Principles of Nanoscience and Molecular Engineering (eBook)
990 Seiten
Wiley-VCH (Verlag)
9783527849611 (ISBN)
Introductory resource on nanoscience and molecular engineering stressing the interdisciplinary nature of the field
Principles of Nanoscience and Molecular Engineering introduces nanoscale principles in molecular engineering, providing hands-on experience and stressing the interdisciplinary nature of this field. The book integrates phenomenological knowledge of material and transport properties with atomistic and molecular theories, bridging the gap between unbound classical three-dimensional space and the constrained nanorealm.
The book challenges conventional wisdom derived from anecdotal experiences and fosters an understanding of nanoscale molecular collective phenomena that do not violate classical physical laws but rather expand upon them. The surprise exotic awe is replaced by improved insight into the workings of atoms and molecules under interfacial, dimensional, and size constraints.
Readers will find detailed insights on molecular phase behavior under confinement, the atom model and wave equation, quantum mechanics, the electronic structure of molecules and matter, molecular modes and energetic properties, self-assembly, and statical mechanics of pair interactions in gases.
Written by a highly qualified professor in chemical engineering with significant research contributions to the field, Principles of Nanoscience and Molecular Engineering includes information on:
- Shared perceptions of our world and their shortcomings, applied to the nanoscale, specifically to transport properties
- Structured condensed systems affected by interfaces and size constraints, examining the effect of non-interacting solid interfaces on liquid phases and free surfaces of solid crystal lattice arrangements
- The liquid condensed state, highlighting boundary conditions in thermally equilibrated systems
- Electronic transport in relation to the electronic structure of molecules, focusing on the movement of electrons through lower-dimensional systems
Principles of Nanoscience and Molecular Engineering serves as an excellent introductory resource on the subject for readers studying or working in related fields.
René M. Overney is Professor in Chemical Engineering at the University of Washington. His research interests include rational molecular engineering based on nanoscale fundamentals with a focus on enhanced electronic, photonic, ionic, energy, momentum and mass transport properties based on molecular relaxations and entropic cooperative properties in complex organic thin films. Overney's group has pioneered efforts in developing novel scanning probe methods towards mapping inter- and intra-molecular energetics and transitions in thin film and self-assembled systems.
Units, Fundamental Constants, and Symbols
A. Units
International system of units (SI)
| Physical quantity | SI unit | Unit symbol | Unit definition or relation |
|---|
| Time | Second | s | s = 103 ms, 106 μs, 109 ns = 1012 ps = 1015 fs |
| Frequency | Hertz | Hz | s−1 |
| Length | Meter | m | m = 10−6 μm = 10−9 nm = 10−10 Å |
| Energy | Joule | J | kg • m−2 • s−2 = N • m eV = 1.60218 × 10−19 J |
| Force | Newton | N | kg • m • s−2 = J • m−1 |
| Power | Watt | W | kg • m−2 • s−3 = J • m−1 |
| Pressure | Pascal | Pa | kg • m−1 • s−2 = N • m−2 |
| Surface energy (per unit area)/Line tension | Pascal/Force/meter | J • m−2 = Pa = N • m−1 |
| Elastic modulus | Pressure | Pa = 10−9 GPa |
| Electrical charge | Coulomb | C | A • s |
| Electrical potential | Volt | V | J • A−1 • s−1 = J • C−1 |
| Electric field | Volt/meter | = N • C−1 |
| Dipole moment | Coulomb/meter | D | C • m = 2.99792458 × 1029D (1D(ebye) = 3.33564 C • Å3) |
| Capacitance | Farad | F | C/V = kg−1 • m−2 • s4 • A2 |
| Electric current | Ampere | A | C • s |
| Electrical conductance | Siemens | S | kg−1 • m−2 • s3 • A2 |
| Electrical resistance | Ohm | V/A |
B. Physical Constants
Values of selected physical constants
| Physical quantity | Constant symbol | Value |
|---|
