13.02.2013 Views

BOOKS OF RtfiDIfGS - PAHO/WHO

BOOKS OF RtfiDIfGS - PAHO/WHO

BOOKS OF RtfiDIfGS - PAHO/WHO

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

- 241 -<br />

HANCOCK Discussion<br />

ET AL These results ma> be used to determine occupancy factors for<br />

bed-planning methods. In comparison, other current planning methods,<br />

such as that of Shonick [4], the Hill.-Burton formula, and the<br />

Poisson sizing assumption, overestimate the number of beds needed in<br />

most cases and are thus inappropriate. Shonick's methodology is the<br />

same as the one in this study, but his model is different, and his results<br />

cannot be put in the format used here. The lack of a call-in algorithm<br />

as a census restorer will cause Shonick's method to have substantially<br />

lower maximum average occupancies under identical cancellation and<br />

turnaway constraints.<br />

In Fig. 5c the results of the present study are compared with the<br />

Hill-Burton formula, the Poisson assumptions, and the results obtained<br />

by Hancock, Martin, and Storer [12], who used a similar but<br />

less extensive approach. It is apparent that facilities can operate at<br />

occupancies much higher than those predicted by Shonick, the Poisson<br />

asssumptions, and the Hill-Burton formula. The exceptions occur<br />

in cases where percent scheduled is high and the number of beds is<br />

less than 75. In these cases the Hill-Burton formula predicts a somewhat<br />

higher occupancy than is possible. Both the Hill-Burton and<br />

Poisson modeis ignore important facility parameters that determine<br />

maximum average occupancy.<br />

Figure 5c shows that the occupancy curve derived by Hancock<br />

falls in the same range as the results of this study, but its different<br />

shape is attributable to the fact that Hancock used different turnaway<br />

and cancellation constraints. His constraints were set at two cancellations<br />

and two turnaways per month. Thus, in small facilities, two<br />

per month represents a large percentage of arrivals, whereas in larger<br />

faciliiies the percentage becomes smaller. This explains the "flatness"<br />

of the curve derived by Hancock and also serves to point up the<br />

sensitivity of the turnaway and cancellation constraints mentioned<br />

earlier.<br />

When sizing hospital facilities, all important parameters and characteristics<br />

of these facilities must be evaluated. All parameters must<br />

be consiaered collectively since their effects on occupancy are not independent.<br />

The results of this study may be applied to the sizing of<br />

individual facilities although it is important that factors not dealt<br />

with in this paper also be taken into account. Specifically, if the turnaway<br />

and cancellation constraints differ from those used here, one<br />

must expect the occupancy to differ as well. Other factors such as<br />

scheduling pattern, seasonal variations that cannot be smoothed by<br />

admission scheduling, and (to a lesser extent) mean lengths of stay<br />

should also be considered.<br />

REFERENCES<br />

1. Magerlein. D.B., W.M. Hancock, F.W. Butier, G.M. Mallett. and D.R. Young.<br />

HEALTH New systems an mean real savings. Hosp Financ Manage 32:10 Apr 1978 and<br />

SERVICES 32:18 May 1978.<br />

RESER.CH 2. Magerlein. D.B.., R.J. Davis, and W.M. Hancock. The Prediction of Departmental<br />

Activity and Itr Use in the Budgeting Proceus. Report No. 76-1. Bureau of<br />

Hospital Administration. University of Michigan, Dec. 1976.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!