You are in:Home/Publications/A NEW TREATMENT SOLUTION OF INTERVAL NONLINEAR PROGRAMMING PROBLEMS: A CASE STUDY OF GREEN FUEL PRODUCTION

Dr. Doaa Ahmed Abd El-wahab Hammad :: Publications:

Title:
A NEW TREATMENT SOLUTION OF INTERVAL NONLINEAR PROGRAMMING PROBLEMS: A CASE STUDY OF GREEN FUEL PRODUCTION
Authors: M. A. ELSISY; D. A. HAMMAD; MARWA M ABDEL-ATY; HAMED SHAWKY ZIED;M. A. EL-SHORBAGY
Year: 2023
Keywords: Interval Nonlinear Programming Problem, KKT Conditions, Stability Set Of First Kind, Genetic Algorithm, Particle Swarm Optimization, Firefly Algorithm, Green Fuel Production, Biogas Production Process
Journal: Jilin Daxue Xuebao (Gongxueban)/Journal of Jilin University (Engineering and Technology Edition)
Volume: 42
Issue: 1671-5497
Pages: 47-76
Publisher: University of China
Local/International: International
Paper Link:
Full paper Doaa Ahmed Abd El-wahab Hammad_4.JJU.pdf
Supplementary materials Doaa Ahmed Abd El-wahab Hammad_4.JJU.pdf
Abstract:

Green fuel is growing in popularity in recent years. Bio-reactive waste converted to green fuel through anaerobic digestion technology. The performance of biogas unit has been optimized and formulated as interval programming problems as function of inlet feed rate, retention time fermentation temperature and pH. A new treatment for solving the interval nonlinear programming problem (INPP) is discussed. All the intervals in the INPP are replaced by new variables. This the modified nonlinear programming problem (MIPP). We presented three hybrid evolutionary algorithms (EAs) which are chaotic genetic algorithm (CGA), chaotic particle swarm optimization (CPSO) and chaotic firefly algorithm (CFA) to solve MIPP. The Karush–Kuhn–Tucker (KKT) conditions for MIPP are gotten. These equations are solved as algebraic equations. Its solutions may be represented as a function of new variables to get the stability set of first kind. The staring points in EAs is gotten by the Newton method. Finally, the comparison between the stability set of first kind, CGA, CPSO and CFA are presented with discussion. An empirical optimization model of biogas production has been constructed with accuracy of 90%.

Google ScholarAcdemia.eduResearch GateLinkedinFacebookTwitterGoogle PlusYoutubeWordpressInstagramMendeleyZoteroEvernoteORCIDScopus