| Literature DB >> 23272206 |
Dejan Zurovac1, Bruce A Larson, Raymond K Sudoi, Robert W Snow.
Abstract
BACKGROUND: Simple interventions for improving health workers' adherence to malaria case-management guidelines are urgently required across Africa. A recent trial in Kenya showed that text-message reminders sent to health workers' mobile phones improved management of pediatric outpatients by 25 percentage points. In this paper we examine costs and cost-effectiveness of this intervention. METHODS/Entities:
Mesh:
Year: 2012 PMID: 23272206 PMCID: PMC3525566 DOI: 10.1371/journal.pone.0052045
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Costs for Scenarios 1 and 2.
| Scenario 1 (USD) | Scenario 2(USD) | |
|
| ||
| A. Development and refinement of text-messages | ||
| Senior researcher (5 days at full cost to employer) | ||
| Research assistant (5 days at full cost to employer) | ||
| Review of messages by 5 research officers (2 hours each, full cost) | ||
| Review of messages and input from 2 DOMC officers (4 hours each) | ||
|
| 3,217 | 3,217 |
| B. Pretesting of messages with 20 HWs in non-study districts (2 rounds) | ||
| Mileage cost transport | 2,620 | 2,620 |
| Salary (research assistant and driver, each for 20 working days) | 1,569 | 1,569 |
| Subsistence (research assistant and driver, each for 28 days) | 1,391 | 1,391 |
|
| ||
| Consultation fee (for development and maintenance of the system) | 1,005 | 1,005 |
| Project computer (1 desktop) | 938 | 938 |
| Cost of 2 modems | 177 | 177 |
| Purchase of postpaid phone number for distribution | 93 | 93 |
| Airtime for testing distribution system | 134 | 134 |
|
| ||
| Scenario 1. Study conditions | ||
| Vehicle costs for traveling to facilities | 2,682 | |
| Research assistant and driver (full cost to employer, 20 working days each) | 1,569 | |
| Traveling subsistence (research assistant and driver, 28 days each) | 1,391 | |
| Scenario 2. Routine conditions – use of DHMTs to collect phone numbers | ||
| District Public Health Nurses (7 days, full cost to employer) | 193 | |
| Airtime for updating health workers' phone numbers | 27 | |
|
| ||
| Total cost of sending text-messages | 1,135 | 1,135 |
| Research assistant (28 days, full employer costs) | 1,423 | 1,423 |
|
| 19,342 | 13,920 |
DOMC = Division of Malaria Control; HW = health worker; DHMT = District Health Management Team.
Costs for national scale-up (Scenario 3).
| Scenario 3 (USD) | |
|
| |
| A. Development and refinement of text-messages | |
| Senior consultant (5 days at full cost to employer) | |
| Division of Malaria Control Officers (5 officers, 5 days each, full cost to employer) | |
| Review of messages and input from 2 DOMC officers (4 hours each, full cost to employer) | |
|
| 5,463 |
| B. Pretesting of messages with 20 health workers (2 rounds) | |
| Mileage cost transport | 1,242 |
| Salary (2 DOMC Officers and driver, each for 20 working days) | 4,691 |
| Subsistence (2 DOMC Officers and driver, each for 28 days, government per-diem rates) | 7,823 |
|
| |
| Development and maintenance of the system | 7,177 |
| Project computer (1 desktop) | 938 |
|
| |
| District Public Health Nurses (149 districts, 1 day/nurse/district, full cost to employer) | 4,111 |
| Airtime to update health workers' phone numbers | 1,333 |
|
| |
| Total cost of sending text-messages (0.0124 USD per message full cost) | 64,572 |
|
| 97,350 |
DOMC = Division of Malaria Control; HW = health worker.
Cost-effectiveness and sensitivity analyses.
| Scenario 1 | Scenario 2 | Scenario 3 | |
| Costs (USD 2010) | 19,342 | 13,920 | 97,350 |
| Number of febrile children requiring correct management | 153,739 | 153,739 | 11,821,000 |
| Intervention effect (proportion of additional children correctly managed) | 0.25 | 0.25 | 0.25 |
| Additional number of febrile children correctly managed | 38,435 | 38,435 | 2,955,250 |
| Cost per additional febrile child correctly managed | 0.50 | 0.36 | 0.03 |
| Sensitivity Analysis (either/or) | |||
| Effect = 0.20, 25% Cost increase | 0.63 | 0.45 | 0.04 |
| Effect = 0.15, 67% Cost increase | 0.84 | 0.60 | 0.05 |
| Effect = 0.10, 150% Cost increase | 1.26 | 0.91 | 0.08 |
| Effect = 0.05, 400% Cost increase | 2.52 | 1.81 | 0.16 |