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Atomic periodicity

The atomic force microscope (ATM) provides one approach to the measurement of friction in well defined systems. The ATM allows measurement of friction between a surface and a tip with a radius of the order of 5-10 nm figure C2.9.3 a)). It is the tme realization of a single asperity contact with a flat surface which, in its ultimate fonn, would measure friction between a single atom and a surface. The ATM allows friction measurements on surfaces that are well defined in tenns of both composition and stmcture. It is limited by the fact that the characteristics of the tip itself are often poorly understood. It is very difficult to detennine the radius, stmcture and composition of the tip however, these limitations are being resolved. The AFM has already allowed the spatial resolution of friction forces that exlribit atomic periodicity and chemical specificity [3, K), 13]. [Pg.2745]

A detailed discussion of redox reactions must wait until Chapter 19, after we explore the nature of the atom, periodic properties of the elements, and thermodynamics. For now, we focus on only a few types of redox reactions that are common and relatively simple. [Pg.252]

To use templates or envelopes as a controlled reaction space was developed in the early 1980s, such as the use of inverse micelle technique (4). Another fundamental idea is to use the atomic periodicity of surfactant molecules by using them as surface ligands for sequential addition of anions and cations under the concept of semiconductive compounds like CdSe as a living polymer (3). [Pg.684]

The alternative derivation of atomic periodicity, based on the distribution of prime numbers and elementary number theory, makes firm statements on all of these unresolved issues. The number spiral predicts periodicities of 8 and 24 for all elements and nuclides respectively limits their maximum numbers, in terms of triangular numbers, to 100 and 300 respectively characterizes electronic angular-momentum sub-levels by the difference between successive square numbers (21 +1) and electron pairs per energy level by the square numbers themselves. In this way the transition series fit in naturally with the periodicity of 8. The multiplicity of 2, which is associated with electron spin, is implicit in these periodicity numbers. [Pg.157]

Till now, we have only considered a mathematical set of points. However, a material, in reality, is not merely an array of points, but the group of points is a lattice. A real crystalline material is constituted of atoms periodically arranged in the structure, where the condition of periodicity implies a translational invariance with respect to a translation operation, and where a lattice translation operation, T, is defined as a vector connecting two lattice points, given by Equation 1.1 as... [Pg.1]

We assumed that for minimum energy the carbon atoms in nanotube wall hydrogen molecules should be placed with periodicity in lattice points. Because of carbon atoms periodicity is the hexagonal lattice the hydrogen molecules should be placed in points of the same lattice but with a parameter a determining the density of adsorbed H2 molecules (Fig. 3). [Pg.129]

The double bond rule that limited (p,p)-n-bonds to elements of the first 8-atom period was violated for the first time in the 1960s. The generation of phos-phaacetylenes l,5 diphosphene 2,6 and phosphacyanine 37 initiated dramatic developments, an end of which is not yet in sight (Figure 8.1). [Pg.215]

Table 13.2 presents the electron affinities of a number of elements. The electron affinities of some elements are negative, meaning that energy is required to add an electron to the gaseous atoms. Periodic variation of electron affinity is more difficult to rationalize than is the variation of ionization energy, but note that the halogens have the greatest electron affinities of all the elements. [Pg.370]

Period Atomic Number Element Electron Configuration Atomic Period Number Element Electron Configuration... [Pg.70]

It is commonly believed that quantum mechanics is sufficient to recreate the chart of the elements. Even if this were so, quantum mechanics gives no justification for the presupposition that a molecular system should resemble the chart of the elements. Thus, the idea that the construction of physical periodic system requires some similarity with the chart of the elements qualifies as an assumption. Consider, for example, diatomic systems. The architectures of Kong (Kong 1982, 1989) have located molecules using two coordinates—a group axis based on the sums of the atomic group numbers, and a period axis based on the sums of the atomic period numbers. Another architecture has the group numbers of the two atoms separate and has their period... [Pg.227]

Kong s periodic systems of diatomic and triatomic molecules (Kong 1982, 1989) are truly beautiM. They are the silver lining of the dark cloud of his long-term house arrest related to the Cultural Revolution in the People s Republic of China. His systems place molecules in the compartments of a flat chart with approximately the same shape as the chart of the elements. The period and group numbers are the sums of the atoms period and group numbers. [Pg.232]

Many of the compartments in Kong s tables contain several molecules indeed, the paper that introduces his diatomic-molecular system comes with a lexicon listing the molecules contained in each compartment. The hst is two-dimensional (arranged according to the differences of the atoms period and group numbers), which suggests that Kong s table is in fact a projection onto two-dimensional space of a four-dimensional architecture. [Pg.232]

