Skip to main content

Advertisement

Advertisement

ADVERTISEMENT

Staffing

Understanding the Stochastic Behavior of Procedures Helps to Improve Efficiency Within the Cath Lab

Pieter S. Stepaniak, PhD1,2 1Department of Operating Rooms, Catharina Hospital, Eindhoven, The Netherlands; 2Professor, Healthcare Management and Logistics, Medical University of Gdansk, Poland

To improve the accuracy of cath lab scheduling, Pieter Stepaniak, PhD, advocates taking into account the mean time of a cardiologist-procedure combination, rather than the mean time for a coronary angiography procedure as performed by all cardiologists. 

While visiting some cath labs in Europe, I noticed that they are not always organized in an efficient way, as opposed to, for example, operating rooms. Some cath labs had too much capacity and organized their work in such a way that staff had to work frequent overtime. The construction of schedules was based not on clear algorithms, but on historical experience (feeling). Observing this same phenomenon in our cath lab, we attempted to find an answer to an important and most fundamental question: that of the statistical distribution of our cath lab procedures. Once this information is known, it makes scheduling of cath lab procedures much easier. Because there was no relevant literature, we decided to perform an analysis based on our cath lab data. The results of this study are presented in Cardiology Journal [in press].1 In this article, we describe the importance of our study and provide some recommendations.

As is commonly known, cath labs are capital- and labor-intensive departments, and thus financially important for the hospital. Due to the increasing prevalence of cardiovascular diseases, as well as the rapidly expanding absolute numbers and types of catheter procedures, the demand for catheterization procedures is increasing.2 By 2030, 40.5% of the United States population is expected to have some form of cardiovascular disease.2 Based on this information, it is expected that in the future, the demand for cath labs (today, relatively scarce and costly) will also increase. For this reason, cath labs should be used in an optimal manner. Cath lab utilization should be maximized, and idle periods (i.e., under-utilized time or high turnover times) and work outside regular hours (i.e., over-utilized time) should be minimized. It has been shown that frequent work beyond scheduled hours does not only lead to overtime costs, but also to intangible costs resulting from dissatisfaction and reduced motivation of staff.3 Overtime work is one of the primary reasons for nurses to terminate employment2 and scheduling conflicts are a major cause of nursing staff turnover.4 Therefore, management should aim for maximal use of available cath lab time, given the aforementioned constraints. In the literature, various studies have reported different methods used to improve cath lab efficiency.5-10 Procedures performed in cath labs are stochastic (involving a random variable, chance, or probability), as compared to procedures in the operation room (OR), which has been statistically modeled by many studies.11-16 Similar to the OR, efficient use of cath labs crucially depends on estimated case durations. Statistical models may help to improve estimated case duration to support management in the cost-effective use of expensive surgical resources.16 

Understanding the stochastic behavior of cath lab procedures is of utmost importance for several reasons. The Institute of Medicine (IoM) report “Crossing the Quality Chasm: A New Health System for the 21st Century,” discusses many problems in the quality of the United States’ health care delivery system.17 The report suggests that health care should be safe, effective, patient-centered, timely, efficient and equitable. According to the IoM, timely access to care means reducing waits and possible harmful delays for both those who receive and those who deliver care. One of the most serious problems has to do with timely access to hospital services. Problems involving access to care manifest themselves in a variety of forms, including rejection of patients. Because not all patients are equal, variances in treatment duration exist. From a cath lab perspective, managing fluctuating treatment durations through the use of statistical models will increase efficient care. From an operational point of view, a good statistical model makes procedure times more predictable by making a more accurate estimation of the procedural duration. Next, it helps manage the variation in cath lab procedures. The goal is to contribute to reliable cath lab schedules. Reliable schedules allow for the efficient use of scarce cath lab capacity. The chances of overused cath lab time and cancelled cases are reduced. Reducing overtime is important, because overtime is costly. If cases are not well scheduled, there is a chance that scheduled patients will be cancelled and may stay longer in the hospital. Prolonged hospital stay does not only lead to elevated costs and hence less revenue, but also to lower patient satisfaction. As cath labs are scarce and hence have limited capacities, the information from our study may be used to achieve schedules that are more efficient. Examples of useful actions include scheduling the same cases consecutively in fast-track pathways18-19 and scheduling cases in specific rooms20.

Practical use in a clinical setting

Today at our center, we make elective schedules and take into account the underlying distribution (and hence mean time) of a cardiologist-procedure combination, rather than the mean time for a coronary angiography procedure performed by all cardiologists. In sequencing cases, we also avoid scheduling three procedures consecutively that are highly skewed. In Table 1, we present an example of how procedures per cardiologist were scheduled for a Monday morning. The ‘before’ column shows, per cardiologist, the type of scheduled procedures and the average total time needed to complete the schedule. The ‘after’ column is the result after our study results were implemented. For example, cardiologist John needed 371 minutes on average, whereas only 300 minutes were assigned as block time. After analyzing the data, we found that for John, the ablation slow pathway and diagnostic electrophysiology procedure were relatively highly skewed and the mean time of his procedure was higher than for his peers. After consulting with him, we decided to reschedule the diagnostic electrophysiology procedure on Monday to another day, and adjust his procedure time to be more customized to his actual workflow. This resulted in a fall of the average needed capacity to complete cases on a particular day (from 371 minutes to 314 minutes). For the other cardiologists, we performed additional scheduling interventions based on individual mean “cardiologist-procedure combination” data, resulting in less overtime. 

