Free DOE Generator - Design of Experiments Online

Full factorial, fractional, Plackett-Burman, CCD, Box-Behnken, DSD
How to use: set your factors and design type, generate the experiment matrix, then review and export the run table. Follow the numbered steps above.
Open DOE Pro
This generator stays free, forever Pro adds more

The locks below mark what DOE Pro adds at each step: 11 bioprocess presets, D-optimal designs, power & sample size, hard-to-change factors, byproduct ceilings, influence diagnostics, a prediction profiler, publication figures and a GMP / QbD report. Bayesian optimisation and design augmentation are coming to Pro+.

See what DOE Pro does
1Define Objective (what to measure & optimise)
Response Unit Goal Target Cap
2Bioprocess Preset
2Factors (2-8 supported)
Name Low (-1) High (+1) Unit HTC
3Design Type
Center Points
Randomize
4Run trials
3Design Summary
3Visual Design Matrix
High (+1) Low (−1) Center (0) Axial (+α) Axial (−α)
3Factor Levels Across Runs
3Design Matrix Heatmap
4Run Table
Quick fill:
5Analyze Interactions
Response:
How to read this panel: Each bar in the Pareto chart shows how strongly that factor (or interaction) affects your response. Bars to the right of the dashed red line are statistically significant (p<0.05) — those are the levers worth tuning. Bar colours indicate term type: teal = main effect, blue = 2-factor interaction, purple = quadratic curvature. The Effects Table below gives precise numbers and the tells you how well the model fits (closer to 100% = better).
6Identify Optimum
How to read this panel:
  • Best Measured Run — the actual run from your data with the best score. Use these settings to reproduce a result you've already seen.
  • Predicted Optimum — where the fitted model says the true peak is. This may not be one of your runs — the model interpolates between data points. To validate, run 2–3 confirmation experiments at the predicted settings.
  • Multi-Response Best Compromise — when you have multiple responses with different goals (e.g. maximise titre AND minimise HCP), this finds the single set of factor values that scores well on all of them simultaneously (Derringer-Suich desirability).