Diversity and Non-integer Differentiation for System Dynamics
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Автор
Метки:
научные исследования,алгоритмы,теория управления,математический анализ,математические методы,прикладная математика,автоматизация,системный анализ,управление процессами,математическая физика,динамические системы,системная динамика,моделирование системЖанры:
учебная и научная литература,зарубежная образовательная литература,прочая образовательная литература,знания и навыки
Based on a structured approach to diversity, notably inspired by various forms of diversity of natural origins, Diversity and Non-integer Derivation Applied to System Dynamics provides a study framework to the introduction of the non-integer derivative as a modeling tool. Modeling tools that highlight unsuspected dynamical performances (notably damping performances) in an «integer» approach of mechanics and automation are also included. Written to enable a two-tier reading, this is an essential resource for scientists, researchers, and industrial engineers interested in this subject area. Table of Contents: 1. From Diversity to Unexpected Dynamic Performance. 2. The Robustness of Damping. 3. Fractional Differentiation and its Memory. 4. CRONE Suspension Idea. 5. CRONE Control Idea