Тип публикации: статья из журнала
Год издания: 2016
Ключевые слова: bionic algorithms, biogeography, optimization, Initial condition estimation, parameters identification
Аннотация: The inverse mathematical modelling problem for a linear dynamic system is considered. The parameter and initial condition identification were reduced to an optimization problem. The proposed approach is based on the simultaneous estimation of linear differential equation coefficients and initial condition vector coordinates. The mathematical model is determined by the vector of equation parameters and the state coordinate of the model.The inverse mathematical modelling problem for a linear dynamic system is considered. The parameter and initial condition identification were reduced to an optimization problem. The proposed approach is based on the simultaneous estimation of linear differential equation coefficients and initial condition vector coordinates. The mathematical model is determined by the vector of equation parameters and the state coordinate of the model. The initial value problem solution is required to fit the sample data. The complexity and multimodality of criterion for the reduced problem leads to the implementation of an efficient optimization technique. The meta-heuristic optimization algorithm called Co-Operation of Biology Related Algorithms (COBRA) was used for this purpose. Its high efficiency had been proven in previous studies. Investigation results show that COBRA is a high-performance and reliable technique for current extremum problem class solving. The usefulness of the proposed approach is confirmed with the investigation results based on experiments made for different sample characteristics and different dynamic systems.
Издание
Журнал: Lecture Notes in Computer Science
Выпуск журнала: Т. 9712
Номера страниц: 228-235
ISSN журнала: 03029743
Издатель: Springer-Verlag GmbH
Персоны
- Ryzhikov I.S. (Siberian State Aerospace University)
- Semenkin E.S. (Siberian State Aerospace University)
- Akhmedova Sh.A. (Siberian State Aerospace University)
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