2006
DOI: 10.1080/10739140600963871
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Identification and Control of Bioreactor using Recurrent Networks

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Cited by 8 publications
(5 citation statements)
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“…One feature of Figure 4 that is not discussed in those studies is the presence of the recurrent neuron R1. Although an optional feature, recurrent neurons improve the portrayal and optimization of bioreactors with nonideal features such as incomplete dispersion and noise (Patnaik 2004;Sivakumaran et al 2006). Another reason for recycling the glucose outlet concentration is to provide feedback regulation of the glucoamylase synthesis reaction network, because this enhances stability and improves product synthesis in recombinant microbial systems (Xu and Tao 2006;Orrell and Bolouri 2004;Patnaik 2006).…”
Section: Application and Discussionmentioning
confidence: 97%
“…One feature of Figure 4 that is not discussed in those studies is the presence of the recurrent neuron R1. Although an optional feature, recurrent neurons improve the portrayal and optimization of bioreactors with nonideal features such as incomplete dispersion and noise (Patnaik 2004;Sivakumaran et al 2006). Another reason for recycling the glucose outlet concentration is to provide feedback regulation of the glucoamylase synthesis reaction network, because this enhances stability and improves product synthesis in recombinant microbial systems (Xu and Tao 2006;Orrell and Bolouri 2004;Patnaik 2006).…”
Section: Application and Discussionmentioning
confidence: 97%
“…RNNs could converge to stable system solutions and include the effects of response delays. These characteristics make these models especially useful in the modeling of continuous bioreactors [25].…”
Section: Neural Network Modelsmentioning
confidence: 99%
“…The updated velocity of each particle can be calculated using the present velocity and the distances from p best and g best . The updated velocity and the position are given in (6) and (8), respectively. Equation 7shows the inertia weight:…”
Section: Pso Algorithmmentioning
confidence: 99%
“…for i = 1 : N If current fitness (i) < local best fitness (i); Then local best fitness = current fitness; % Replacement % local best position = current position (i); % Replacement % end Step 5 Compare the fitness of particle with its G t i and replace the global best value as given below. for i = 1 : N If current fitness (i) < global best fitness (i); Then global best fitness = current fitness; % Replacement % global best position = current position (i); % Replacement % end Step 6 Update the current velocity and position of the particles according to (6) and 8Step 7 Repeat step-2 to 6 until the predefined value of the performance index has been reached.…”
Section: Comparative Studymentioning
confidence: 99%
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