2015
DOI: 10.1002/ffj.3234
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An agent‐based simulation of a release process for encapsulated flavour using the NetLogo platform

Abstract: In this study we developed an agent‐based model that simulates the release process of encapsulated flavour in different situations. Our model was built in the NetLogo platform, which is a multi‐agent programming language and modelling environment with a good documentation, user‐friendly environment and visualization abilities. The main aim of the work presented is to provide a model that will easily predict the release of encapsulated flavour. In this work we use the model developed to evaluate the flavour‐rel… Show more

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Cited by 10 publications
(24 citation statements)
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“…In brief, alginate (AL) (2% w/v) and whey protein concentrates (WPC) (8% w/v) solutions were prepared separately; then, AL, WPC and CM were mixed and added into a mixture of tween 80 and sunflower oil. Finally, an emulsion containing Ca gently was added to this solution, and resulted microspheres were separated by using a Millipore glass vacuum filtration system with 0.65 μm cellulose nitrate membrane filter (ALBET) (Albet LabScience (Deutschland, Germany)) (for more details, see our previous researches [Zandi ; Zandi and Mohebbi , ; Zandi et al . ]).…”
Section: Methodsmentioning
confidence: 99%
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“…In brief, alginate (AL) (2% w/v) and whey protein concentrates (WPC) (8% w/v) solutions were prepared separately; then, AL, WPC and CM were mixed and added into a mixture of tween 80 and sunflower oil. Finally, an emulsion containing Ca gently was added to this solution, and resulted microspheres were separated by using a Millipore glass vacuum filtration system with 0.65 μm cellulose nitrate membrane filter (ALBET) (Albet LabScience (Deutschland, Germany)) (for more details, see our previous researches [Zandi ; Zandi and Mohebbi , ; Zandi et al . ]).…”
Section: Methodsmentioning
confidence: 99%
“…Eq. was obtained for calculation of the fractional CMR, release time, rate and diffusion equation (Yow and Routh ; Zandi and Mohebbi , ; Zandi et al . ): M ( normalt ) normalM 0 = 100 exp ( 3 × D × ( R + b ) R 2 × b × t ) where R is an AL‐WPC microcapsule radius (m); M 0 and M (t) are the CM releases at time 0 and t , respectively; b is the microcapsule shell thickness (m), D is the diffusion coefficient; and t is time.…”
Section: Methodsmentioning
confidence: 99%
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