| Elementary electron charge | e | 1.602 × 10−19 C |
| Electron rest mass | 9.109 × 10−31 kg |
| Electron charge mass ratio | 1.759 × 1011 C • kg−1 |
| Proton rest mass | 1.673 × 10−27kg ≈ 2000 |
| Boltzmann constant | 1.381 × 10−23 J • K−1 |
| Avogadro number | 6.022 × 1023 mol−1 |
| Universal gas constant | 8.3145 J • mol−1 • K−1 |
| Faraday constant | 9.6584 × 104 C • mol−1 |
| Planck’s constant | 6.626 × 10−34 J • s |
| Planck’s constant reduced | 1.055 × 10−34 J • s |
| Bohr radius | 5.29 × 10−11 nm = 0.529 Å |
| Rydberg constant | 1.09737 × 107 m−1 |
| Permittivity of free space | 8.854 × 10−12 F • m−1 |
| Speed of light | 2.998 × 108 m • s−1 |
| Atomic mass unit | 1.6605 × 10−27 kg |
C. Symbols in text
| Atomic or molecular radius [m] |
| Van der Waals constants, , |
| Bohr radius [m, Å] |
| Area, cross-sectional area [m2]; Hamaker constant [J]; water permeance (water permeation coefficient) [perms] = [m • s−1 • Pa−1] |
| Water permeance per unit area [ng • s−1 • m−2 • Pa−1] = metric [perm]; ng = 10−9 g |
| Rotation constant, rotation constant in units of wavenumber |
| Molar concentration (molarity) [M] = [mol • m−3] or [mol/liter]; molar concentration of solute [mol • m−3] |
| Specific heat capacity per unit mass at constant pressure or constant volume [J • kg−1 • K−1] |
| Volumetric heat capacity at constant pressure or constant volume [J • m−3 • K−1] |
| Speed of sound [m/s] |
| Quantum dot capacitance [F] |
| Distance; diameter [m] |
| Diffusivity, mass diffusivity of component , binary diffusion coefficient [m2 • s−1] |
| Dissociation energy, bond dissociation energy [J] |
| Hydraulic radius [m] |
| Radial distribution function |
| Density of state [J−1 • m−3] |
| Deborah number |
| Electric field strength [V • m−1]; Young’s modulus [Pa], Energy, energy Eigenvalue, kinetic energy [J] |
| Electron addition energy [J] or [eV] |
| Fermi energy [J] or [eV] |
| Energy level of principal quantum number or [eV] |
| Charging energy of quantum dot [J] or [eV] |
| Energies related to bottom of conduction band, top of valence band, and bandgap, respectively [J] or [eV] |
| Cohesion energy [J] (media of atoms, or bulk) |
| Surface stress [Pa]; degree of freedom |
| Force [N] |
| Euler number, elementary charge [C], energy per unit volume or kinetic energy per unit volume [J • m−3] |
| Fermi Dirac distribution |
| Gibbs free energy [J], shear modulus [Pa] |
| shear modulus, storage modulus, loss modulus [Pa] |
| Electric conductance [S], |
| Height [m]; Planck constant [J • s] |
| reduced Planck constant [J • s] |
| Enthalpy [J] |
| Hamilton operator |
| Ionization potential [J]; electric current [A] |
| Intensity [J • m2]; moment of inertia [kg • m2] |
| Spectral irradiation [W/m3] |
| (called iota) |
| Flux |
| Molar mass flux, [mol • m2 • s−1]; nucleation rate [m−3 • s−1] |
| molar binary flux [mol • m2 • s−1] |
| Tunnel current [nA] |
| Force constant, spring constant [N • m−1] |
| Wavenumber [m−1] |
| Boltzmann constant |
| Thermal conductivity (thermal conduction coefficient) [W/m • K] |
| Bulk modulus [Pa]; permeability coefficient (permeance) [m2 • s−1 • Pa−1] |
| Vibrational force constant (bond strength) [N • m−1] |
| Length [m] |
| Angular momentum quantum number (or azimuthal quantum number) |
| Orbital angular momentum operator in |
| Mass [kg], molar mass [g • mol], Molecular weight [amu] or [g • mol] |
| Electron mass, exciton mass [kg] |
| Magnetic (or orbital) quantum number |
| Mass flow rate [kg s−1] |
| Mobility [m2 •... |
| Erscheint lt. Verlag | 5.9.2025 |
|---|---|
| Sprache | englisch |
| Themenwelt | Naturwissenschaften ► Chemie |
| Schlagworte | atom theory • electron transport • interfacial systems • lower dimensions • Molecular theory • nanoconstrained systems • nanorealm • nanoscale principles • quantum mechanics • size constraint systems • Thermal transport • three dimensional space |
| ISBN-13 | 9783527849611 / 9783527849611 |
| Informationen gemäß Produktsicherheitsverordnung (GPSR) | |
| Haben Sie eine Frage zum Produkt? |
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