| Literature DB >> 21214905 |
Franklin Dexter1, Ruth E Wachtel, Richard H Epstein.
Abstract
BACKGROUND: No systematic process has previously been described for a needs assessment that identifies the operating room (OR) management decisions made by the anesthesiologists and nurse managers at a facility that do not maximize the efficiency of use of OR time. We evaluated whether event-based knowledge elicitation can be used practically for rapid assessment of OR management decision-making at facilities, whether scenarios can be adapted automatically from information systems data, and the usefulness of the approach.Entities:
Mesh:
Year: 2011 PMID: 21214905 PMCID: PMC3031196 DOI: 10.1186/1472-6947-11-2
Source DB: PubMed Journal: BMC Med Inform Decis Mak ISSN: 1472-6947 Impact factor: 2.796
Examples of explanations that start each chapter, as described in Section 6, with the reference numbers in brackets changed to this article's reference numbers
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| An example of a |
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| Occasionally, a service will have filled its allocated OR time and have another case to schedule. Then, OR efficiency is enhanced by scheduling the case into the OR time of the service expected to have the most under-utilized OR time, assuming availability of the surgeon, equipment, etc [ |
| Services fill their allocated OR time at different rates. For example, at one hospital, the median times between when a patient was scheduled for surgery and the actual day of surgery ranged from 2 to 27 days. Whereas outpatient ophthalmology scheduled cases weeks before the day of surgery, cardiac surgery scheduled cases a few days before the day of surgery. Consequently, to maximize OR efficiency, allocated OR time cannot be released for all services the same number of pre-specified days before surgery [ |
| Predicting which service will have the most under-utilized OR time on the day of surgery is not the same as determining which service has the largest difference between allocated and scheduled OR time when the new case is scheduled. However, the difference in OR efficiency between the two methods is very small. Thus, the service that should have its OR time released is the one with the most unscheduled but allocated OR time [ |
| Whenever possible, the OR manager should indeed put the case into the OR time of the service with the most allocated but unscheduled OR time. This is particularly important for long (> 3 hr) cases scheduled at medium (and small) surgical suites [ |
| On the day of surgery, OR efficiency is maximized by minimizing the hours of over-utilized OR time [ |
The reference numbers in brackets were changed to the reference numbers of this article from the reference numbers for the explanations. The references for the explanations are at the end of the document with hyperlinks to the abstract and full text. The underlining matches that seen in the explanations.
Chapter Topics and Number of Scenarios in Each Chapter
| Chapter | Scenarios | Title |
|---|---|---|
| 1 | 3 | Definitions - Service and Staffing† |
| 2 | 1 | Definitions - Elective, Emergent, and Urgent |
| 3 | 1 | Definitions - Allocated OR Time |
| 4 | 1 | Definitions - Case Duration & Turnover Time |
| 5 | 4 | Definitions - OR Efficiency |
| 6 | 1 | Definition - Labor Productivity |
| 7 | 2 | Allocated OR Time versus Block Time |
| 8 | 1 | Definitions - Service and Allocated OR Time |
| 9 | 4 | Allocations to Maximize OR Efficiency |
| 10 | 1 | Allocating OR Time Based on Qualitative Data |
| 11 | 2 | Allocating OR Time to the OTHER Service |
| 12 | 1 | Estimating Total Under-utilized OR Time |
| 13 | 1 | Budgeting Based on Estimated Staffing† Costs |
| 14 | 5 | Releasing OR Time Based on OR Efficiency |
| 15 | 1 | Scheduled Delays between Cases |
| 16 | 6 | Scheduling Cases to Maximize OR Efficiency |
| 17 | 2 | Moving Cases on the Day of Surgery |
| 18 | 6 | Day of Surgery Decisions |
| 19 | 2 | Sequencing Urgent Cases |
| 45 |
† Choosing staffing is synonymous with calculating optimal allocation of operating room (OR) time based on minimizing the expected inefficiency of use of OR time [1].
Characteristics of Each of the Scenarios and Explanations
| Number of scenarios | 45 | 19 |
| Number adapted | 43 | 0 |
| Adapted parameters | ||
| Minimum | 0 | |
| 25th percentile | 3 | |
| 50th percentile | 4 | |
| 75th percentile | 6 | |
| Maximum | 9 | |
| Pages in 16 point Arial | ||
| Minimum | 1 | 1 |
| 25th percentile | 1 | 1 |
| 50th percentile | 1 | 1 |
| 75th percentile | 1 | 2 |
| Maximum | 1 | 2 |
| Sentences | ||
| Minimum | 3 | 1 |
| 25th percentile | 7 | 6 |
| 50th percentile | 11 | 7 |
| 75th percentile | 15 | 12 |
| Maximum | 22 | 24 |
| Words | ||
| Minimum | 21 | 17 |
| 25th percentile | 69 | 86 |
| 50th percentile | 126 | 126 |
| 75th percentile | 158 | 238 |
| Maximum | 190 | 352 |
Percentiles are based on the characteristics of the 45 scenarios. The number of adapted parameters is independent of the number of times an adapted parameter is used in a particular scenario. For example, in Table 4, the parameter "[S2]" is used 5 times, but counts as only 1 adapted parameter. The numbers of sentences and words in each scenario are different ways of quantifying the lengths and heterogeneity of the scenarios. Each scenario fits on a single page.
