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Monatomic

The viscosity, themial conductivity and diffusion coefficient of a monatomic gas at low pressure depend only on the pair potential but through a more involved sequence of integrations than the second virial coefficient. The transport properties can be expressed in temis of collision integrals defined [111] by... [Pg.202]

The Chapman-Enskog solution of the Boltzmaim equation [112] leads to the following expressions for the transport coefficients. The viscosity of a pure, monatomic gas can be written as... [Pg.203]

Figure A2.1.4. Adiabatic reversible (isentropic) paths that do not intersect. (The curves have been calculated for the isentropic expansion of a monatomic ideal gas.)... Figure A2.1.4. Adiabatic reversible (isentropic) paths that do not intersect. (The curves have been calculated for the isentropic expansion of a monatomic ideal gas.)...
Between the limits of small and large r, the pair distribution function g(r) of a monatomic fluid is detemrined by the direct interaction between the two particles, and by the indirect interaction between the same two particles tlirough other particles. At low densities, it is only the direct interaction that operates through the Boltzmaim distribution and... [Pg.468]

This is the result for monatomic fluids and is well approximated by a sum of tliree Lorentzians, as given by the first tliree temis on the right-hand side. The physics of these tliree Lorentzians can be understood by thinking about a local density fluctuation as made up of tliemiodynamically independent entropy and pressure fluctuations p = p s,p). The first temi is a consequence of the themial processes quantified by the entropy... [Pg.724]

Figure Bl.19.6. Constant current 50 mn x 50 mn image of a Cu(l 11) surface held at 4 K. Tliree monatomic steps and numerous point defects are visible. Spatial oscillations (electronic standing waves) with a... Figure Bl.19.6. Constant current 50 mn x 50 mn image of a Cu(l 11) surface held at 4 K. Tliree monatomic steps and numerous point defects are visible. Spatial oscillations (electronic standing waves) with a...
Figure Bl.19.13. (a) Tliree STM images of a Pt(l 11) surface covered witli hydrocarbon species generated by exposure to propene. Images taken in constant-height mode. (A) after adsorption at room temperature. The propylidyne (=C-CH2-CH2) species that fomied was too mobile on the surface to be visible. The surface looks similar to that of the clean surface. Terraces ( 10 mn wide) and monatomic steps are the only visible features. (B) After heating the adsorbed propylidyne to 550 K, clusters fonn by polymerization of the C H... Figure Bl.19.13. (a) Tliree STM images of a Pt(l 11) surface covered witli hydrocarbon species generated by exposure to propene. Images taken in constant-height mode. (A) after adsorption at room temperature. The propylidyne (=C-CH2-CH2) species that fomied was too mobile on the surface to be visible. The surface looks similar to that of the clean surface. Terraces ( 10 mn wide) and monatomic steps are the only visible features. (B) After heating the adsorbed propylidyne to 550 K, clusters fonn by polymerization of the C H...
Mehl M J and Papaconstantopoulos D A 1996 Applications of a tight-binding total-energy method for transition and noble metals Elastic constants, vacancies and surfaces of monatomic metals Phys. Rev. B 54 4519... [Pg.2229]

Figure C2.7.6. STM images of an Ru(OOOl) surface after dissociative adsorjDtion of NO at 315 K. (A) Image (38 nmx33 nm) showing two terraces separated by a monatomic step (black stripe). (B) Close-up (6 nmx4 mn) showing an O island and individual N atoms. Individual O atoms are imaged as dashes (arrow) [9]... Figure C2.7.6. STM images of an Ru(OOOl) surface after dissociative adsorjDtion of NO at 315 K. (A) Image (38 nmx33 nm) showing two terraces separated by a monatomic step (black stripe). (B) Close-up (6 nmx4 mn) showing an O island and individual N atoms. Individual O atoms are imaged as dashes (arrow) [9]...
See Secs. 3.1.2.2 and 3.1.2.8 for naming monatomic and certain polyatomic anions. When an organic group occurs in an inorganic compound, organic nomenclature (q.v.) is followed to name the organic part. [Pg.218]

Argon is frequently used for the determination of surface area, usually at 77 K. Like the other noble gases, argon is of course chemically inert and is composed of spherically symmetrical monatomic molecules. Argon stands in... [Pg.73]

In this discussion, only inert gases such as argon or neon are used as examples because they are monatomic, which simplifies description of the excitation. The introduction of larger molecules into a discharge is discussed in later chapters concerning examination of samples by mass spectrometry. [Pg.30]

This chapter should be read in conjunction with Chapter 6, Coronas, Plasmas, and Arcs. A plasma is defined as a gaseous phase containing neutral molecules, ions, and electrons. The numbers of ions and electrons are usually almost equal. In a plasma torch, the plasma is normally formed in a monatomic gas such as argon flowing between two concentric quartz tubes (Figure 14.1). [Pg.87]

For mass spectrometric purposes, the plasma is normally created in argon, a monatomic gas. The plasma then consists of electrons, positive argon ions, and neutral argon atoms. [Pg.394]

For several reasons — including the complete breakdown of sample into its substituent elements in the plasma and the use of an unreactive monatomic plasma gas (argon) — background interferences in the resulting mass spectra are of little importance. Since there are no or very few background overlaps with sample ions, very precise measurements of sample ion abundances can be made, which facilitate the determination of precise isotope ratios. [Pg.395]

