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In this work, subcritical water extraction (SWE) of polyphenols from sage (Salvia officinalis L). herbal dust was optimized by simultaneous maximization of total phenols (TP) and total flavonoids (TF) yields, as well as maximized antioxidant activity, determined by DPPH, ABTS and reducing power assay.
The size, volume fraction, and spacing of continuous Ag precipitates apparently play important roles in maximization of total strength and electrical resistivity.
SWE, as the more appropriate extraction technique, was further optimized by simultaneous maximization of total phenols (TP), total flavonoids (TF) yields and antioxidant activity.
The optimization model is formulated as a weighted goal programming (GP) model with two objectives: minimization of total supply chain costs, and maximization of total supply chain compatibility index.
The main objective of the present work was to optimize the extraction conditions for simultaneous maximization of total reducing (TRC) and antioxidant (AC) capacities for lettuce (Lactuca sativa L). by-products extracts, using response surface methodology.
Ultrasound-assisted (UAE) and microwave-assisted extraction (MAE) of polyphenols from sage herbal dust were separately optimized by simultaneous maximization of total phenols (TP) and total flavonoids (TF) yields.
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Subcritical water extraction (SWE) of antioxidants from Coriandrum sativum seeds (CSS) was optimized by simultaneous maximization of the total phenolics (TP) and total flavonoids (TF) yield and antioxidant activity, using IC50 value.
A superstructure that embeds various alternative configurations is optimized considering the following two single objective functions: (a) the maximization of the total net power generation for a given total heat transfer area and (b) the minimization of the total heat transfer area for a given total net power.
Like in most facilities, this problem involves the maximization of the total revenue as well as the minimization of the total cost.
Most of such design problems involve the maximization of the total revenue, as well as the minimization of the total cost.
Like in almost facilities this type of problem involves the maximization of the total revenue as well as the minimization of the total cost.
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