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Home  |  Protocols  |  Quality methodologies  |  Design of Experiment (DoE)

Protocol - Design of Experiment (DoE)

DoE is a statistical method to analyze the interactions among experimental factors in order to identify their optimal combinations.

CategoryQuality methodologies
Last revisionApr 11, 2016
Author(s)R. A. Fisher
Contact
NameGiovanna L. Liguori
AddressInstitute of Genetics and Biophysics Via Pietro Castellino, 111 Naples 80131 ITALY
Emailgiovanna.liguori@igb.cnr.it

 

Figure legend:

From Mancinelli et al. Springer 2015, applying Design of Experiments Methodology


Steps

Description Temperature Time Note
Output definition and standardization of its computation
Selection of factors
Determination of minimum and maximum levels for all factors
Creation of a screening design using a full factorial design
Begin with a large number of potential factors or large ranges level for each factor. The Screening allows you to eliminate the ones with little effect on the response or fix ones whit very strong effect.
Experiment execution
Model construction
Residual analysis
Factors and Interaction analysis
Model refinement
Comparison of full factor model and refined model
Creation of a Modeling design to study center points
Once identified the most important factors in the Screening experiment modeling design can be used to obtain a model that can be used to identify factors settings that optimize the response.
Experiment execution
Model construction: Fit a quadratic model that has a linear main effects
Model refinement
Comparison of full factor model and refined model
Identify factor settings that optimize the response
Model validation

 

Quality validation: Yes

Validation info

The methodology has been used to produce results published in  peer-reviewed articles

 

Citations
Mancinelli S, Zazzu V, Turcato A, Lacerra G, Digilio FA, Mascia A, Di Carlo M, Cirafici AM, Bongiovanni A, Colotti G, Kisslinger A, Lanati A, and Liguori GL. Applying Design of Experiments Methodology to PEI Toxicity Assay on Neural Progenitor Cells. Mathematical Models in Biology Bringing Mathematics to Life. Springer (2015); 45-63
Bongiovanni A, Colotti G, Liguori GL, Di Carlo M, Digilio FA, Lacerra G, Mascia A, Cirafici AM, Barra A, Lanati A, Kisslinger A. Applying Quality and Project Management methodologies in biomedical research laboratories: a public research network’s case study. 2015;20: 203-213

 

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