| Literature DB >> 34774038 |
Yihan Dong1,2, Yan Zhang3,4, Chengcheng Jin1,5.
Abstract
BACKGROUND: Enhanced recovery after surgery (ERAS) is attracting extensive attention and being widely applied to reduce postoperative stress and accelerate recovery. However, the economic benefits of ERAS are less clarified at the social level. We aimed to assess the economic impact of ERAS in hepatectomy from the perspectives of patients, hospitals and society, as well as identify the approach to create the economic benefits of ERAS.Entities:
Keywords: Economic evaluation; Enhanced recovery after surgery; Hepatectomy; Multiple perspective; Social benefit
Mesh:
Year: 2021 PMID: 34774038 PMCID: PMC8590288 DOI: 10.1186/s12939-021-01583-3
Source DB: PubMed Journal: Int J Equity Health ISSN: 1475-9276
Fig. 1Flow diagram of study selection
Components of cost categorized by the type of cost from multiple perspectives
| Perspective | Direct cost | Indirect cost | Intangible cost |
|---|---|---|---|
| Patients | food expenses; transportation; employment of care workers; others (accommodation fees, etc) | Productivity loss of patients and their families due to hospitalisation | Pain and anxiety of patient and their families caused by disease; patient medical experience and satisfaction |
| Hospitals | routine medical services; resource consumption; administrative management salary of ERAS full-time nurse; quarterly ERAS meeting cost; ERAS database cost; ERAS patient log cost | – | Labor and time cost of medical staff |
| Society | routine medical services; resource consumption; administrative management salary of ERAS full-time nurse; quarterly ERAS meeting cost; ERAS database cost; ERAS patient log cost food expenses; transportation; employment of care workers; others (accommodation fees, etc) | Productivity loss of patients and their families due to hospitalisation | Psychosocial influence |
Specific parameter values ($)
| Perspective | Content | Base value | Source | ||
|---|---|---|---|---|---|
| Control group | ERAS group | ||||
| Hospitalisation cost | 9360.56 (4854.36, 16,483.53) | 7969.57 (5310.19, 10,754.38) | Jing X [ | ||
| Food expenses | 824.12 (543.00, 1105.24) | 742.68 (385.68, 1099.67) | Wang D [ | ||
| Transportation | |||||
| Employment of care workers | |||||
| Others (accommodation, etc) | |||||
| Average hospital stays (d) | 11.4 (8.2, 14.6) | 8.9 (6.1, 11.7) | Chen L, et al [ | ||
| GDP per capita | 9134.20/365 = 25.03 | 9134.20/365 = 25.03 | China Statistical Yearbook [ | ||
| Complication rate (%) | 15/121 × 100 = 12.4 | 5/79 × 100 = 6.33 | Jing X [ | ||
9360.56 × 60% = 5616.34 (2912.62, 9890.12) | 7969.57 × 60% = 4781.74 (3186.11, 6452.63) | Jing X [ | |||
| Salary of ERAS full-time nurse | – | 163.84 | Joliat GR, et al [ | ||
| Quarterly ERAS meeting cost | – | 1.34 | |||
| ERAS database cost | – | 44.52 | |||
| ERAS patient log cost | – | 1.78 | |||
9360.56 (4854.36, 16,483.53) | 7969.57 (5310.19, 10,754.38) | Jing X [ | |||
| 20 × 30÷11.4 | 20 × 30÷8.9 | Chen L, et al [ | |||
9360.56 × 60% = 5616.34 (2912.62, 9890.12) | 7969.57 × 60% = 4781.74 (3186.11, 6452.63) | Jing X [ | |||
| Salary of ERAS full-time nurse | – | 163.84 | Joliat GR, et al [ | ||
| Quarterly ERAS meeting cost | – | 1.34 | |||
| ERAS database cost | – | 44.52 | |||
| ERAS patient log cost | – | 1.78 | |||
824.12 (543.00, 1105.24) | 742.68 (385.68, 1099.67) | Wang D [ | |||
| Average hospital stays (d) | 11.4 (8.2, 14.6) | 8.9 (6.1, 11.7) | Chen L, et al [ | ||
| GDP per capita | 9134.20/365 = 25.03 | 9134.20/365 = 25.03 | China Statistical Yearbook [ | ||
a Patient’s indirect cost was calculated by multiplying the average length of stay by 2018 GDP per capita and dividing by 365
b Hospital’s standard input (net cost) was approved by 60% of hospital charges [23]
c The specific input of ERAS was converted into the purchasing power parity of 100 yuan = 40.47 Swiss francs [24]
d The absolute turnover of beds was assumed in this study because of the shortage of beds in tertiary hospitals (the average utilisation rate of beds in tertiary hospitals reached 97.5% in 2018 [18])
Assuming that there are 30 days per month and the department has 20 beds [18]. The formula for calculating hospital benefit was as follows: hospital benefit = hospital charges per capita × number of patients admitted within one month = average hospitalisation cost × (20 × 30 ÷ average hospital stays).
Cost-effectiveness analysis results
| Group | Cost ($) | Effect (%) |
|---|---|---|
| 10,470.02 | 12.40 | |
| 8935.02 | 6.33 |
Cost-benefit analysis results
| Group | Cost ($) | Benefit ($) | Incremental cost ($) | Incremental benefit ($) | IBCR |
|---|---|---|---|---|---|
| 295,596.84 | 492,661.05 | 41,024.73 | 44,613.33 | 1.09 | |
| 336,621.57 | 537,274.38 |
Fig. 2Results of univariate sensitivity analysis (tornado analysis)
Cost-minimisation analysis results
| Group | Overall cost ($) | Average hospital stays (d) | Average daily cost ($) |
|---|---|---|---|
| 6725.80 | 11.4 | 589.98 | |
| 5958.67 | 8.9 | 669.51 |
Fig. 3Analysis of changes in total social costs of ERAS group and control group
Fig. 4The capital flow diagram for cost variation analysis