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Rare Events G Chart


 
  1. Click SigmaXL > Templates & Calculators > Control Chart Templates > Rare Events > Rare Events G. This template is also located at SigmaXL > Control Charts > Control Chart Templates > Rare Events > Rare Events G.

  2. Open Doses Dispensed Between Adverse Drug Events.xlsx (Sheet 1 tab). Adverse Drug Events (ADE) are rare, so Doses Dispensed Between ADEs is used as a health care metric. The data is discrete and distributed geometrically, so the G chart is appropriate to use here. The event dates 7/2/2019 to 9/24/2019 are “Before Improvement” and the Doses Between ADEs will be used to calculate the control limits. Dates 9/28/2019 to 1/17/2020 are “After Improvement” and the Doses Between ADEs will be added to the control chart. The goal is to decrease the occurrence of ADEs which will increase the doses between, with an “out-of-control” signal above the UCL being desirable and confirmation of the improvement effort.

    RAREGSTEP2
  3. Copy the “Before Improvement” data in cells A1:B21 and Paste Values to the template at A1. This will overwrite the formulas in Column B. Adjust the template column widths as necessary.

    RAREGSTEP3
  4. Click the Rare Events G Control Chart button to create the Rare Events G Control Chart:

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  5. This confirms that the process is “in-control”.

  6. Although the process is “in-control”, as a critical health care metric, efforts were made to improve the process and this data will be now added to the chart. Switch back to Doses Dispensed Between Adverse Drug Events.xlsx (Sheet 1 tab). Select and copy the “After Improvement” date/times in cells A22: B31 as shown.

    RAREGSTEP6
  7. Switch to the Rare Events G Control Chart template and Paste Values to cell A22 as shown. This will overwrite the formulas in Column B. Adjust the template column widths as necessary.

    RAREGSTEP7
  8. Click the Add Data button to add the new Doses Between Events data to the Rare Events G Control Chart:

    RAREGSTEP8
  9. This confirms that the process is now “out-of-control”, so the improvement efforts to decrease the occurrence of ADEs and increase the Doses Between have been successful. Note that the control limits should be recalculated with just the “After Improvement” data when 20 data points are available.


The G chart (or Geometric chart) is an alternative to a standard attribute chart when the adverse event of interest is rare and discrete opportunities between events are counted (e.g., number of units or days between).

The calculation of control limits is an approximation based on the geometric distribution. An "out-of-control" signal above the UCL is desirable, indicating a significant increase in units/opportunities or days between adverse rare events. See Provost and Murray, 2011. The Provost and Murray book is popular in health care, so SigmaXL uses the control limit calculations as given in the book:

RagegIntro
For more accurate probability-based limits, see the Rare Events Prob G Control Chart.

Template Notes and References:

1. This Rare Events G Control Chart template should be used with days or units/opportunities between (typically adverse) rare events.

2. You can replace the Date/Time and Days Between column headings with any headings that you wish.

3. Enter date in the Date column. Days between are automatically calculated and entered into Days Between column. Cell B2 is not used in this case.

4. Alternatively, you may manually enter data in Days/Units Between. Note, this will overwrite the cell formula.

5. Click the Rare Events G Control Chart button to create a control chart. This will overwrite any existing control chart.

6. After the control chart has been created and additional new Date or Days/Units Between data entered, click the Add Data button to add the data to the existing chart.

7. An "out-of-control" signal above the UCL is desirable, indicating a significant increase in days or units/opportunities between adverse rare events.

8. The calculation of control limits is based on the geometric distribution. The center line is the theoretical median for a geometric distribution = 0.693 * mean.

9. Reference: Provost L, Murray S., The Health Care Data Guide: Learning from Data for Improvement. San Francisco: Jossey-Bass, 2011, pp. 228-229.


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