Introduction to Nanotechnology Chapter 5 Carbon Nanostructures Lecture 1

Similar documents
Introduction to Nanotechnology Chapter 5 Carbon Nanostructures Lecture 1

chiral m = n Armchair m = 0 or n = 0 Zigzag m n Chiral Three major categories of nanotube structures can be identified based on the values of m and n

Carbon nanotubes in a nutshell. Graphite band structure. What is a carbon nanotube? Start by considering graphite.

Carbon nanotubes in a nutshell

Graphene and Carbon Nanotubes

Carbon Nanomaterials

2 Symmetry. 2.1 Structure of carbon nanotubes

Carbon Nanotubes (CNTs)

Random Telegraph Signal in Carbon Nanotube Device

Determining Carbon Nanotube Properties from Raman. Scattering Measurements

EN2912C: Future Directions in Computing Lecture 08: Overview of Near-Term Emerging Computing Technologies

The many forms of carbon

Various approximations for describing electrons in metals, starting with the simplest: E=0 jellium model = particle in a box

Effect of dimensionality in polymeric fullerenes and single-wall nanotubes

Metallic: 2n 1. +n 2. =3q Armchair structure always metallic = 2

Carbon nanomaterials. Gavin Lawes Wayne State University.

Carbon Nanotube Electronics

CHAPTER 6 CHIRALITY AND SIZE EFFECT IN SINGLE WALLED CARBON NANOTUBES

From Last Time. Several important conceptual aspects of quantum mechanics Indistinguishability. Symmetry

ECE 474: Principles of Electronic Devices. Prof. Virginia Ayres Electrical & Computer Engineering Michigan State University

Electrical and Optical Properties. H.Hofmann

GHZ ELECTRICAL PROPERTIES OF CARBON NANOTUBES ON SILICON DIOXIDE MICRO BRIDGES

DocumentToPDF trial version, to remove this mark, please register this software.

Manipulating and determining the electronic structure of carbon nanotubes

Synthesis of nanotubes. Ewelina Broda

Why are we so excited about carbon nanostructures? Mildred Dresselhaus Massachusetts Institute of Technology Cambridge, MA

Unit 2: Structure and Bonding

METAL/CARBON-NANOTUBE INTERFACE EFFECT ON ELECTRONIC TRANSPORT

3-month progress Report

I-V characteristics model for Carbon Nanotube Field Effect Transistors

Metallic/semiconducting ratio of carbon nanotubes in a bundle prepared using CVD technique

ESE370: Circuit-Level Modeling, Design, and Optimization for Digital Systems

Low Dimensional System & Nanostructures Angel Rubio & Nerea Zabala. Carbon Nanotubes A New Era

DENSITY FUNCTIONAL THEORETICAL STUDIES ON CARBON-BASED NANOTUBES MODIFIED WITH FUNCTIONAL MOLECULES WANG YANJIN

Calculating Electronic Structure of Different Carbon Nanotubes and its Affect on Band Gap

3. Carbon nanostructures

Supplementary Figure S1. AFM images of GraNRs grown with standard growth process. Each of these pictures show GraNRs prepared independently,

Chemical bonds. In some minerals, other (less important) bond types include:

Fabrication Technology, Part I

Imaging Carbon materials with correlative Raman-SEM microscopy. Introduction. Raman, SEM and FIB within one chamber. Diamond.

Carbon Nanotubes in Interconnect Applications

Carbon Nanomaterials: Nanotubes and Nanobuds and Graphene towards new products 2030

Chapter 10: Liquids, Solids, and Phase Changes

Shapes of Molecules & Carbon Allotropes. By: Mahmoud Taha Special thanks to Ms Williams and Ms Matrella for their constant support and inspiration

Controlled continuous spinning of fibres of single wall carbon nanotubes

Diamond. There are four types of solid: -Hard Structure - Tetrahedral atomic arrangement. What hybrid state do you think the carbon has?

