| Literature DB >> 29016296 |
Andrew J Schrader1, David R Tribble1, Mark S Riddle2.
Abstract
To inform policy and decision makers, a cost-effectiveness model was developed to predict the cost-effectiveness of implementing two hypothetical management strategies separately and concurrently on the mitigation of deployment-associated travelers' diarrhea (TD) burden. The first management strategy aimed to increase the likelihood that a deployed service member with TD will seek medical care earlier in the disease course compared with current patterns; the second strategy aimed to optimize provider treatment practices through the implementation of a Department of Defense Clinical Practice Guideline. Outcome measures selected to compare management strategies were duty days lost averted (DDL-averted) and a cost effectiveness ratio (CER) of cost per DDL-averted (USD/DDL-averted). Increasing health care and by seeking it more often and earlier in the disease course as a stand-alone management strategy produced more DDL (worse) than the base case (up to 8,898 DDL-gained per year) at an increased cost to the Department of Defense (CER $193). Increasing provider use of an optimal evidence-based treatment algorithm through Clinical Practice Guidelines prevented 5,299 DDL per year with overall cost savings (CER -$74). A combination of both strategies produced the greatest gain in DDL-averted (6,887) with a modest cost increase (CER $118). The application of this model demonstrates that changes in TD management during deployment can be implemented to reduce DDL with likely favorable impacts on mission capability and individual health readiness. The hypothetical combination strategy evaluated prevents the most DDL compared with current practice and is associated with a modest cost increase.Entities:
Mesh:
Year: 2017 PMID: 29016296 PMCID: PMC5805040 DOI: 10.4269/ajtmh.17-0196
Source DB: PubMed Journal: Am J Trop Med Hyg ISSN: 0002-9637 Impact factor: 2.345
Figure 1.Economic model decision tree. MH = military healthcare; SIQ = sick in quarters (bed rest).
Parameter estimates for base case model
| Baseline | Low | High | Probability distribution | |
|---|---|---|---|---|
| Yearly deployment size | 50,000 | 35,000 | 80,000 | Triangular |
| Deployment duration (months) | 3.5 | 1.0 | 12.0 | Triangular |
| Monthly incidence | 28.9% | 16.2% | 41.6% | Normal |
| Management probability | ||||
| [P] of no MH provider rx|illness | 69.07% | 68.00% | 87.00% | Triangular |
| [P] no self-treatment (run its course) | 60.00% | 30.00% | 90.00% | Triangular |
| [P] self-treatment success | 32.00% | 16.00% | 48.00% | Triangular |
| [P] self-treatment failure (seek treatment by MH provider) | 8.00% | 4.00% | 12.00% | Triangular |
| [P] medical evacuation | 0.03% | 0.02% | 0.04% | Triangular |
| [P] of treatment by MH provider|illness | 30.00% | 13.00% | 42.00% | Triangular |
| [P] suboptimal | 27.80% | 16.00% | 51.00% | Triangular |
| [P] optimal | 35.10% | 27.00% | 57.00% | Triangular |
| [P] confinement to bed rest | 37.10% | 13.00% | 47.00% | Triangular |
| [P] hospitalization | 0.90% | 0.30% | 2.40% | Triangular |
| Cost of treatment type | ||||
| Medical evacuation | $16,938 | $13,550 | $20,326 | Triangular |
| Hospitalization (deployed) | $2,907 | $2,325 | $3,488 | Triangular |
| Confinement to bed rest | $104 | $84 | $125 | Triangular |
| Suboptimal | $70 | $56 | $84 | Triangular |
| Optimal | $82 | $65 | $98 | Triangular |
| Self-treatment failure | $27 | $22 | $32 | Triangular |
| Effectiveness outcome (DDL) | ||||
| Outpatient (suboptimal) | 0.7 | 0.4 | 1.0 | Normal |
| Outpatient (optimal) | 0.37 | 0.23 | 0.52 | Normal |
| Confinement to bed rest | 1.6 | 1.0 | 2.0 | Triangular |
| Hospitalization | 1.7 | 1.0 | 3.0 | Triangular |
| Medical evacuation | 7 | 3 | 10 | Triangular |
| No self-treatment (run its course) | 0.37 | 0.23 | 0.52 | Normal |
| Self-treatment success | 0.18 | 0.11 | 0.25 | Normal |
| Self-treatment failure | 0.48 | 0.29 | 0.67 | Normal |
DDL = duty days lost from diarrheal illness; MH = military healthcare.