Hefferlin 1996). It features a periodicity completely unrelated to atomic periodicity hence the name hyperperiodicity. ... [Pg.237]

Bohr realised that, by purely theoretical considerations and the construction of models, the desired object of explaining the regularities in the structures of atoms (periodic system of the elements) would be very difficult to attain he therefore adopted a procedure by means of which, half theoretically and half empirically, making use of all the evidence provided by physics and chemistry, and, especially, by a thorough application of the data derived from the series spectra, there was evolved a picture of the building up of atoms. [Pg.181]


See other pages where Atomic periodicity is mentioned: [Pg.1694]    [Pg.961]    [Pg.35]    [Pg.57]    [Pg.57]    [Pg.207]    [Pg.201]    [Pg.114]    [Pg.356]    [Pg.1043]    [Pg.52]    [Pg.54]    [Pg.56]    [Pg.1121]    [Pg.37]    [Pg.43]    [Pg.137]    [Pg.17]    [Pg.230]    [Pg.335]    [Pg.318]    [Pg.156]    [Pg.126]    [Pg.230]    [Pg.50]    [Pg.260]    [Pg.101]    [Pg.1694]    [Pg.113]    [Pg.428]    [Pg.102]    [Pg.1127]    [Pg.325]    [Pg.71]   
See also in sourсe #XX -- [ Pg.157 ]




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Atomic Orbital Laplace-transformed MP2 Theory for Periodic Systems

Atomic Properties and the Periodic Table

Atomic Radius Within a Period

Atomic Structure and Periodicity

Atomic Structure and the Periodic Table

Atomic and the periodic table

Atomic displacements, periodicity

Atomic mass periodic table arrangement

Atomic orbitals Periodic Table and

Atomic orbitals, electronic configurations and the Periodic Table

Atomic properties Period 2 elements

Atomic properties, periodic trends

Atomic radii within periodic table

Atomic radii, periodic table trends

Atomic radius Period 2 elements

Atomic radius periodic trends

Atomic radius periodic variation

Atomic radius/radii period trends

Atomic radius/radii periodic trends

Atomic size periodic trends

Atomic structure periodic properties

Atomic structure periodic table

Atomic volume curve, periodicity

Atomic weight Periodic Table and

Atoms Periodic Table

Atoms and the periodic table

Atoms periodic properties

Atoms periodic table and size

Atoms periodic trends

Atoms periodicity

Atoms periodicity

Atoms properties and the periodic table

Atoms with more than two electrons atomic properties and periodic trends

Average atomic mass periodic table

Chemisorption of Atoms Periodic Trends

Discussion of Atomic Radii Based Periodicities

Electron Atoms and the Periodic Table

Electronic Structure of Atoms. The Periodic Table

Electrons in Atoms and the Periodic Table

Following the Leader Atomic Structure and Periodic Trends

Homonuclear diatomic molecule first-period atoms

Homonuclear diatomic molecule second-period atoms

Many-electron atoms and the periodic table

Modern Atomic Theory and the Periodic Table

Moseley Law and Spectral Atomic Periodicity

Multi-Electron Atoms in the Mendeleev Periodic Table

Periodic Trends in the Properties of Atoms

Periodic atomic configuration

Periodic properties of atoms

Periodic table atomic mass

Periodic table atomic numbers

Periodic table atomic organization

Periodic table atomic properties, trends

Periodic table atomic radii, variation

Periodic table atomic radius

Periodic table atomic size

Periodic table atomic weight

Periodic table of the elements atomic number

Periodic table of the elements atomic properties and

Periodic table, atomic theoretical explanation

Periodic trends in atomic properties

Periodic trends in atomic radii

Periodicities of Some Atomic Properties

Periodicity I Some Atomic Properties Relativistic Effects

Periodicity and atomic properties

Periodicity by Peripheral Electrons and Density in Chemical Atom

Periodicity by Quantum Propagators in Physical Atom

Periodicity of atomic matter

Periodicity of atomic properties

Periods atomic properties

Periods, periodic table, 154 atomic radii

Properties of Atoms and the Periodic Table

Scales and Periodicity by Atomic Size Related Descriptors

THE PERIODICITY OF ATOMIC PROPERTIES

The Periodic Table and Some Atomic Properties

The Periodicity of Atomic Matter

Used Known Relative Atomic Masses to Create the Periodic Table

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