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Dynamics and Vibrations - Progress in Nonlinear Analysis (Hardcover, 2014 ed.)
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Dynamics and Vibrations - Progress in Nonlinear Analysis (Hardcover, 2014 ed.)
Series: Solid Mechanics and Its Applications, 202
Expected to ship within 12 - 17 working days
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Dynamical and vibratory systems are basically an application of
mathematics and applied sciences to the solution of real world
problems. Before being able to solve real world problems, it is
necessary to carefully study dynamical and vibratory systems and
solve all available problems in case of linear and nonlinear
equations using analytical and numerical methods. It is of great
importance to study nonlinearity in dynamics and vibration; because
almost all applied processes act nonlinearly, and on the other
hand, nonlinear analysis of complex systems is one of the most
important and complicated tasks, especially in engineering and
applied sciences problems.
There are probably a handful of books on nonlinear dynamics and
vibrations analysis. Some of these books are written at a
fundamental level that may not meet ambitious engineering program
requirements. Others are specialized in certain fields of
oscillatory systems, including modeling and simulations. In this
book, we attempt to strike a balance between theory and practice,
fundamentals and advanced subjects, and generality and
specialization. None of the books in this area have completely
studied and analyzed nonlinear equation in dynamical and vibratory
systems using the latest analytical and numerical methods, so that
the user can solve the problems without the need of studying too
many different references. Thereby in this book, by the use of the
latest analytic, numeric laboratorial methods and using more than
300 references like books, papers and the researches done by the
authors and by considering almost all possible processes and
situation, new theories has been proposed to encounter applied
problems in engineering and applied sciences. In this way, the user
(bachelor's, master's and PhD students, university teachers and
even in research centers in different fields of mechanical, civil,
aerospace, electrical, chemical, applied mathematics, physics, and
etc.) can encounter such systems confidently. In the different
chapters of the book, not only are the linear and especially
nonlinear problems with oscillatory form broadly discussed, but
also applied examples are practically solved by the proposed
methodology.
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