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Confounding, Aliasing, and Resolution
Fractional DOEs enable us to efficiently test many factors across varying combinations in order to identify factors worthy of deeper investigation. However, a tradeoff for simplicity and speed is that we must be aware of the potential for confounding and aliasing, or the inability to distinguish the interactions between two or more factors from each other based on the experimental results. Learn how resolution levels play a role in addressing confounding, the five levels of resolution, and how to select the right resolution level in our fractional experimental design to balance the need for fewer runs with the ability to interpret the results.
Course Videos
What Is DOE Design of Experiments?
05:13
2OFAT Test vs. DOE
06:58
3How to Conduct DOE Design of Experiments
05:13
4What Is a Full Factorial DOE?
05:41
5Replicates in Full Factorial DOE
04:19
6Full Factorial DOE Example
11:01
7What Is a Fractional Factorial DOE?
01:08
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Confounding, Aliasing, and Resolution
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07:31
10What Is an Optimization DOE?
02:23
11What Is CCD Central Composite Design?
07:20
12Central Composite Design CCD Example
11:39
13What Is the Taguchi Method?
05:01
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Next Video Fractional Factorial DOE Example
Follow along as we demonstrate how to conduct an example fractional factorial DOE at a company wishing to improve the conversion rate of their website.