| 查看: 1875 | 回复: 16 | ||
| 【奖励】 本帖被评价12次,作者gyliu增加金币 11 个 | ||
| 当前主题已经存档。 | ||
[资源]
Physics of Zero- and One-Dimensional Nanoscopic Systems
|
||
|
Physics of Zero- and One-Dimensional Nanoscopic Systems Product Details Hardcover: 334 pages Publisher: Springer; 1 edition (October 2007) Language: English ISBN-10: 3540726314 ISBN-13: 978-3540726319 Product Dimensions: 23.6 x 16.3 x 3.3 cm Book Description In recent years submicron and nanoscale systems have featured strongly on the research agenda due to the technological progress and new physics that have emerged from studies of ultra-small systems. A fundamental understanding of basic physical phenomena on the mesoscopic and nanoscopic scales is required to exploit the technological potential offered by these exotic materials. The present book contains review-like chapters by some of the leading experts in the field, covering topics such as the Kondo effect, electron transport, disorder and quantum coherence with electron-electron interaction, persistent current, thermoelectric phenomena, etc. in quantum dots, quantum wires, carbon nanotubes and more. This book will be valuable to researchers and students in condensed matter physics. About the Author Obtained Ph.D. in theoretical physics from University of Calcutta, India in 1989. Joined the Theoretical Condensed Matter Physics Division of Saha Institute of Nuclear Physics, India as a faculty member in 1990 and currently a full professor in this institute. 谢谢两位斑竹提醒,以前没用过网盘,今天试试,呵呵 http://www.divshare.com/download/2358549-218 [ Last edited by gyliu on 2007-11-1 at 20:37 ] |
» 猜你喜欢
求助WO3.cif文件 对应PDF卡片 43-1035,单斜晶系 , P21/n 。
已经有2人回复
稀土发光分析|核壳结构|寿命拟合
已经有13人回复
无机化学论文润色/翻译怎么收费?
已经有252人回复
稀土发光分析|核壳结构|寿命拟合
已经有6人回复
稀土发光分析|核壳结构|寿命拟合
已经有0人回复
稀土发光分析|核壳结构|寿命拟合
已经有0人回复
26 届青岛大学纺织化学与染整工程硕士(液体纳米分散染料方向)求申博建议
已经有4人回复
26 届青岛大学纺织化学与染整工程(液体纳米分散染料)求浙理工纺织 / 材料博导名额
已经有1人回复
敢问Acta Pharmaceutica Sinica B with Editor 三周了,能是什么情况?
已经有0人回复
求助 CeO2 Fe3O4 Cu2S CoFe2O4 标准卡 Jade 导出的数据
已经有0人回复
3楼2007-10-15 01:15:51
4楼2007-10-15 08:07:33
5楼2007-10-15 11:18:45
6楼2007-10-15 13:52:53
7楼2007-10-15 19:23:39
8楼2007-10-16 16:53:33
9楼2007-10-17 07:12:17
11楼2007-10-19 09:27:49
12楼2007-10-19 09:36:15
13楼2007-10-19 10:22:38
14楼2007-11-01 07:48:59
简单回复
2007-10-14 12:54
回复


tianchungui10楼
2007-10-17 07:16
回复
















回复此楼