There are four types of solid:

Optical & Transport Properties of Carbon Nanotubes II

EE130: Integrated Circuit Devices

In today s lecture, we will cover:

Adsorption of oxygen molecules on individual single-wall carbon nanotubes

We are IntechOpen, the first native scientific publisher of Open Access books. International authors and editors. Our authors are among the TOP 1%

per unit cell Motif: Re at (0, 0, 0); 3O at ( 1 / 2, 0), (0, 0, 1 / 2 ) Re: 6 (octahedral coordination) O: 2 (linear coordination) ReO 6

Semiconductor Physics and Devices

Nano-1. Nanoscience I: Hard nanostructures. Kai Nordlund Faculty of Science Department of Physics Division of Materials Physics

What are Carbon Nanotubes? What are they good for? Why are we interested in them?

Nucleation model for chiral-selective growth of SWCNTs

Carbon based Nanoscale Electronics

compared to gases. They are incompressible. Their density doesn t change with temperature. These similarities are due

Transparent Electrode Applications

Supplementary Information

Nanotechnology. Yung Liou P601 Institute of Physics Academia Sinica

! Previously: simple models (0 and 1 st order) " Comfortable with basic functions and circuits. ! This week and next (4 lectures)

Organic Chemistry, 7 L. G. Wade, Jr. 2010, Prentice Hall

Answers. Chapter 4. Exercises. lead nitrate, Pb(NO3)2. 10 barium hydroxide, Ba(OH)2 potassium hydrogencarbonate, KHCO3.

SHAPES OF MOLECULES AND IONS

National 5 Chemistry

CARBON NANOTUBES: PYSICAL PROPERTIES & APPLICATIONS

Physics 211B : Problem Set #0

Mathematical Modelling in Nanotechnology

The World of Carbon Nanotubes

ESE370: Circuit-Level Modeling, Design, and Optimization for Digital Systems

A covalent bond is a shared pair of electrons between atoms of two non-metal elements.

Carbon Nanotubes for Interconnect Applications Franz Kreupl, Andrew P. Graham, Maik Liebau, Georg S. Duesberg, Robert Seidel, Eugen Unger

CITY UNIVERSITY OF HONG KONG. Theoretical Study of Electronic and Electrical Properties of Silicon Nanowires

Introduction to Semiconductor Physics. Prof.P. Ravindran, Department of Physics, Central University of Tamil Nadu, India

There's Plenty of Room at the Bottom

Chapter 6 PRETEST: Chemical Bonding

Carbon Nanotubes. Seminar report. Submitted in partial fulfillment of the requirement for the award of degree of Mechanical.

Single Electron Tunneling Examples

Understanding Irreducible and Reducible Oxides as Catalysts for Carbon Nanotubes and Graphene Formation

Chapter 6 Chemistry Review

Supplementary Figure 1 Experimental setup for crystal growth. Schematic drawing of the experimental setup for C 8 -BTBT crystal growth.

Observation and modeling of single-wall carbon nanotube bend junctions

They are similar to each other. Intermolecular forces

Carbon Nanotubes. Andrea Goldoni. Elettra- Sincrotrone Trieste S.C.p.A., s.s. 14 Km 163,5 in Area Science Park, Trieste, Italy

Molecules and Condensed Matter

Carbon Nanotube Cold Cathodes for Applications under Vacuum to Partial Pressure in Helium and Dryair. Ramesh Bokka

II.1.4 Nanoengineering of Hybrid Carbon Nanotube-Metal Nanocluster Composite Materials for Hydrogen Storage

ELECTRONIC ENERGY DISPERSION AND STRUCTURAL PROPERTIES ON GRAPHENE AND CARBON NANOTUBES

Chapter 6. Summary and Conclusions

Recap (so far) Low-Dimensional & Boundary Effects

Solid State. Subtopics

Available online at ScienceDirect. Procedia Materials Science 11 (2015 )

EECS143 Microfabrication Technology

High-Temperature Superconductivity in Lattice-Expanded C 60

ESE370: Circuit-Level Modeling, Design, and Optimization for Digital Systems. Today MOS MOS. Capacitor. Idea

2. As gas P increases and/or T is lowered, intermolecular forces become significant, and deviations from ideal gas laws occur (van der Waal equation).