Applying the knowledge we gained from our analysis to our department ultimately resulted in less overtime and a reduction in the number of cancelled patients. Also, teams experienced less stress to finish the schedule on time. In our experience, key factors when implementing this method of scheduling include:

  1. Leadership from both cardiologists and management, focusing on patient-centered care and efficient usage of costly and relative scarce cath lab capacity;
  2. A data management system which will help management to further optimize cath lab efficiency;
  3. Last, but not least, a scheduler who is empowered by management to make efficient schedules for the patients’ sake.

Dr. Pieter Stepaniak can be contacted at pieter.stepaniak@gmail.com.

References

  1. Stepaniak P, Soliman Hamad MA, Dekker LR, Koolen JJ. Improving the efficiency of the cardiac catheterization laboratories through understanding the stochastic behavior of the scheduled procedures. Cardiol J. 2014 Feb 14. doi: 10.5603/CJ.a2013.0112. [Epub ahead of print]
  2. Heidenreich PA, Trogdon JG, Khavjou OA, Butler J, Dracup K, Ezekowitz MD, Finkelstein EA, Hong Y, Johnston SC, Khera A, Lloyd-Jones DM, Nelson SA, Nichol G, Orenstein D, Wilson PW, Woo YJ. Forecasting the future of cardiovascular disease in the United States. A policy statement from the American Heart Association. Circulation. 2011; 123: 933-944.
  3. Stachota P, Normandin P. Reasons registered nurses leave or change employment status J Nurs Admin. 2003; 33: 111-118.
  4. Thomson TP, Brown H. Turnover of licensed nurses in skilled nursing facilities. Nurs Econ. 2002; 20: 66-69.
  5. Siegel B, Wilson JM, Sickler. Enhancing work flow to reduce crowding. Jt Comm J Qual Patient Saf. 2007; 33(Supplement 1): 57-67.
  6. LeBlanc F, McLauglin S, Freedman J, Sager R, Weissman M. A six sigma approach to maximizing productivity in the cardiac cath lab. Cardiovasc Manag. 2004; 15(2): 19-24.
  7. Newell, A. Cardiac catheterization laboratory management: the fundamentals. Radiol Manage. 2012; 34(3): 38-43.
  8. Bradley EH, Nallamothu BK, Herrin J, Ting HH, Stern AF, Nembhard IM, Yuan CT, Green JC, Kline-Rogers E, Wang Y, Curtis JP, Webster TR, Masoudi FA, Fonarow GC, Brush JE Jr, Krumholz HM. National efforts to improve door-to-balloon time results from the Door-to-Balloon Alliance. J Am Coll Cardiol. 2009; 54(25): 2423-2429.
  9. Rossetti RR, Hill B. Johansson A. Dunkin and R. G. Ingalls, eds. Utilization of discrete event simulation in de prospective determination of optimal cardiovascular lab processes. Proceedings of the 2009. Winter Simulation Conference. 2009; 1916-1926.
  10. Lapierre SD, Batson C, McCaskey S. Improving on-time performance in health care organisations: A case study. Health Care Manage Sci. 1999; 2: 27-34.
  11. Strum DP, Sampson AR, May JH, Vargas LG. Surgeon and type of anesthesia predict variability in surgical procedure times. Anesthesiology. 2000; 92: 1454-1466.
  12. Strum DP, May JH, Sampson AR, Vargas LG, Spangler WE. Estimating times of surgeries with two component procedures: comparison of the lognormal and normal models. Anesthesiology. 2003; 98: 232-240.
  13. May JH, Strum DP, Vargas LG. Fitting the lognormal distribution to surgical procedure times. Decision Sci. 2000; 31: 129-148.
  14. Spangler WE, Strum DP, Vargas LG, May JH. Estimating procedure times for surgeries by determining location parameters for the lognormal model. Health Care Manage Sci. 2004; 7: 97-104.
  15. Strum DP, May JH, Vargas LG. Modeling the uncertainty of surgical procedure times: comparison of lognormal and normal models. Anesthesiology. 2000; 92: 1160-1167.
  16. Stepaniak PS, Heij C, Mannaerts GHH, Quelerij M de, Vries de G. Modeling procedure and surgical times for CPT-anesthesia-surgeon combinations and evaluation in terms of case duration prediction and OR efficiency: A multi-center study Anesth Analg. 2009; 109: 1232-1245.
  17. Committee on Quality of Health Care in America, Institute of Medicine. Crossing the Quality Chasm: A New Health System for the 21st Century. Washington, DC, USA: National Academies Press; 2001.
  18. Stepaniak PS, Heij C, Buise MP, Mannaerts GHH, Smulders JF, Nienhuijs SW Bariatric surgery with operating room teams that stayed fixed during the day: A multicenter study analyzing the effects on patient outcomes, teamwork and safety climate, and procedure duration. Anesth Analg. 2012; 115(6): 1384-1392.
  19. Haanschoten MC, van Straten AH, ter Woorst JF, Stepaniak PS, van der Meer AD, van Zundert AA, Soliman Hamad MA. Fast-track practice in cardiac surgery: results and predictors of outcome. Interact Cardiovasc Thorac Surg. 2012; 15(6): 989-994.
  20. Dexter F, Traub RD. How to schedule elective surgical cases into specific operating rooms to maximize the efficiency of use of operating room time. Anesth Analg. 2002; 94: 933-942.

Advertisement

Advertisement

Advertisement