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Optimized staff allocation for inpatient phlebotomy and electrocardiography services via mathematical modelling in an acute regional and teaching hospital

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  • Kenneth C M Yip
  • Kevin W H Huang
  • Esther W Y Ho
  • W K Chan
  • Irene L Y Lee

Abstract

Adhering to pre-defined service routes that cover a fixed set of wards in a shift, the inpatient phlebotomy service provides 24-hour coverage for a 27-storey, 1,400-bed hospital. We present an application of mathematical optimization to improve its service efficiency without injecting additional resources. A mixed integer programming model was implemented to revamp the service route configuration to minimize workload discrepancies among service routes, limit maximum daily workload per route and restrict routes to span a maximum number of floor levels, while taking into consideration the ward-specific demand for each duty (i.e. daytime, evening, and night time) throughout the day. This data-driven and evidence-based approach has facilitated an overhaul of the existing route configuration of the inpatient phlebotomy service, which resulted in a more effective and contented workforce, as well as a more efficient service with an evened-out workload among phlebotomists and increased time spent on direct patient care by phlebotomists. Subsequent scenario analysis revealed that more manpower on a micro-level is not necessarily better and highlighted the importance to strategically design duty hours and allocate manpower across different duties on a system level.

Suggested Citation

  • Kenneth C M Yip & Kevin W H Huang & Esther W Y Ho & W K Chan & Irene L Y Lee, 2017. "Optimized staff allocation for inpatient phlebotomy and electrocardiography services via mathematical modelling in an acute regional and teaching hospital," Health Systems, Taylor & Francis Journals, vol. 6(2), pages 102-111, July.
  • Handle: RePEc:taf:thssxx:v:6:y:2017:i:2:p:102-111
    DOI: 10.1057/s41306-016-0001-8
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    Cited by:

    1. Sanubari Tansah Tresna & Nursanti Anggriani & Herlina Napitupulu & Wan Muhamad Amir W. Ahmad, 2024. "Deterministic Modeling of the Issue of Dental Caries and Oral Bacterial Growth: A Brief Review," Mathematics, MDPI, vol. 12(14), pages 1-14, July.

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