سعر ومواصفات Computational Methods For Approximation Of Large-Scale Dynamical Systems hardcover english - 08 May 2019
أفضل سعر لـ
Computational Methods For Approximation Of Large-Scale Dynamical Systems hardcover english - 08 May 2019 by
نون
فى الإمارات هو
788 درهم
طرق الدفع المتاحة هى
دفع عند الاستلامبطاقة ائتمانيةالدفع الاليكترونى
تكلفة التوصيل هى 10 درهم, والتوصيل فى خلال 1-5 أيام
أول ظهور لهذا المنتج كان فى أكتوبر 08, 2022
المواصفات الفنية
اللغة:
الإنجليزية
الناشر:
Taylor And Francis Inc
عن المؤلف:
Dr Mohammad Monir Uddin is an Assistant Professor in the Department of Mathematics and Physics at the North South University, Bangladesh. His research interests are Model Order Reduction,Systems and Control Theory, Iterative Methods for Large Sparse Matrix Equations, Numerical Linear Algebra, Optimization and Scientific Computing.
وصف الكتاب:
These days, computer-based simulation is considered the quintessential approach to exploring new ideas in the different disciplines of science, engineering and technology (SET). To perform simulations, a physical system needs to be modeled using mathematics; these models are often represented by linear time-invariant (LTI) continuous-time (CT) systems. Oftentimes these systems are subject to additional algebraic constraints, leading to first- or second-order differential-algebraic equations (DAEs), otherwise known as descriptor systems. Such large-scale systems generally lead to massive memory requirements and enormous computational complexity, thus restricting frequent simulations, which are required by many applications. To resolve these complexities, the higher-dimensional system may be approximated by a substantially lower-dimensional one through model order reduction (MOR) techniques. Computational Methods for Approximation of Large-Scale Dynamical Systems discusses computational techniques for the MOR of large-scale sparse LTI CT systems. Although the book puts emphasis on the MOR of descriptor systems, it begins by showing and comparing the various MOR techniques for standard systems.