2006
DOI: 10.1007/bf03027530
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Fabrication of monodisperse silica spheres using statistical design of experiments

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“…A powerful advantage is the possibility to construct linear regression models to establish empirical relationships for prediction of product responses as a function of synthesis factors. 25 Full and fractional factorial designs have been successfully used previously to screen the synthesis of Stöber silica, [30][31][32] SBA-15, 33 and silica via dissolution precipitation. 34 Whereas factorial designs are regarded as resource-efficient for identification of significant synthesis factors, they often do not contain a sufficiently large number of treatments for response modelling with more precise second-order regression polynomials.…”
Section: Introductionmentioning
confidence: 99%
“…A powerful advantage is the possibility to construct linear regression models to establish empirical relationships for prediction of product responses as a function of synthesis factors. 25 Full and fractional factorial designs have been successfully used previously to screen the synthesis of Stöber silica, [30][31][32] SBA-15, 33 and silica via dissolution precipitation. 34 Whereas factorial designs are regarded as resource-efficient for identification of significant synthesis factors, they often do not contain a sufficiently large number of treatments for response modelling with more precise second-order regression polynomials.…”
Section: Introductionmentioning
confidence: 99%