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Y¼βoγþ X i¼A βiXiþ X i¼A X j¼A 6¼i βijXiXj (5) whereY is thepredicted response (De in this case),Xi is theun-codedor codedvalues of the factors (FeCl3concentrationdenotedbyA,%alcohol towater ratio isdenotedbyBandtime is denoted by C), βo and βi are constant and γ is the surface tension of alcohol used. The corresponding responsemodel for the obtained aspect ratio of the particles,which are valid forun-coded factor, is: Y¼0:39γþβiA½ �þ0:047B½ ��0:38856C½ ��1:8A�B½ �þ5:05A�C½ �þ0:004B�C½ � (6) Linear regression can beused to obtain corresponding values of βi.Figure 3presents typical comparisonofexperimentalandpredictedvaluesusingdifferentβivalues. It canbeseen from Figure3 that thecomparisonbetweenexperimental andpredictedvaluesagreesverywell. Figure2. Estimatedeffectsof factorsonparticleaspect ratiousing factorialdesign. Advanced Chemical Kinetics138
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Advanced Chemical Kinetics
Titel
Advanced Chemical Kinetics
Autor
Muhammad Akhyar Farrukh
Herausgeber
InTech
Ort
Rijeka
Datum
2018
Sprache
englisch
Lizenz
CC BY 4.0
ISBN
978-953-51-3816-7
Abmessungen
18.0 x 26.0 cm
Seiten
226
Schlagwörter
Engineering and Technology, Chemistry, Physical Chemistry, Chemical Kinetics
Kategorien
Naturwissenschaften Chemie
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Advanced Chemical Kinetics