Don't panic! Here is why that's okay.
You measure a part once, then again — and get two different numbers. Which one is right? The surprising answer: neither. Every result you get is only an estimate. In this article, we’ll break down why that happens, why it matters for quality assurance in production, and how you can use metrology basics to work with measurement uncertainty instead of against it.
If you’ve ever wondered why the same object can give you different results, welcome to the world of measurement error. No matter how advanced your tools are, there’s always some degree of measurement uncertainty built into the process.
This isn’t bad news — it’s the foundation of metrology basics. Understanding why your results differ is the first step toward trustworthy and reliable quality assurance in production.
Not much of a reader? Then check out this video instead.
Let’s say we measure the diameter of a pen:
Three tools, three results. So, which is correct?
The answer: none of them exactly.
Each number carries a small error. The key is knowing the sources of measurement error — and how to reduce them.
Want to beat measurement errors at their own game?
Understanding where errors come from is at the heart of metrology basics. Here are the four biggest contributors:
No tool is perfect. Resolution, calibration, and even small mechanical imperfections can influence the result.

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Temperature, humidity, lighting, or vibrations can change the outcome. For example, a part can expand in a warm factory hall.
The object itself may not be perfectly round or flat. Scratches, dust, or flexible material add variability.

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This is often the biggest source of measurement error. Pressing too hard, choosing the wrong spot, or using inconsistent methods can distort results dramatically.
Here’s where things get interesting. If you measure the same part 10 times, you won’t get 10 identical values. Instead, your results form a normal distribution — better known as a Gaussian bell curve.
Ready to take on measurement errors?

This simple curve is the backbone of metrology basics. It tells us: measurement isn’t about perfection, it’s about knowing the range of uncertainty. For a deeper dive into how measurement uncertainty is modeled using Gaussian (bell-curve) statistics, check out 'Basics of Estimating Measurement Uncertainty'.
➡️ Did you know that temperature changes as small as 1°C can cause a steel part to expand by more than the tolerance you’re trying to measure?
➡️ What’s trickier: measuring the thickness of a hair (~70 µm) or keeping a micrometer screw at a stable temperature? (Hint: both can trip you up!)
➡️ Why are humans often the biggest source of measurement error — even when we use automated systems?
➡️ Can you really ever know the "true value” of a dimension? (Metrologists would say: not exactly, only more confidently.)
These questions aren’t just fun facts — they show how deep quality assurance in production really goes.
In quality assurance in production, ignoring measurement uncertainty can cost a lot:
By embracing measurement uncertainty, you shift from chasing an impossible "perfect value” to making smart, reliable decisions based on real-world conditions. This Wiley article outlines how modern manufacturing measures dimensions with uncertainty—and why clarity in reporting is vital to quality assurance.
Every measurement contains error — and that’s okay. What matters is not pretending the error doesn’t exist, but understanding the sources of measurement error and using metrology basics to control them. That’s the only way to achieve reliable quality assurance in production.
We created the Accuracy Booklet for engineers and students who want to dive deeper into measurement uncertainty and its impact on production quality.