Yazar "Dutta, Abhishek" için Fen Edebiyat Fakültesi Koleksiyonu listeleme
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Analytical solution of population balance equation involving aggregation and breakage in terms of auxiliary equation method
Pınar, Zehra; Dutta, Abhishek; Beny, Guido; Öziş, Turgut (Indian Academy of Sciences, 2015)This paper presents an effective analytical simulation to solve population balance equation (PBE), involving particulate aggregation and breakage, by making use of appropriate solution(s) of associated complementary equation ... -
Analytical solution of population balance equation involving growth, nucleation and aggregation in terms of auxiliary equation method
Pınar, Zehra; Dutta, Abhishek; Beny, Guido; Öziş, Turgut (Natural Sciences Publishing Co., 2015)The Auxiliary Equation Method (AEM) has been modified to obtain the solutions of a Population Balance Equation (PBE) involving particulate growth, nucleation and aggregation phenomena. In all the cases examined, the volume ... -
An Improved Analytical Solution of Population Balance Equation Involving Aggregation and Breakage via Fibonacci and Lucas Approximation Method
Pınar, Zehra; Dutta, Abhishek; Kassemi, Mohammed; Öziş, Turgut (Walter De Gruyter Gmbh, 2019)This study presents a novel analytical solution for the Population Balance Equation (PBE) involving particulate aggregation and breakage by making use of the appropriate solution(s) of the associated complementary equation ... -
Population Balances Involving Aggregation and Breakage Through Homotopy Approaches
Dutta, Abhishek; Pınar, Zehra; Constales, Denis; Öziş, Turgut (Walter De Gruyter Gmbh, 2018)Homotopy techniques in nonlinear problems are getting increasingly popular in engineering practice. The main reason is because the homotopy method deforms continuously a difficult problem under study into a simple problem, ... -
Tuning algorithms for fractional order internal model controllers for time delay processes
Muresan, Cristina I.; Dutta, Abhishek; Dulf, Eva H.; Pınar, Zehra; Maxim, Anca; Ionescu, Clara M. (Taylor & Francis Ltd, 2016)This paper presents two tuning algorithms for fractional-order internal model control (IMC) controllers for time delay processes. The two tuning algorithms are based on two specific closed-loop control configurations: the ...