Superlattice to Nanoelectronics e-bog
1167,65 DKK
(inkl. moms 1459,56 DKK)
Superlattice to Nanoelectronics provides a historical overview of the early work performed by Tsu and Esaki, to orient those who want to enter into this nanoscience. It describes the fundamental concepts and goes on to answer many questions about todays 'Nanoelectronics'. It covers the applications and types of devices which have been produced, many of which are still in use today. This histo...
E-bog
1167,65 DKK
Forlag
Elsevier Science
Udgivet
4 april 2005
Længde
325 sider
Genrer
Physics
Sprog
English
Format
pdf
Beskyttelse
LCP
ISBN
9780080455686
Superlattice to Nanoelectronics provides a historical overview of the early work performed by Tsu and Esaki, to orient those who want to enter into this nanoscience. It describes the fundamental concepts and goes on to answer many questions about todays 'Nanoelectronics'. It covers the applications and types of devices which have been produced, many of which are still in use today. This historical perspective is important as a guide to what and how technology and new fundamental ideas are introduced and developed. The author communicates a basic understanding of the physics involved from first principles, whilst adding new depth, using simple mathematics and explanation of the background essentials. Topics covered include* Introductory materials * Superlattice, Bloch oscillations and transport * Tunneling in QWs to QDs * Optical properties: optical transitions, size dependent dielectric constant, capacitance and doping * Quantum devices: New approaches without doping and heterojunctions - quantum confinement via geometry and multipole electrodes. Issues of robustness, redundancy and I/O.Researchers, course students and research establishments should read this book, written by the leading expert in nanoelectronics and superlattices.* The Author is one of the founders of the field of superlattices* The FIRST historical overview of the field* Provides a basic understanding of the physics involved from first principles, whilst adding new depth, using simple mathematics and explanation of the background essentials