Chapter 16 Aromatic Compounds. Discovery of Benzene

Supplementary Figure 1. Selected area electron diffraction (SAED) of bilayer graphene and tblg. (a) AB

Transcription:

Introduction to Nanotechnology Chapter 5 Carbon Nanostructures Lecture 1 ChiiDong Chen Institute of Physics, Academia Sinica chiidong@phys.sinica.edu.tw 02 27896766

Section 5.2.1 Nature of the Carbon Bond Carbon contains 6 electrons: (1s) 2, (2s), (2p x ), (2p y ), (2p z ) dumbbell structure p x, p y, p z orbitals of carbon atom tetrahedral structure sp 3 hybridization in CH 4 Admixture of the 2S and 2P wavefunction Ψ = s + λ p + λ p + λ p x x y y z z

acetylene ethylene methane linear compound planar compound tetrahedral compound Green = Carbon White = Hydrogen

Solid state carbon structures: Graphite and Diamond Graphite sheet: hexagon bond through sp2 hybrid bonds 3 nearest-neighbor carbons carbon bond angle =120º Diamond : tetrahedral bond through sp 3 hybrid bonds 3 nearest-neighbor carbons carbon bond angle =109º

Hydrocarbon molecules with different carbon bond angles cubane: C 8 H 8 C 20 H 20 square carbon dodecahedron Carbon angle = 90º Carbon angle = 108º~110º Joined carbon pentagons

small Carbon Clusters and discovery of C 60 presence for every N Fig. 4.2 Apparatus for laser evaporation of nanoparticles Fig. 5.3 Mass spectrum of Carbon clusters. The C 60 and C 70 peaks are evident.

Fig. 5.4 Result of molecular orbital theory for the structure of small clusters c 5 c 6 c 8 c 9 c 10 Odd N: linear structure, sp hybridization Even N: closed structure

Optical extinction Carbon Star (Red giant) C 60 molecules are created in the outer atmosphere of a red giant Optical spectrum of light coming from stars in outer space. The peak at 5.6eV (220nm) is due to absorption from C 60 presented in interstellar dust.

Structure of C 60 1.388 Å (C=C:1.34 Å) 1.432Å (C-C:1.53 Å) 7.1 Å Fig. 5.6 structure of C 60 fullerene molecule Each C 60 contains 12 pentagonal and 20 hexagonal The pentagons are needed to produce closed ( convex ) surfaces, and hexagons lead to a planar surface.

C 60 crystal: In C 60 crystals, C 60 molecules are held together by van der Waals force, arranged in FCC structure with 1nm center-to-center distance. Dissolves in common solvents like benzene, toluene, hexane Readily vaporizes in vacuum around 400 C Low thermal conductivity Pure C 60 crystal is an electrical insulator C 60 crystal doped with alkali metals shows a range of electrical conductivity: Insulator (K 6 C 60 ) to superconductor (K 3 C 60 ) < 30 K! 6 neighboring C 60 26% empty space K + C 60 3- with 3 ionized K + Highly disordered material C 60 Other superconducting compounds: Rb 3 C 60, Cs 3 C 60, Na 3 C 60 4 neighboring C 60

Superconductivity in K 3 C 60 K 3 C 60 :18K Cs 2 RbC 60 : 33K A 3 C 60, A=Alkali K 3 C 60 J. H. Schön, Ch. Kloc and B. Batlogg Superconductivity at 52 K in hole-doped C60 Nature 408, 549-552(30 November 2000) retracted High-Temperature Superconductivity in Lattice-Expanded C60 117k Science 28 September 2001: Vol. 293, pp. 2432-2434 retracted

Various sizes of fullerenes The Smallest Fullerene C 20 Gas-phase production and photoelectron spectroscopy of the smallest fullerene, C 20 [Nature, 407, 60 (2000)] C 70