First of the 3 scenarios for which the described practice of the operating room manager of Hospital A did not match decision-making based on maximizing efficiency of use of operating room time
| Among the 13 ORs typically started on Thursdays, there are 12 ORs allocated to specific | ||
| OR management, staffing,† and case scheduling decisions are made based on four ordered | ||
| General Surgery can book the case, because it has access to OR time on what ever work day | ||
| Among the [S6] ORs typically started on [S5], there are [S1] ORs allocated to specific | ||
| OR management, staffing,† and case scheduling decisions are made based on four ordered | ||
| [S2] can book the case, because it has access to OR time on what ever work day | ||
| S5, S6 We don't run 13 ORs on Thursdays | ||
| S1, S6 All of our ORs are planned for specific services every day | ||
| S2, S3, S4 We allocate "block" time by surgeon, not specialty | ||
| S2, S5 General Surgery doesn't do many cases on Thursdays | ||
| S6 We don't do pain medicine in our ORs, but at a clinic | ||
| 1. | Using the most recent 9 four-week periods of data [ | |
| 2. | Calculated the OR workload for each service on each day [ | |
| 3. | Assigned each combination of service and day of the week with a mean OR workload less than 5.60 hr to the pseudo-specialty representing open, unblocked, first-scheduled, first-served "OTHER" time for low workload specialties (i.e., the service is not assigned its own OR) [ | |
| 4. | For each combination of service and day of the week, the total inefficiency of use of OR time was calculated for choices of 0 ORs, 1 OR, 2 ORs, etc., and the choice with the smallest inefficiency was used as the allocation. | |
| 5. | Tested the statistical assumption of randomness (e.g., no trend over time) as described in our review article [ | |
| 6. | Set S1 to be the number of ORs allocated to individual specialties, excluding OTHER. | |
| 7. | Determined which combinations of service and day of the week were allocated 1 OR. | |
| 8. | Chose the earliest day of the week with at least 3 specialties allocated 1 OR. If situation did not exist, then scenario was not included in the collection of scenarios given to the facility. Otherwise, set S2, S3, and S4 to be the first 3 services allocated 1 OR for that day of the week, alphabetically. Set S5 to be the day of the week. | |
| 9. | From among all cases performed during the most recent 9 four-week periods, selected those starting between 6:45 AM and 9:30 AM. | |
| 10. | From among those cases, selected the first case of the day in each OR on each workday. | |
| 11. | Calculated the median number of first case of the day starts separately for each day of the week. | |
| 12. | Set S6 to be the number of ORs from step 11 on the S5 day of the week. | |
† Choosing staffing is synonymous with calculating optimal allocation of operating room (OR) time based on minimizing the expected inefficiency of use of OR time.
Second of the 3 scenarios for which the described practice of the operating room manager of Hospital A did not match decision-making based on maximizing efficiency of use of operating room time
| At 12 noon, both OR 1 and OR 13 expect to be ready for their next patient in 45 minutes. | ||
| Allocated OR time is from 7:30 AM to 5:00 PM. OR 1 is ahead of schedule by 30 minutes. | ||
| Preparing which of the two patients should be a higher priority? | ||
| OR management, staffing,† and case scheduling decisions are made based on four ordered | ||
| Maximizing OR efficiency (i.e., minimizing over-utilized OR time) is a higher-priority than | ||
| At 12 noon, both [S1] and [S2] expect to be ready for their next patient in 45 minutes. | ||
| Allocated OR time is from [S3] to [S5]. [S1] is ahead of schedule by 30 minutes. | ||
| Maximizing OR efficiency (i.e., minimizing over-utilized OR time) is a higher-priority than | ||
| S1 OR 1 is being renovated | ||
| S2 We don't have an OR 13 | ||
| S2 OR 13 is in a different building | ||
| S2 OR 13 patients are cardiac, they need more time | ||
| S3 We start the workday at 7:15 AM | ||
| S4, S5 Our workday is supposed to end at 3:30 PM | ||
| 1. | Using the most recent 9 four-week periods of data [ | |
| 2. | Using the most recent 9 four-week periods of data [ | |
| 3. | Identified the last case of the day in each OR on each Thursday, and for every Thursday counted the number of such last cases. Calculated 0.60 multiplied by that number of cases, where 0.60 is the optimal percentile based on over-utilized OR time costing 1.5 times as much as under-utilized OR time [ | |
| 4. | Using the data from step 2, determined for each Thursday the earliest time at which a case exited from an OR while the number of still running ORs was less than the number of cases from step 3. | |
| 5. | Took the median of the times from step 4. Set S5 to be the median rounded up to the next 15 minutes (e.g., 4:00 PM would be 4:00 PM whereas 4:01 PM would be 4:15 PM). However, before using it in the scenarios, the space between the numbers and the "PM" was changed to a non-breaking space. | |
| 6. | Set S4 equal to S5 plus 2 hr, printed with a non-breaking space between the numbers and the "PM". | |
| 7. | Using the cases from step 2, excluded cases starting before 6:45 AM or after 10:00 AM. | |
| 8. | From among those cases, selected the first case of the day in each OR on each Thursday. | |
| 9. | Rounded each of the start times to the nearest 15 minutes. Created a histogram for the number of ORs among all Thursdays with the same rounded start times. | |
| 10. | Set S3 equal to the most common time from step 9, printed with a non-breaking space between the numbers and the "AM". | |
† Choosing staffing is synonymous with calculating optimal allocation of operating room (OR) time based on minimizing the expected inefficiency of use of OR time.
Summary of Results of each section
| Section 1: A process of event-based knowledge elicitation |
| Section 2: Hypothetical scenarios addressing every OR management decision influencing OR efficiency |
| Section 3: Scenarios |
| Section 4: For 43 of 45 scenarios, adaptation |
| Section 5: Facilities consistently needed to make few changes in decisions to increase the efficiency of use of OR time. However, based on 22 applications of the process, there |
| Section 6: A table of contents of the indexed scenarios |
The underlined verb in each Section shows the specific Result, emphasizing that each of the listed conclusions is limited in scope to that shown from the limited data presented in the paper. These listed conclusions match those in the paper's Abstract. "OR" represents operating room. "AIMS" represents anesthesia information management system.