Factors
Controlled or deliberately varied inputs such as temperature, time, current density, concentration, pressure, speed, preparation method or cure profile.
Learn and apply Design of Experiments to special-process development, optimisation, troubleshooting and validation. Define factors, levels, responses, controls, risks and measurement methods; generate a randomised two-level factorial run matrix; enter results; calculate main effects and two-factor interactions; identify the best observed settings; record conclusions and confirmation evidence; save or load projects as JSON; load a comprehensive zinc-nickel plating example; and produce a professional PDF-ready report.
Controlled or deliberately varied inputs such as temperature, time, current density, concentration, pressure, speed, preparation method or cure profile.
The chosen settings for each factor. A two-level study commonly uses coded low (−1) and high (+1) settings selected within safe and approved limits.
Measured outputs such as thickness, hardness, adhesion, strength, porosity, roughness, corrosion resistance, defect rate, yield or cycle time.
The average change in response when one factor moves from low to high across the other conditions in the design.
An interaction exists when the effect of one factor changes depending on another factor. This is a key reason to use factorial designs.
Uncontrolled or deliberately varied conditions such as operator, batch, rack position, ambient condition or material lot. Robust settings reduce sensitivity to noise.
| Design | Best used for | Strength | Important limitation |
|---|---|---|---|
| Full factorial | Small number of factors where interactions matter. | Estimates all main effects and interactions in the chosen model. | Runs increase rapidly: 2ᵏ for a two-level design. |
| Fractional factorial | Screening many factors with fewer runs. | Efficient early learning. | Some effects are aliased and cannot be separated without assumptions or follow-up runs. |
| Plackett–Burman / screening | Finding influential factors from a long candidate list. | Very low run count. | Primarily estimates main effects; interactions may distort conclusions. |
| Response surface | Optimising known important continuous factors. | Models curvature and supports an optimum operating region. | Requires more runs and stronger statistical analysis. |
| Taguchi / robust design | Reducing sensitivity to noise factors. | Focuses on robust performance. | Interaction treatment and interpretation require care. |
| Mixture design | Formulations where ingredient proportions sum to a fixed total. | Appropriate geometry for blends and chemical formulations. | Ordinary factorial designs are unsuitable when proportions are constrained. |
Factors may include current density, temperature, time, chemistry, pH, agitation, load area, rack position and pre-treatment. Responses may include thickness, distribution, adhesion, appearance, porosity, corrosion resistance and internal stress.
Study furnace temperature, soak time, transfer time, atmosphere, quench condition, loading pattern or temper cycle against hardness, tensile properties, case depth, distortion, grain size and microstructure.
Study current, voltage, travel speed, heat input, shielding gas, joint gap, filler, preheat or post-weld treatment against penetration, strength, hardness, porosity, distortion and defect rate.
Study surface preparation, material viscosity, gun distance, pressure, passes, flash time, cure temperature and humidity against thickness, adhesion, roughness, appearance and corrosion performance.
Study preparation, contamination, bond-line thickness, pressure, out-time, cure temperature and cure time against lap shear, peel, void content, glass transition, failure mode and dimensional stability.
Use carefully designed trials to understand sensitivity, probability of detection contributors, scan speed, gain, concentration, dwell, lighting or developer time while preserving approved techniques and qualified personnel requirements.