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Differences between Metals

Late metals, in contrast, are relatively electronegative, so they tend to retain their valence electrons. The low oxidation states, such as Pd(ll), tend to be stable, and the higher ones, such as d Pd(lV), often find ways to return to Pd(II)  [Pg.47]

TABLE 2.9 Effects of Changing Metal, Net Charge, and Ligands on k Basidly of Metal, as Measured by v(CO) Values (cm ) of the Highest Frequency Band in IR Spectrum [Pg.48]

Late metals, in contrast, are relatively electronegative and tend to retain their valence electrons.The low oxidation states, such as (f Pd(II), tend to be stable, and the higher ones, such as (f Pd(IV), are often less so and tend to find ways to return to Pd(II) that is, they are oxidizing. Back donation is not so marked as with the early (f metals, and so any unsaturated ligand attached to the weak iv-donor Pd(II) tends to accumulate a positive charge. As we see in Section 8.3, this makes the ligand subject to attack by nucleophiles and is the basis for many important applications in organic synthesis. [Pg.64]

TABLE 2.10 Effect of Changing Metal, Net Ionic Charge, and Ligand Set on v(CO) in the Infrared Spectrum of Metal Carbonyls [Pg.65]

Complexes are classified by d configuration (Eq. 2.15), e-count (Eq. 2.7), and coordination number (Section 2.5) d , 18e octahedral complexes are most common. [Pg.66]

Specific d configurations are associated with specific geometries (Table 2.7). [Pg.66]

Complexation profoundly alters ligand properties and can even invert normal reactivity patterns seen in the free organic ligands (Section 2.6). [Pg.66]


Fig. 3.11 The creation of a band of energy levels from the overlap of two, three, four, etc. atomic orbitals, which eventually gives rise to a continuum. Also shown are the conceptual differences between metals, insulators and semiconductors. Fig. 3.11 The creation of a band of energy levels from the overlap of two, three, four, etc. atomic orbitals, which eventually gives rise to a continuum. Also shown are the conceptual differences between metals, insulators and semiconductors.
This type of argument leads us to picture a metal as an array of positive ions located at the crystal lattice sites, immersed in a sea of mobile electrons. The idea of a more or less uniform electron sea emphasizes an important difference between metallic bonding and ordinary covalent bonding. In molecular covalent bonds the electrons are localized in a way that fixes the positions of the atoms quite rigidly. We say that the bonds have directional character— the electrons tend to remain concentrated in certain regions of space. In contrast, the valence electrons in a metal are spread almost uniformly throughout the crystal, so the metallic bond does not exert the directional influence of the ordinary covalent bond. [Pg.304]

Use molecular orbital theory to account for the differences between metals, insulators, and semiconductors (Sections 3.13 and 3.14). [Pg.252]

NO and N2O decomposition show large differences between metals with both rates being higher on Pt at low temperatures and higher on Rh at high temperatures. NO decomposition is also found to be more strongly inhibited by O2 than N2O decomposition, and this inhibition is stronger on Rh. [Pg.181]

Therefore, the potential difference between metallic conductors 1 and n will remain unchanged when metallic conductors 2, 3,..., n - 1 are interposed between them. [Pg.27]

The difference between metals and semiconductors becomes apparent when the further fate of these excited charges is considered. In metals an excited electron will very quickly (within a time on the order of 10 " s) return to its original level, and the photon s original energy is converted to thermal energy. Photoexcitation has no other consequences. [Pg.566]

The basic difference between metal-electrolyte and semiconductor-electrolyte interfaces lies primarily in the fact that the concentration of charge carriers is very low in semiconductors (see Section 2.4.1). For this reason and also because the permittivity of a semiconductor is limited, the semiconductor part of the electrical double layer at the semiconductor-electrolyte interface has a marked diffuse character with Debye lengths of the order of 10 4-10 6cm. This layer is termed the space charge region in solid-state physics. [Pg.247]

The characteristic differences between metal cluster compounds having the metal atoms in low formal oxidation states and those having them in high formal oxidation states are reviewed critically and analytically. [Pg.201]

Galvani potential difference between metal and solution Dipole potential... [Pg.332]

This observation may well explain the considerable difference between metal-olefin and metal-acetylene chemistry observed for the trinuclear metal carbonyl compounds of this group. As with iron, ruthenium and osmium have an extensive and rich chemistry, with acetylenic complexes involving in many instances polymerization reactions, and, as noted above for both ruthenium and osmium trinuclear carbonyl derivatives, olefin addition normally occurs with interaction at one olefin center. The main metal-ligand framework is often the same for both acetylene and olefin adducts, and differs in that, for the olefin complexes, two metal-hydrogen bonds are formed by transfer of hydrogen from the olefin. The steric requirements of these two edgebridging hydrogen atoms appear to be considerable and may reduce the tendency for the addition of the second olefin molecule to the metal cluster unit and hence restrict the equivalent chemistry to that observed for the acetylene derivatives. [Pg.290]

MO small energy-difference between metal nd and carbene 2p nucleophilic carbene complex large energy-difference between metal nd and carbene 2p electrophilic carbene complex... [Pg.4]