The simplest calculation of radiation damage involves only monatomic materials and has been described by many authors (17—20). For polyatomic materials, a calculation procedure for estimating damage energy from ion implantation has been outlined (8). The extension of this formalism (8) to direct calculations of damage energies in polyatomic materials has been addressed by several authors (11,21—24). [Pg.395]

Phosphoms vapor exists as P molecules until dissociation to P2 begins at 800°C. Essentially all the vapor is P2 at 1500°C, but further dissociation to monatomic P is less than 0.1% at that temperature. [Pg.348]

A closer look at the Lewis relation requires an examination of the heat- and mass-transfer mechanisms active in the entire path from the hquid—vapor interface into the bulk of the vapor phase. Such an examination yields the conclusion that, in order for the Lewis relation to hold, eddy diffusivities for heat- and mass-transfer must be equal, as must the thermal and mass diffusivities themselves. This equahty may be expected for simple monatomic and diatomic gases and vapors. Air having small concentrations of water vapor fits these criteria closely. [Pg.98]

Tantalum. Above 300°C (570°F), the possibihty of reactivity of tantalum with all gases except the inert gases. Below 300°C (570°F), the possibility of embrittlement of tantalum by nascent (monatomic) hydrogen (but not molecular hydrogen). Nascent hydrogen is produced by galvanic action or as a product of corrosion by certain chemicals. [Pg.948]

An azo coupling reaction of monatomic phenols with diazotized 4-nitroaniline has been investigated. By HPLC, NMR, elemental analysis, UV and IR spectroscopy it has been shown that the azo derivatives of o-guaiacol, o- and m-cresols interact with an excess of diazonium in pH interval of 4,5-9,5 and form corresponding 4,4-di(4-nitrophenylazo)-2,5-cyclohexadien-1 -ones. [Pg.62]

The results obtained have allowed us to develop the analytical procedures for the preconcentration and determination of microquantities of the monatomic phenols, aromatic amines and total volatile primary amines by HPLC and photometric methods. [Pg.62]


See other pages where Monatomic is mentioned: [Pg.341]    [Pg.259]    [Pg.269]    [Pg.308]    [Pg.662]    [Pg.202]    [Pg.467]    [Pg.480]    [Pg.675]    [Pg.721]    [Pg.725]    [Pg.817]    [Pg.2065]    [Pg.2205]    [Pg.108]    [Pg.113]    [Pg.13]    [Pg.278]    [Pg.215]    [Pg.218]    [Pg.8]    [Pg.91]    [Pg.329]    [Pg.395]    [Pg.262]    [Pg.394]    [Pg.396]    [Pg.326]    [Pg.162]    [Pg.411]   
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Anion monatomic

Anion monatomic anions

Anions common monatomic

Cation monatomic

Cations common monatomic

Charge on monatomic ions

Chemical formulas monatomic

Chemisorption on Monatomic Substrate

Electron Arrangements in Monatomic Ions

Elements monatomic

Equilibrium Population of Self-Interstitials in a Monatomic Crystal

Equilibrium Population of Vacancies in a Monatomic Crystal

Example 1 Monatomic Systems Reconsidered Accurate Calculations

Frazzled monatomic step

Gases dilute monatomic

Gold, monatomic

Heat capacity monatomic

Infinite monatomic chain

Ionic compounds monatomic ions

Ionization energy monatomic

Main-group elements common monatomic ions

Metallic elements common monatomic ions

Metals, monatomic cations

Molecular structure monatomic

Molecular structure monatomic ions

Momentum monatomic gases

Monatomic Chains Strength and Extensibility

Monatomic Ions with Noble-Gas Electron Configurations

Monatomic anion , nomenclature

Monatomic cation , nomenclature

Monatomic cations of representative

Monatomic elements, molar mass

Monatomic gases

Monatomic gases diffusion coefficient

Monatomic gases viscosity

Monatomic gases, specific heat

Monatomic hydrogen

Monatomic ions

Monatomic ions aluminum

Monatomic ions common

Monatomic ions compounds formed from

Monatomic ions defined

Monatomic ions formation

Monatomic ions metals that form more than one

Monatomic ions naming

Monatomic ions oxidation number

Monatomic ions predicting charges

Monatomic ions properties

Monatomic molecules

Monatomic negative ions

Monatomic nickel

Monatomic oxygen

Monatomic phenols

Monatomic steps

Monatomic substrate

Monatomics, Monoatomics

Names monatomic Ions

Nomenclature monatomic

Nonmetals, monatomic cations

One-dimensional “monatomic” crystals

Pair potential monatomic fluids

Partition Function for Monatomic Gases

Partition functions monatomic gases

Propagation rate of monatomic steps

Properties of Monatomic Ions

Sensitization by monatomic gases

Statistical thermodynamics monatomic gases

Structures with Isolated Monatomic Anions

Subject monatomics

Substituents monatomic

The Partition Function Monatomic Gases

The Scattering of X-Rays by Monatomic Liquids

The monatomic solid

Theory monatomic gas mixtures

Thermodynamics monatomic gases

Unreactive monatomic gases

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