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Control Chart Generator for Shewhart SPC

Free control chart generator. Paste sequential measurements to draw a Shewhart I-chart with CL, UCL, and LCL, then download SVG.

Paste sequential measurementsCL, UCL, and LCL from moving rangeOut-of-control points highlightedDownload a watermark-free SVG — free

Paste sequential measurements — renders a Shewhart I-chart with CL, UCL, and LCL as SVG, free

Measurements

Paste a time order plus a measurement, or a single column. This is a Shewhart I-chart. It does not run X-bar/R, Nelson rules, or Bode plots.

25 observations parsed

Individuals control chart UCL 10.17 LCL 9.841 CL 10.01 147101316192225 9.90010.0010.1010.20 Observation Measurement

n=25 · CL=10.007 · σ̂=0.055 · MR̄=0.062 · no points beyond ±3σ. This page does not run Nelson / Western Electric rules.

Control Chart Generator

Describe your control chart
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Free to try ·

Preview

Your AI control-chart illustration will appear here

For a data-accurate plot from measurements, use the Precise Plot tab instead

Control Chart Examples

The first four are exact engine renders from tables. The last two are AI illustrations of Illustration mode.

View:

In control

Exact engine render — pasted measurements, I-chart with 3-sigma limits from moving range.

spcshewhartin-control

Mean shift

Exact engine render — later points sit above UCL.

spcspecial-cause

Wait time

Exact engine render — weekday/weekend wait times in order.

spchealthcare

Bath temperature

Exact engine render — temperature runs in time order.

spclab

AI illustration — Shewhart

AI illustration of Illustration mode — visual mockup, not plotted from measurements.

aiillustration

AI illustration — teaching

AI illustration of Illustration mode — visual mockup, not a fitted process.

aiillustrationteaching

What is a control chart?

A Shewhart control chart plots a process in time order against its own natural variation. The center line (CL) is the mean. The upper and lower control limits (UCL, LCL) are conventionally mean ± 3 sigma. Points inside the limits are consistent with common-cause variation; a point outside is a special-cause signal worth investigating. This page draws an individuals (I) chart from measurements you already have. It does not run X-bar and R charts, CUSUM, EWMA, or Nelson / Western Electric run rules, and it is not a Bode or Nyquist plot from control theory.

How the limits are calculated

  • Paste a time-order column plus a measurement, or a single column. The default sigma uses the average moving range divided by d2 = 1.128 (n = 2), which is the textbook individuals-chart estimator. Sample standard deviation is an optional second method. Limits are 3-sigma around the mean of the series you pasted.
  • A run chart is the same series without limits. A histogram ignores time order. A Pareto chart ranks categories, not sequential measurements.

Control chart versus a run chart or Bode plot

Use this page when you want Shewhart limits on a process you already measured. Use a histogram to see the distribution without time. Use the fishbone diagram after a special-cause point to list candidate causes. Do not use this page for Bode / Nyquist / root-locus plots of a transfer function — those live on the control-theory tools.

Export

Download a scalable SVG with no watermark and no account required for the precise plot. The AI Illustration tab is only for slides when you do not have measurements yet — it will not match your process.

Frequently Asked Questions

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