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Design of Experiments (DOE) Flashcards

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  1. When analyzing a DOE, a significant interaction between two factors means:

    Answer: The effect of one factor depends on the level of the other factor

    A significant interaction means the effect of Factor A on the response changes depending on which level of Factor B is set, so factors cannot be interpreted independently.

  2. What is the signal-to-noise (S/N) ratio in Taguchi methods primarily used to measure?

    Answer: The robustness of a product or process response to noise factors

    Taguchi's S/N ratio quantifies how much variation (noise) exists relative to the mean signal, with higher S/N indicating more robust performance.

  3. In a 2^(4-1) fractional factorial experiment, how many runs are required?

    Answer: 8

    A 2^(4-1) design is a half-fraction of a full 2^4 = 16 run design, so it requires 2^(4-1) = 2^3 = 8 runs.

  4. Which DOE term describes the difference in response between the high and low levels of a factor, averaged across all other factor combinations?

    Answer: Main effect

    The main effect of a factor is the average change in response when moving from the low level to the high level, averaged over all levels of other factors.

  5. A normal probability plot of effects in a factorial experiment is used to:

    Answer: Identify which effects are statistically significant versus noise

    On a normal probability plot, insignificant effects fall on a straight line (noise), while significant effects deviate noticeably from the line.

  6. What is the purpose of blocking in a designed experiment?

    Answer: To reduce the effect of a known nuisance variable on the comparison of treatments

    Blocking groups experimental runs by a known nuisance variable (e.g., batches, days, machines) so its effect can be removed from the error term.

  7. In response surface methodology, a Box-Behnken design differs from a Central Composite Design primarily because it:

    Answer: Does not include corner points of the factor space

    Box-Behnken designs avoid the extreme corner combinations of all factors at their highest or lowest levels simultaneously, which can be impractical or dangerous.