Control Chart

A Control Chart is a line chart or run chart that contains a mean line and the upper and lower control limits of the normal range.
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How To Use a Control Chart:

     

     

     

     

     

Example: Patient Cycle Time (+/- 3 standard deviations)

Line graph with control chart showing patient cycle time for 14 patients, with ±3 standard deviation control limits (UCL 143.6, LCL 5.6), mean of 74.6, and individual cycle times listed below.

One standard deviation = 23. Three standard deviations place our UCL at 143.6 and the LCL at 5.6.

When any of the following occur, it is cause for deeper investigation.

In our example, there are six consecutive points going up after patient 8. This is a reason to do some deeper investigation. Also, consider that it is important to read the chart with customer expectations in mind.

The team may determine that 3 standard deviations are too wide of a parameter to meet customer expectations. You may decide to use 2 standard deviations rather than 3.

Example: Patient Cycle Time (+/- 2 standard deviations)

Line graph with patient cycle time plotted for 14 patients, including numeric data below. A mean of 74.6 minutes, UCL at 120.6, and LCL at 28.6 are marked with horizontal lines.

While none of the data points exceed the UCL or LCL, the data is closer to these limits than in the previous example.

Improving the Control Chart Process:

Inspect Your Data

Firstly, study the data to find patterns and to determine the causes. Ask yourself: is the data within the usual range? Is there a daily, weekly, monthly or yearly pattern? Look at variables that could be affecting your data (types of appointments, number of staff present, walk-ins and no-shows, technology issues, etc). From there, determine areas that need further investigation and/or correction.

Process Improvements

Next, utilize a Process Improvement methodology such as Plan-Do-Study-Act (PDSA) to make improvements. After a correction in the process is made, note that on your Control Chart and continue to collect data to see if an improvement has taken place.

Understand Variation

Apply the rules for detecting special causes. Common-cause variation is where no one or combination of factors has unduly affected the process variation (random variation). Special-cause variation is when one or more factors are affecting the process variation in a non-random way.

Re-plot if Applicable!

If there was a signal, re-plot the chart with a new Mean, UCL and LCL. For example, look at the following chart: The new Mean is 70.7. The standard deviation is now 19.7. The two standard deviations from the mean give a UCL of 110.1 and an LCL of 31.2.

Line graph of patient cycle time for 22 patients on May 15, 2000, with a blue line showing individual times, a red mean line, and green and purple lines indicating +2 and -2 standard deviation (UCL and LCL). A green vertical dashed line separates two data segments.

Continue to collect data and monitor the process until the goal is consistently achieved over a period of time.

A medical team of doctors discussing and planning a work strategy at a meeting in the conference room top view.

Key Takeaway

A control chart is a powerful visual tool used to monitor process performance over time, and to set a common language and place to start in discussions with your team.

By tracking data, control charting will support continuous quality improvement, better decision-making, and more consistent outcomes.

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