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Counting complexes

A common motif in organometallic chemistry is the agostic interaction, which can act to stabilize low-coordination low-e-count complexes. The requirement is an alkyl group with a / - or a y-C—H bond attached to the metal within reach of (i.e., cis to) an empty coordination site. An attractive interaction occurs with the C—H bond acting as a 2e donor into the low-lying metal valence orbital that occupies that site. In the case of a / -C—H bond, hydride transfer may occur with little activation, resulting in an M—H sigma bond and complex with an alkene as discussed above. [Pg.191]

The homoleptic complex Co( -C3H5)3 (12) obeys the 18-electron rule (see Eighteen Electron Compound and could be expected to be stable by analogy to the abundant allyl chemistry of Ni. The compound has been prepared from Co(acac)3 and CsHsMgCl (equation 40) or, alternatively, from C0CI2 and CsHsMgCl/CsHsCl (equation 41) in about 50% yield. The latter method has also furnished a number of substituted allyl derivatives. Despite its favored electron count, complex (12) decomposes in solution around —60°C, and the pure crystalline solid decomposes spontaneously in an inert atmosphere at —20°C. The solid ignites spontaneously in air (cf. Co (allyl) 2 (ethylene) Li, Section 5.1.2). [Pg.858]

Entropy counting, complexity connecting, and information evaluating microstates. [Pg.402]

Examples of odd-electron-count (i.e., paramagnetic) intermediates are also known but are very rare and much less understood. Therefore, our focus will continue to be the even-electron-count complexes considered so far. [Pg.224]

To see that this phase has no relation to the number of ci s encircled (if this statement is not already obvious), we note that this last result is true no matter what the values of the coefficients k, X, and so on are provided only that the latter is nonzero. In contrast, the number of ci s depends on their values for example, for some values of the parameters the vanishing of the off-diagonal matrix elements occurs for complex values of q, and these do not represent physical ci s. The model used in [270] represents a special case, in which it was possible to derive a relation between the number of ci s and the Berry phase acquired upon circling about them. We are concerned with more general situations. For these it is not warranted, for example, to count up the total number of ci s by circling with a large radius. [Pg.142]

The complexity of the force computation function described here is computed by counting the number of force terms evaluated by each processor. The cost of force computation for processor i, which is denoted by C is,... [Pg.488]

Because the electron-counting paradigm incorporates the 18-electron rule when appHed to transition-metal complexes, exceptions can be expected as found for classical coordination complexes. Relatively minor exceptions are found in (Tj -C H )2Fe2C2BgHg [54854-86-3] (52) and [Ni(B2QH22)2] A [11141-32-5] (53). The former Q,n electrons) is noticeably distorted from an idealized stmcture, and the latter is reminiscent of the and complexes discussed above. An extremely deficient electron count is obtained for complexes such as P7036-06-9] which have essentially undistorted... [Pg.233]

The first closo metaHaborane complexes prepared (159) were the nickelaboranes [< /(9j 0-( q -C H )Ni(B22H22)] and closo-l]l- r]-Q ]) -l]l-53i] pri Q [55266-88-1] (Fig. 13). These species are equivalent to closo-C ]]ri ][ i closo-Q, p5 2 by tbe electron-counting formaUsm. The mixed bimetallic anion [ /(9j (9-(Tj -C H )2CoNi(B2QH2Q)] and other related species were reported later (160). These metallaboranes display remarkable hydrolytic, oxidative, and thermal stabiUty. [Pg.243]

For tetranuclear cluster complexes, three stmcture types are observed tetrahedral open tetrahedral (butterfly) or square planar, for typical total valence electron counts of 60, 62, and 64, respectively. The earliest tetracarbonyl cluster complexes known were Co4(CO)22, and the rhodium and iridium analogues. The... [Pg.64]

Fundamental Theorem of Algehra Eveiy polynomial of degree n has exactly n real or complex roots, counting multiplicities. [Pg.432]

An element is defined as part of a more complex unit. The unit may be all or only part of an operation or the entire process. Our strategy will be to analyze all elements that appear in a separation process and determine the number of design variables associated with each. The appropriate elements can then be quickly combined to form the desired units and the various units combined to form the entire process. Allowance must of course be made for the connecting streams (interstreams) whose variables are counted twice when elements or units are joined. [Pg.1260]

Ln(II) in LnFj Ln(II) were determined after samples dissolution in H PO in the presence of a titrated solution of NFI VO, which excess was titrated with the Fe(II) salt. It was found that dissolution of the materials based on CeF CeFj in H PO does not change the oxidation state of cerium, thus phosphate complexes of Ce(III, IV) can be used for quantitative spectrophotometric determination of cerium valence forms. The contents of Ln(II, III) in Ln S LnS may be counted from results of the determination of total sulfur (determined gravimetric ally in BaSO form) and sum of the reducers - S and Ln(II) (determined by iodometric method). [Pg.164]


See other pages where Counting complexes is mentioned: [Pg.859]    [Pg.194]    [Pg.323]    [Pg.859]    [Pg.194]    [Pg.323]    [Pg.383]    [Pg.280]    [Pg.178]    [Pg.311]    [Pg.91]    [Pg.24]    [Pg.24]    [Pg.513]    [Pg.471]    [Pg.429]    [Pg.458]    [Pg.480]    [Pg.329]    [Pg.231]    [Pg.62]    [Pg.62]    [Pg.65]    [Pg.258]    [Pg.451]    [Pg.1076]    [Pg.42]    [Pg.486]    [Pg.190]    [Pg.81]    [Pg.98]    [Pg.147]   
See also in sourсe #XX -- [ Pg.625 , Pg.626 , Pg.627 , Pg.628 , Pg.629 ]

See also in sourсe #XX -- [ Pg.625 , Pg.626 , Pg.627 , Pg.628 , Pg.629 ]




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