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This book is devoted to researchers and teachers, as well as
graduate students, undergraduates and bachelors in engineering
mechanics, nano-mechanics, nanomaterials, nanostructures and
applied mathematics. It presents a collection of the latest
developments in the field of nonlinear (chaotic) dynamics of mass
distributed-parameter nanomechanical structures, providing a
rigorous and comprehensive study of modeling nonlinear phenomena.
It is written in a unique pedagogical style particularly suitable
for independent study and self-education. In addition, the book
achieves a good balance between Western and Eastern extensive
studies of the mathematical problems of nonlinear vibrations of
structural members.
This book is devoted to researchers and teachers, as well as
graduate students, undergraduates and bachelors in engineering
mechanics, nano-mechanics, nanomaterials, nanostructures and
applied mathematics. It presents a collection of the latest
developments in the field of nonlinear (chaotic) dynamics of mass
distributed-parameter nanomechanical structures, providing a
rigorous and comprehensive study of modeling nonlinear phenomena.
It is written in a unique pedagogical style particularly suitable
for independent study and self-education. In addition, the book
achieves a good balance between Western and Eastern extensive
studies of the mathematical problems of nonlinear vibrations of
structural members.
This book offers a valuable methodological approach to the
state-of-the-art of the classical plate/shell mathematical models,
exemplifying the vast range of mathematical models of nonlinear
dynamics and statics of continuous mechanical structural members.
The main objective highlights the need for further study of the
classical problem of shell dynamics consisting of mathematical
modeling, derivation of nonlinear PDEs, and of finding their
solutions based on the development of new and effective numerical
techniques. The book is designed for a broad readership of graduate
students in mechanical and civil engineering, applied mathematics,
and physics, as well as to researchers and professionals interested
in a rigorous and comprehensive study of modeling non-linear
phenomena governed by PDEs.
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