(a) Armchair (b) zigzag (c) chiral (d) by STM (e) by TEM, multiwalled

Fabrication: Laser evaporation Arc Carbon electrode φ = 5~20µm 1200ºC catalyst tubes 1mm 500Torr He 20-25V with Co, Ni catalyst Chemical vapor deposition: method: methane (CH 4 ) 1100ºC, with catalyst Co or Ni Ch 4 gas 1100ºC Cooled substrate with catalyst produce tubes with open end

Capped nanotubes Three common cap terminations asymmetric polyhedral cap symmetric polyhedral cap symmetrical flat cap

Multiwalled carbon nanotubes 3.5Å Multiwalled nanotube consists of capped concentric cylinders separated by ~ 3.5 Å Typically, outer diameter of carbon nanotubes prepared by a carbon arc process ranges between 20 and 200 Å, and inner diameter ranges between 10 and 30 Å. Typical lengths of the arc-grown tubules are about 1 m, giving rise to an aspect ratio (length-to-diameter ratio) of 10 2 to 10 3.

Tubes produced by CVD in our lab. 22.5 nm 18 layers 20 nm 10 nm TEM 林麗

Ropes of single-walled carbon nanotubes

Forests of multiwalled carbon nanotubes

Three categories of single-walled carbon nanotubes: Three major categories of nanotube structures can be identified based on the values of m and n m = n Armchair m = 0 or n = 0 Zigzag m n Chiral zigzag armchair chiral Nature 391, 59, (1998)

Scientific American December 62 2000 seminmetal

Zigzag 1 2 Chiral Scientific American December 62 2000 Armchair always metallic

Energy for zigzag nanotubes zigzag (N,0) 2.5eV

Nature 391, 59, (1998) van Hove singularities in the DOS, reflecting the one-dimensional character of carbon nanotubes. Curves Nos 1-7 show a low conductance at low bias, followed by several kinks at larger bias voltages, however, the armchair tube does not show clear kinks in the range -1 to +1 V. Gaps are indicated by arrows. Two categories of gaps: one with gap values around 0.5-0.6eV(semiconducting); the other with significantly larger gap values,1.7-1.9ev (metallic). Gap Egap versus diameter d for semiconducting tubes: solid line denotes a fit of Egap = 2 0 a C-C /d with 0 = 2.7eV. Tube no.9, (16,0)

Cross-section view of the vibration modes Determination of the tube diameter from A 1g Raman vibration frequency Symmetric stretch Asymmetric stretch d = a θ = Tan n 2 1 + nm + m π, a = ( 3m /( 2n + m) ) 2 0.142 3nm One can then guess a set of (m,n) from APL 60, 2204 (92) Figs. 5-19 and 5-20

http://www.cns.cornell.edu/documents/cornelluniversity_pn_diode_2005_final_1of3_000.pdf

A SWCNT NOT GATE 10-3 torr O 2 for 3min n-type p-type The unprotected one turns back to p-type Two originally p-type CNTs are converted into n-type Wiring two CNT in a CMOS circuit form an inverter V. Derycke, R. Martel, J. Appenzeller, and Ph. Avouris Nano Letters, 1, 453 (2001)

A SWCNT CMOS device 1. Two p-type CNT FETs in series 2. Potassium bombardment on the unprotected one results in a p n conversion 3. CMOS CNT FET with gain (V out /V in ) > 1 V. Derycke, R. Martel, J. Appenzeller, and Ph. Avouris Nano Letters, 1, 453 (2001)

Nanotube Molecular Wires as Chemical Sensors Science, 287, 622 (2000) J. Kong et al NH 3 : suppresses conduction NO 2 : increases conduction NO 2 binding causes transferring of charge from CNT to NO 2, resulting increased hole concentration in CNT. Fig. 5.25 of the text book

Application in Field Emission Display ITO=Indium Tin Oxide vacuum

prospective

Transition from FET to SET As we cool the FET down from room temperature to 4 degree Kelvin, we see the device behavior change dramatically. While the device acts like a field-effect transistor at room temperature, at 4K it behaves like a singleelectron transistor (SET). http://www.research.ibm.com/nanoscience/fet.html