Torrance JB (1979) The difference between metallic and insulating salts of tetracyanoqui-nodimethone (TCNQ) how to design an organic metal. Acc Chem Res 12 79-86... [Pg.108]

As far as equilibrium constant is concerned, differences between metal ions are perhaps more important than those between ligands. Thus, in the solvent chlorobenzene (41), the equilibrium constant [Eq. (7)] for MC12 and pyridine favors the octahedral configuration for Ni(Il) over that for Co(II) y a factor of 1500 to 2000. In the same solvent, there is no clear evidence that any octahedral zinc compound is formed. The Ni-Co difference cited is actually less than the difference between chloride and thiocyanate against... [Pg.85]

When a metal is immersed in a solution of an electrolyte, a potential difference is set up at the ra tal—solution interface this is the electrode potential. When a metal dips into a solution of its own ions, some ions may leave the metal and enter the solution, while others will deposit on the metal from solution. Since the ions are charged, an electrical double layer is created at the metal—solution interface. The equilibrium potential difference between metal and solution is the Galvani potential. When ions are transferred from solution to deposit on the metal, the metal consititutes the positive side of the double layer and vice versa. [Pg.2]

Set up a circus of activities which includes both collecting data from computers or data books (e.g. melting and boiling points and density) and practical exercises on comparing electrical conductivities. These activities will illustrate the physical differences between metals and non-metals. [Pg.264]

Also, metal ion directed stereoselective syntheses often involve organometallic complexes. While there is no fundamental difference between metal-carbon and metal-heteroatom bonds, modeling rc-bonded ligands is not trivial.1 Given a known reaction mechanism (which is not possible for many catalytic reactions), the main problem is the parameterization of the potential energy functions for the intermediates and transition states. The problem is that force field parameters are generally carefully fitted to experimental results, i.e., structures or other data related to the output of force field calculations of the type of compound to be modeled have to be available. For short-lived transition states this is a considerable problem. [Pg.73]

The main difference between metals and polymers is related to the fact that transitions from one state to another in polymers occur (as a result of changing of environmental conditions, primarily temperature) not as jumps but continuously. This leads to the absence of a clearly defined line or transition front. Additionally, because of die low heat and temperature conductivity of polymeric materials, a change in material properties may take place over a large volume,or even simultaneously throughout the whole mass of an article, although the local transition rates and degrees of conversion may be different. Thus it is necessary to develop a macrokinetic model of the transition. This model must describe the combined effects of non-stationary heat transfer and reaction kinetics and is used to determine the temperature and conversion fields. [Pg.83]

What is the difference between metals, nonmetals, and metalloids ... [Pg.55]

Temperature difference between metal surface and boiling liquid (deg K) Heat transfer coefficient metal surface to boiling liquid (kW/m2 K)... [Pg.149]

A significant number of studies have characterized the physical properties of eutectic-based ionic liquids but these have tended to focus on bulk properties such as viscosity, conductivity, density and phase behavior. These are all covered in Chapter 2.3. Some data are now emerging on speciation but little information is available on local properties such as double layer structure or adsorption. Deposition mechanisms are also relatively rare as are studies on diffusion. Hence the differences between metal deposition in aqueous and ionic liquids are difficult to analyse because of our lack of understanding about processes occurring close to the electrode/liquid interface. [Pg.104]

The W isotopic compositions of various terrestrial samples, chondrites, iron meteorites, basaltic achondrites, lunar samples, and Martian meteorites are expressed as deviations in parts per 104 from the value for the silicate earth (such as the W in a drill bit or chisel), which are the same as those of average solar system materials, represented by carbonaceous chondrites. These values are summarized in Fig. 8.9, from which it can be seen that early segregated metals such as the iron meteorites and metals from ordinary chondrites have only unradiogenic W because they formed early with low Hf/W. The time differences between metal objects segregated from parents with chondritic Hf/W are revealed by the differences in W isotopic compositions between each of the metal objects and chondrites. The Hf-W model ages of all these metals indicate that all of their parent bodies formed within a few million years, implying rapid accretion in the early history of the solar system. [Pg.310]

The effects of the crystallographic face and the difference between metals are evidence of the incorrectness of the classical representations of the interface with all the potential decay within the solution (Fig. 3.13a). In fact a discontinuity is physically improbable and experimental evidence mentioned above confirms that it is incorrect, the schematic representation of Fig. 3.136 being more correct. This corresponds to the chemical models (Section 3.3) and reflects the fact that the electrons from the solid penetrate a tiny distance into the solution (due to wave properties of the electron). In this treatment the Galvani (or inner electric) potential, (p, (associated with EF) and the Volta (or outer electric) potential, ip, that is the potential outside the electrode s electronic distribution (approximately at the IHP, 10 5cm from the surface) are distinguished from each other. The difference between these potentials is the surface potential x (see Fig. 3.14 and Section 4.6). [Pg.58]

With most metal ions the complex stability decreases as the size of the chelate rings formed by open-chained polyamine ligands increases from five to six mem-bered. Examples of this effect are presented in Table 9.1, where experimental data are compared with predictions based on strain energy differences between metal-free and coordinated ligands (Eq. 9.1). [Pg.104]


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