoP population's income | Real/day |
| Unattended people | BoP population not served by donations | people |
| Weight of food to be donated | Kilograms of food to be donated to the BoP population | Kilo |
Standard parameters
| Parameters | Value |
|---|---|
| Time Interval | Days |
| Time Step | 0.125 days |
| Infection Duration | 15.73 days |
| Initial Population | 320,000 beneficiaries |
| First Infected | March 22nd, 2020 |
| REFERENCE contagion rate | 2.91 |
| Effect on hygiene rate | 0.2 |
Fig. 5Affordability with variations of the base scenario
Fig. 6Number of infected people in different base scenarios
Number of infected people on day 210 in the different base scenarios
| Time (day) | 210 |
|---|---|
| Infected: SCENARIO BASE (75%) | 4391.93 |
| Infected: SCENARIO BASE (50%) | 4531.34 |
| Infected: SCENARIO BASE (25%) | 4674.96 |
| Infected: SCENARIO BASE (3%) | 4804.91 |
Scenario analysis with varying levels of in-kind and cash/voucher donations
Fig. 7Affordability results for Scenarios 1, 2 and 3.
Schematic representation. Scenario 1 is represented by the blue line; Scenario 2 (all letters) is represented by the red line, as the contact density factor does not influence the affordability results; thus, all lines in scenario 2 overlap; Scenario 3 (all letters) is represented by the black line
Fig. 8Affordability results for scenarios 1, 2, 3, 4, 5 and 6.
Schematic representation. As the contact density factor does not influence the affordability results, all possibilities of letters (which represent the contact density) in a specific scenario have the same result, which is why we can analyse scenario 3 (D) with the other scenarios in (A)
Affordability results on day 91
| Time (Day) | 91 |
|---|---|
| Affordability during pandemic & donations: SCENARIO 6 (A) | 0.120061 |
| Affordability during pandemic & donations: SCENARIO 5 (A) | 0.109493 |
| Affordability during pandemic & donations: SCENARIO 4 (A) | 0.114777 |
| Affordability during pandemic & donations: SCENARIO 3 (A) | 0.127986 |
| Affordability during pandemic & donations: SCENARIO 2 (A) | 0.101567 |
| Affordability during pandemic & donations: SCENARIO 1 | 0.0980136 |
Fig. 9Number of infected people in Scenarios 1, 2 and 3
Infected data results
| Time (day) | 145 | Time (day) | 210 |
|---|---|---|---|
| Infected: SCENARIO 2 (A) | 266.966 | Infected: SCENARIO 2 (A) | 4517.58 |
| Infected: SCENARIO 2 (B) | 1103.3 | Infected: SCENARIO 2 (B) | 32,774.6 |
| Infected: SCENARIO 2 (C) | 4470.25 | Infected: SCENARIO 2 (C) | 54,177.1 |
| Infected: SCENARIO 3 (D) | 17,849.7 | Infected: SCENARIO 3 (D) | 11,990.7 |
| Infected: SCENARIO 3 (E) | 53,798.8 | Infected: SCENARIO 3 (E) | 2441.01 |
| Infected: SCENARIO 3 (F) | 92,072.1 | Infected: SCENARIO 3 (F) | 680.479 |
| Infected: SCENARIO 1 | 92,117.6 | Infected: SCENARIO 1 | 678.041 |
Fig. 10Schematic representation showing that scenarios 4, 5, and 6 remain above scenario 2
Fig. 11Schematic representation showing that scenarios 4, 5, and 6 remain below scenario 3