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Prediction of in vitro release of nanoencapsulated phenolic compounds using Artificial Neural Networks
by
Ochoa-Martínez, Claudia Isabel
, Espinosa-Sandoval, Luz América
, Ayala-Aponte, Alfredo Adolfo
in
Artificial Neural Networks (ANN)
/ compuestos fenólicos
/ nanoencapsulación
/ nanoencapsulation
/ phenolic compounds
/ Redes Neuronales Artificiales (ANN)
/ ultrasonido
/ ultrasound
2020
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Prediction of in vitro release of nanoencapsulated phenolic compounds using Artificial Neural Networks
by
Ochoa-Martínez, Claudia Isabel
, Espinosa-Sandoval, Luz América
, Ayala-Aponte, Alfredo Adolfo
in
Artificial Neural Networks (ANN)
/ compuestos fenólicos
/ nanoencapsulación
/ nanoencapsulation
/ phenolic compounds
/ Redes Neuronales Artificiales (ANN)
/ ultrasonido
/ ultrasound
2020
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Do you wish to request the book?
Prediction of in vitro release of nanoencapsulated phenolic compounds using Artificial Neural Networks
by
Ochoa-Martínez, Claudia Isabel
, Espinosa-Sandoval, Luz América
, Ayala-Aponte, Alfredo Adolfo
in
Artificial Neural Networks (ANN)
/ compuestos fenólicos
/ nanoencapsulación
/ nanoencapsulation
/ phenolic compounds
/ Redes Neuronales Artificiales (ANN)
/ ultrasonido
/ ultrasound
2020
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Prediction of in vitro release of nanoencapsulated phenolic compounds using Artificial Neural Networks
Journal Article
Prediction of in vitro release of nanoencapsulated phenolic compounds using Artificial Neural Networks
2020
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Overview
In Vitro Release modeling (IVR) of nanoencapsulated phenolic compounds (PC) is complex, due to the number of factors involved in the process. Artificial Neural Networks (ANN) are useful tools for its prediction because they consider the effect of all factors on the response. The release at 5h is crucial in kinetics because, in most cases, it is an equilibrium point leading to a constant phase. The objective of this investigation was to predict the IVR of nanoencapsulated PC at 5h using ANN. A database with information from the scientific literature was used. This model permits mathematical correlation of the IVR at 5h with eleven factors. The optimal network configuration consisted of one hidden layer with one neuron. A mathematical model was obtained with a Mean Square Error (MSE) of 0.0516 and a correlation coefficient (r) of 0.8413.
Publisher
Universidad Nacional de Colombia
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