4.2. Non-icosahedral Boron Clusters Bn (2 ≤ n ≤ 14)
4.2.1. Small Boron clusters
4.2.2. Prediction of Planarity & Aufbau Principle
4.2.3. Theoretical Confirmations
4.2.4. Experimental Confirmations
4.2.5. Hydrocarbon and Boron Clusters
4.2.6. Coulomb Explosion
4.3. Neutral and Charged Boron Clusters Bn (n ≤ 40)
4.3.1. Boron Clusters Bn (15 ≤ n ≤ 25)
4.3.2. Boron Clusters Bn (26 ≤ n ≤ 36)
4.3.3. Boron Clusters Bn (37 ≤ n ≤ 40)
4.4. The Largest Predicted Quasi-Planar Cluster B84
5. The Element Carbon
5.0.1. History of Carbon
5.0.2. Chemistry of Carbon
5.0.3. Carbon Allotrope
5.1. Carbon Clusters
5.1.1. Mass Spectra of Carbon Clusters
5.1.2. Small Carbon Clusters Cn (2 ≤ n ≤ 10)
5.1.3. Small Carbon Clusters Cn (12 ≤ n ≤ 32)
III Modelling of Nanostructures
6. Two-Dimensional Sheets
6.1. Boron-Based Nano-Sheets (BNSs)
6.1.1. What is Nano ?
6.1.2. What is Nano-Structure ?
6.1.3. The "Aufbau Principle" & Nano-Sheets
6.1.4. The First Boron Nano-Sheet
6.1.5. Prediction of BNSs via Theory
6.1.6. BNSs on Substrates via Theory
6.2. Confirmation of BNSs via Experiment
6.2.1. Synthesis of Ultra-Thin BNSs
6.2.2. Synthesis of Amorphous BNSs
6.2.3. Synthesis of Buckled BNSs
6.2.4. Synthesis of g-B28-Sheets
6.2.5. Synthesis of b12-Sheets (g-Sheets)
6.3. Carbon-Based Nano-Sheets (CNSs)
6.3.1. Graphene : The Atom-Thick Sheet
6.3.2. Graphene Derivatives
6.3.3. Synthesis of Graphene
6.3.4. Quantum Hall-Effect of Graphene
6.3.5. Graphene Nanoribbons
6.3.6. Half-Metals & Electric Field
6.3.7. Halfmetallicity by Chemical Modification
7. One-Dimensional Nanotubes
7.1. Boron-Based Nanotubes (BNTs)
7.1.1. Prediction of BNTs via Theory
7.1.2. Armchair and Zigzag Boron Nanotubes
7.1.3. Electronic and Elastic Properties of BNTs
7.1.4. Prediction Double-Walled BNTs via Theory
7.2. Confirmation of BNTs via Experiment
7.2.1. Synthesis of SWBNTs
7.2.2. Synthesis of DWBNTs via CVD
7.2.3. Synthesis of MWBNTs via CVD
7.2.4. Synthesis of MWBNTs via ThEM
7.3. Carbon-Based Nanotubes (CNTs)
7.3.1. Synthesis of CNTs
7.3.2. CNTs Versus BNTs
7.3.3. Carbon Nanocones
7.3.4. Growth of MWCNTs
7.3.5. Functionalization of CNTs
7.3.6. Cholestrol@CNTs
7.3.7. Mechanical Properties of CNTs
7.3.8. Young’s Modulus of SWCNTs
7.3.9. Bending Modulus of MWCNTs
7.3.10. Wall Defects in CNTs
7.3.11. Electrical Conductivity of CNTs
7.3.12. X- & Y-Junctions in CNTs
7.3.13. Buckling in CNTs
8. Three-Dimensional Fullerenes
8.1. Boron-Based Fullerenes
8.1.1. Boron-Hydride Fullerenes
8.1.2. Bare Boron Fullerenes
8.1.3. The 24n2 and 32n2 a-Boron Cages
8.1.4. Unusually Highly Stable B100 Fullerenes
8.1.5. The (32 + 8k) Family of Boron Fullerenes
8.1.6. The 60n2 Family of B60 Fullerenes
8.1.7. The 80n2 Family of B80 Fullerenes
8.1.8. Condensed Boron Fullerenes
8.1.9. The Electron Counting Rules of Fullerenes
8.1.10. Synthesis Smallest Boron Fullerene B40
8.2. Carbon-Based Fullerenes
8.2.1. Short History of Fullerenes
8.2.2. Synthesis of C60 Fullerene
8.2.3. Fullerene Cages
8.2.4. Goldberg’s Series of Polyhedra
8.2.5. Solid Forms of C60 Fullerene
8.2.6. Deposition of C60 Fullerenes on Graphene
8.2.7. Cluster Forms of (C60)n Fullerene
IV Potential Application in Nanotechnology
9. Nano Battery
9.1. What is a Battery
9.2. Basis of a Battery
9.3. Lithium Ion battery
9.4. Graphene-Based Nano Battery
9.5. Dendritic lithium and Battery Fires
9.6. Borophene-Based Nano Battery
10. Nanosensors and Fullerens
10.1. Nano@Sensors
10.2. Carbon-Based Nano-Sensors
10.2.1. CNT Ethanol Nano-Sensors
10.2.2. CNT Oxygen Nano-Sensors
10.2.3. CNT Mechanical Nano-Sensors
10.2.4. CNT Nanomechanical Mass-Sensors
10.2.5. CNT & Graphene NH3 Nano-Sensors
10.2.6. Graphynes Based Chemical Nano-Sensors
10.3. Boron-Based Nano-Sensors
10.3.1. NH3@B36 Ammonia@Cluster
10.3.2. NH3@B40 Ammonia@Fullenere
10.3.3. O3@B80 Ozone@Fullenere
11. Semi-Emperical Methods
11.1. Concepts of Semiempirical Methods
11.2. Basic Models
11.3. Semiempirical Model MNDO
11.4. Semiempirical Models AM1, PM3, PDDG/PM3
11.4.1. Parameters
11.4.2. Core Repulsion Function
INDEX
This book presents nanomaterials as predicted by computational modelling and numerical simulation tools, and confirmed by modern experimental techniques. It begins by summarizing basic theoretical methods, then giving both a theoretical and experimental treatment of how alkali metal clusters develop into nanostructures, as influenced by the cluster's "magic number" of atoms. The book continues with a discussion of atomic clusters and nanostructures, focusing primarily on boron and carbon, exploring, in detail, the one-, two-, and three-dimensional structures of boron and carbon, and describing their myriad potential applications in nanotechnology, from nanocoating and nanosensing to nanobatteries with high borophene capacity. The broad discussion of computational modelling as well as the specific applications to boron and carbon, make this book an essential reference resource for materials scientists in this field of research.