Parameter estimate differences by scenario
| HCSB | OPB | Combination | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Parameter (base case) | 40% | 55% | 70% | 65% | 75% | 85% | 40%/65% | 55%/75% | 70%/85% |
| [P] of treatment by MH provider|illness (30%) | 40% | 55% | 70% | 40% | 55% | 70% | |||
| [P] suboptimal (27.8%) | 22.0% | 15.7% | 9.4% | 22.0% | 15.7% | 9.4% | |||
| [P] optimal (35.1%) | 40.9% | 47.2% | 53.5% | 40.9% | 47.2% | 53.5% | |||
| [P] of no MH provider rx|illness (69.07%) | 59.07% | 44.07% | 29.07% | 59.07% | 44.07% | 29.07% | |||
| Optimal treatment cost ($82) | $30 | $30 | $30 | $30 | $30 | $30 | |||
| Outcome estimates (DDL) | |||||||||
| Outpatient (optimal) (0.37) | 0.25 | 0.25 | 0.25 | 0.33 | 0.33 | 0.33 | 0.08 | 0.08 | 0.08 |
| Confinement to bed rest (1.6) | 1.38 | 1.38 | 1.38 | 0.88 | 0.88 | 0.88 | 0.66 | 0.66 | 0.66 |
DDL = duty days lost from diarrheal illness.
Increased health care seeking scenario.
Optimized provider prescribing behavior scenario, the percentage refers to the ratio optimal:suboptimal.
Value does not change from base case.
Management scenario outcomes
| Base case | HCSB | OPB | Combination | |||||||
|---|---|---|---|---|---|---|---|---|---|---|
| 40% | 55% | 70% | 65% | 75% | 85% | 40%/65% | 55%/75% | 70%/85% | ||
| Annual episodes | 50,575 | |||||||||
| Scenario total cost | $2,974,311 | $3,403,120 | $4,046,333 | $4,689,547 | $2,660,662 | $2,622,427 | $2,584,192 | $2,988,061 | $3,405,534 | $3,784,775 |
| Cost difference with base case | – | $428,809 | $1,072,022 | $1,715,236 | −$313,649 | −$351,884 | −$390,118 | $13,750 | $431,224 | $810,465 |
| Duty days lost (DDL)/yr | 25,918 | 27,101 | 30,958 | 34,816 | 21,326 | 20,973 | 20,619 | 19,584 | 19,590 | 19,031 |
| DDL-averted | – | −1,183 | −5,041 | −8,898 | 4,592 | 4,945 | 5,299 | 6,333 | 6,328 | 6,887 |
| Cost ratio ($/DDL) | $115 | $126 | $130 | $134 | $125 | $125 | $125 | $152 | $174 | $199 |
| CER ($/DDL-averted or gained | – | $363 | $213 | $193 | −$68 | −$71 | −$74 | $2 | $68 | $118 |
Increased health care seeking scenario.
Optimized provider prescribing behavior scenario, the percentage refers to the ratio optimal:suboptimal.
No change from the base case analysis.
A negative DDL-averted is equivalent to an increase in DDL, or DDL-gained.
CER = $/DDL-gained in the HCSB scenario to reflect an increase in total DDL and a cost increase.
A negative CER results from a decrease in DDL and an overall cost savings.
Figure 2.Tornado plot–base case analysis. Top ten parameters contributing the greatest amount of variability to the base case analysis presented in the tornado plot; [P] = probability; DDL = duty days lost; MH = military health; SIQ = sick in quarters (bed rest); Tx = treatment.
Figure 3.Monte carlo sensitivity analysis–median duty days lost averted with interquartile range. DDL = duty days lost; HCSB = health care seeking behavior; OPB = optimized provider behavior.
Figure 4.Monte carlo sensitivity analysis–median cost effectiveness ratio with interquartile range. CER = cost effectiveness ratio; DDL = duty days lost; HCSB = health care seeking behavior; OPB = optimized provider behavior.
Monte Carlo output measures
| HCSB | OPB | Combination | |||||||
|---|---|---|---|---|---|---|---|---|---|
| 40% | 55% | 70% | 65% | 75% | 85% | 40%/65% | 55%/75% | 70%/85% | |
| DDL-averted | |||||||||
| Median | −512 | −4,336 | −7,977 | 4,679 | 5,402 | 5,570 | 6,041 | 6,111 | 7,096 |
| IQR | (−1,538, 161) | (−7,781, −1,949) | (−14,257, −4,018) | (2,698, 7,628) | (2,951, 8,963) | (3,151, 9,463) | (3,446, 10,433) | (3,103, 10,532) | (3,532, 12,418) |
| CER | |||||||||
| Median | $334 | $279 | $253 | −$86 | −$87 | −$90 | $1 | $75 | $126 |
| IQR | (−$394, $702) | ($203, $438) | ($192, $367) | (−$115, −$67) | (–$114, −$69) | (−$119, −$70) | (−$11, $15) | ($50,$117) | ($83, $201) |
IQR = interquartile range.
Increased health care seeking scenario.
Optimized provider prescribing behavior scenario, the percentage refers to the ratio optimal:suboptimal.
A negative DDL-averted is equivalent to an increase in DDL, or DDL-gained.
CER = $/DDL-gained in the HCSB scenario to reflect an increase in total DDL and a cost increase.
A negative CER results from a decrease in DDL and an overall cost savings.