Scheduling surgery groups considering multiple downstream resources

Autor: Erwin W. Hans, A. J. Thomas Schneider, Mijke Carlier, J. Theresia van Essen
Přispěvatelé: Mathematics of Operations Research, Center for Healthcare Operations Improvement and Research, Industrial Engineering & Business Information Systems
Jazyk: angličtina
Rok vydání: 2020
Předmět:
Zdroj: European Journal of Operational Research, 282(2)
European journal of operational research, 282(2), 741-752. Elsevier
ISSN: 0377-2217
Popis: Surgery groups are clustered surgery procedure types that share comparable characteristics (e.g. expected duration). Scheduling OR blocks leaves many options for operational surgery scheduling and this increases the variation in usage of both the OR and downstream beds. Therefore, we schedule surgery groups to reduce the options for operational scheduling, ultimately bridging the gap between tactical and operational scheduling. We propose a single step mixed integer linear programming (MILP) approach that approximates the bed and OR usage and a simulated annealing approach. Both approaches are compared on a real-life data set and results show that the MILP performs best in terms of solution quality and computation time. Furthermore, the results show that our model may improve the OR utilization from 71% to 85% and decrease the bed usage variation from 53 beds to 11 beds compared to historical data. To show the potential and robustness of our model, we discuss several variants of the model requiring minor modifications. The use of surgery groups makes it easier to implementation our model in practice and, for operational planners, it is instantly clear where to schedule different types of surgery.
Databáze: OpenAIRE