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e-Book Disordered Materials epub download

e-Book Disordered Materials epub download

Author: Paolo M. Ossi
ISBN: 3540413286
Pages: 288 pages
Publisher: Springer; 1 edition (December 16, 2002)
Language: English
Category: Engineering
Size ePUB: 1242 kb
Size Fb2: 1292 kb
Size DJVU: 1361 kb
Rating: 4.5
Votes: 149
Format: rtf lrf lit mbr
Subcategory: Engineering

e-Book Disordered Materials epub download

by Paolo M. Ossi



This book covers a lot of topics, and ues a fair deal of equations and figures. I would not recommend this book as an introductory text on the subject, but it is good for a reference. The text assumes the reader has fairly good knowledge of geometry, math, and solid state science, along with materials science

Collecting the material for the course proved no mean task, leading him to have to prepare ad hoc didactic material.

Collecting the material for the course proved no mean task, leading him to have to prepare ad hoc didactic material. The continual exchange between teacher and student has led to the current version of the book.

Paolo M. OSSI (born in Milan, 1953) PhD in Solid State Physics, is Associate Professor of Physics of Matter at the Dipartimento di Ingegneria Nucleare, Politecnico di Milano.

price for USA in USD (gross). Paolo M.

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This book covers a lot of topics, and ues a fair deal of equations and figures. The text assumes the reader has fairly good knowledge of geometry, math, and solid state science, along with materials science

Chapter ยท January 2006 with 2 Reads. DOI: 1. 007/3-540-29610-7 4. Cite this publication. Politecnico di Milano.

This self-contained textbook aims to introduce the physics of structurally disordered condensed systems at the level of advanced undergraduate and graduate students. The topics discussed include the geometry and symmetries of the building blocks commonly used to obtain atomic structures, the various kinds of disorder, the phenomenology and the main theories of the glass transition, investigation of the structure of amorphous systems, the dependence of system structure on its dimensions (clusters), and the case of positional order in the absence of translational order (quasicrystals).