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[资源] [转贴]2007.8出版的-Periodic Nanostructures[已搜索无重复]

Periodic Nanostructures (Developments in Fullerene Science)
大小:28.3M

By Mircea V. Diudea, Csaba L. Nagy

Publisher:   Springer
Number Of Pages:   212
Publication Date:   2007-08
Sales Rank:  
ISBN / ASIN:   140206019X
EAN:   9781402060199
Binding:   Hardcover
Manufacturer:   Springer
Studio:   Springer



In Periodic Nanostructures, the authors demonstrate that structural periodicity in various nanostructures has been proven experimentally. The text covers the coalescence reactions, studied by electronic microscopy, and shows that the nanoworld is continuous, giving rise to zero- (fullerenes), one- (tubules), two-(graphite) and three-(diamond, spongy carbon) dimensional carbon allotropes.

The authors explore foam-like carbon structures, which relate to ‘schwarzites’, and which represent infinite periodic minimal surfaces of negative curvature. They show that these structures contain polygons (with dimensions larger than hexagons w.r.t. to graphite) that induce this negative curvature. The units of these structures appear as nanotube junctions (produced via an electron beam) that have wide potential molecular electronics applications. Self-assembled supramolecular structures (of various tessellation) and diamond architectures are also proposed. The authors propose that the periodicity of close repeat units of such structures is most evident not only in these formations but also present in all of the carbon allotropes. It is also shown that depending on the lattice tessellation, heteroatom type, and/or doping, metal nanostructures (nanotubes in particular) can display both metallic and semiconductor characteristics. Therefore, their properties can be manipulated by chemical functionalization. The authors therefore suggest that nanostructures have heralded a new generation of nanoscale biological, chemical, and physical devices.

The text also provides literature and data on the field of nanostructure periodicity and the authors’ own results on nanostructure building and energy calculations as well as topological characterization by means of counting polynomials of periodic nanostructures. The aromaticity of various coverings of graphitic structures is also discussed.

This book is aimed at scientists working in the field of nanoscience and nanotechnology, Ph.D. and MSc. degree students, and others interested in the amazing nanoarchitectures that could inspire the cities of the future.

2楼和4楼的朋友我都给了,其他需要的虫虫请与他们联系.谢谢!

http://rapidshare.com/files/51534037/Periodic_Nanostructures.rar

[ Last edited by jackiemwd on 2007-8-30 at 21:01 ]
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zbfountain

金虫 (正式写手)


★★★ 三星级,支持鼓励

下不了啊,麻烦LZ发我一下,谢谢
fangjie-1115@163.com
2楼2007-08-30 14:19:31
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一般早上7点钟之前下比较快,我这边有100多K。
3楼2007-08-30 15:28:39
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xiaohewanwan

至尊木虫 (正式写手)


★★★★★ 五星级,优秀推荐

能否麻烦阁下给我发一下呢?
xiaohewanwan1999@yahoo.com.cn
非常感谢!
4楼2007-08-30 16:25:25
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无极058

金虫 (著名写手)


★★★★★ 五星级,优秀推荐

麻烦LZ发我一下,谢谢
linlei085@163.com
6楼2007-08-30 19:19:18
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zmzhou

至尊木虫 (职业作家)


★★★★★ 五星级,优秀推荐


好书,非常感谢!
7楼2007-08-30 20:18:22
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planet117

木虫 (初入文坛)


★★★★★ 五星级,优秀推荐

楼主,我这边无法下,发给我一份吧,非常感谢,duangt@issp.ac.cn
8楼2007-08-30 22:26:20
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haitaozhang

铁杆木虫 (著名写手)


★★★★★ 五星级,优秀推荐

9楼2007-08-31 09:18:33
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zbfountain

金虫 (正式写手)


非常感谢LZ发给我,但是解压还是有问题,不知道有没有哪位大侠解压成功了的?
10楼2007-08-31 11:26:27
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gfzzyf

金虫 (小有名气)


★★★ 三星级,支持鼓励

谢谢了,
11楼2007-08-31 13:01:54
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kxr0918@163.com

金虫 (小有名气)


我也想要一份学习一下

我也想要一份学习一下,只是不能定,加个星星什么的,共同学习以下,我的邮箱 kxr0918@163.com
12楼2007-08-31 18:52:07
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简单回复
protein15楼
2007-08-30 16:35   回复  
 
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