[1825 days] Material Substructures in Complex Bodies: From Atomic Level to Continuum
[1825 days] Material Substructures in Complex Bodies: From Atomic Level to Continuum [1825 days] Material Substructures in Complex Bodies: From Atomic Level to Continuum

[1825 days] Material Substructures in Complex Bodies: From Atomic Level to Continuum

CHI TIẾT SẢN PHẨM

Mã sản phẩm:
9780080445359
Tồn kho:
Còn hàng
Nhà xuất bản:
Loại bìa:
Page Fidelity
Ngôn ngữ:
English
Tác giả:
Capriz, Gianfranco; Mariano, Paolo Maria


Special Price 5,715,000 VNĐ

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Số lượng

Stringent industrial requirements for sophisticated performance and circumstantial control of microdevices or nanotechnology manufacturing, and other types of machinery at multiple scales, require complex materials. The adjective ‘complex’ indicates that the substructure influences gross mechanical behaviour in a prominent way and interactions due to substructural changes are represented directly. Examples are liquid crystals, quasi-periodic alloys, polymeric bodies, spin glasses, magnetostrictive materials and ferroelectrics, suspensions, in particular liquids with gas bubbles, polarizable fluids, etc.
The mechanical behaviour of complex bodies described in this book gives rise to a wide variety of challenging problems from the macroscopic- to the nano-world. The chapters composing this book explore various aspects of these problems, giving rise to new areas of discussion together with specific solutions.
Contributors are Carlo Cercignani, Gianfranco Capriz, Pierre Degond, Antonio Fasano, Harley T. Johnson, Sukky Jun, Krishna Kannan, Wing Kam Liu, Alberto Mancini, Paolo Maria Mariano, Ingo Müller, Kumbakonan R. Rajagopal, Jan Jerzy Slawianowski.
The book will be a useful tool for researchers and students working on the basic mathematical and physical problems accruing from the mechanics of materials.

* Leading scientific competence of contributors.
* Clear writing style linking solutions and open problems.
* Suggestions for direct technological applications and new research work.
* Mathematical models for nanotechnology devices.

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