Overlap model

Wheatley R J and Price S L 1990 An overlap model for estimating the anisotropy of repulsion Mol. Phys. 69 507... 

I lie next level of approximation is the neglect of diatomic differential overlap model (NDDO [Pople et al. 1965]) this theory only neglects differential overlap between atomic orbitals on... 

Pople, Beveridge and Dobosh introduced the intermediate neglect of differential overlap model (INDO) in 1967. INDO is CNDO/2 with a more realistic treatment of the one-centre two-electron integrals. In the spirit of such models, the non-zero integrals were calibrated against experiment rather than being calculated fi om first principles. The authors concluded that, although INDO was a little better than... 

I am conscious that I have missed many sets of acronyms from my guided tour of the differential overlap models, and I will just tell you that MINDO, MINDO/1, MINDO/2 all appeared but have now been consigned to oblivion. With MINDO/3, Dewar thought that he had at last developed a reliable model for use by organic chemists. The abstract to the landmark MINDO/3 paper is terse ... 

Two symmetry parameterizations of the angular overlap model of the ligand field. Relation to the crystal field model. C. E. Schaffer, Struct. Bonding (Berlin), 1973,14, 69-110 (33). 

The functional group in ligand field studies the empirical and theoretical status of the angular overlap model. M. Gerloch and R. G. Woolley, Prog. Inorg. Chem., 1984, 31, 371-446 (87). 

The angular overlap model for the description of the paramagnetic properties of transition metal complexes. A. Benici, C. Benelli and D. Gatteschi, Coord. Chem. Rev., 1984, 60,131 (204). 

Calculations of the Jann-Teller coupling constants for dx systems in octahedral symmetry via the angular overlap model. K. D. Warren, Struct. Bonding (Berlin), 1984, 57,119 (20). 

Crystal field splitting parameter, 2, 309 Crystal field theory, 1, 215-221 angular overlap model, 1, 228 calculations, 1, 220 generality, 1,219 low symmetry, 1,220 /-orbital, 1, 231 Crystal hydrates, 2, 305,306 bond distances, 2, 307 Crystals... 

M. Gerloch, R.G. Woolley, The Functional Group in Ligand-Field Studies The Empirical and Theoretical Status of the Angular Overlap Model , in Prog. 

Schaffer CE (1968) A Perturbation Representation of Weak Covalent Bonding. 5 68-95 Schaffer CE (1973) Two Symmetry Parameterizations of the Angular-Overlap Model of the Ligand-Field. Relation to the Crystal-Field Model. 14 69-110 Scheldt WR, Lee YJ (1987) Recent Advances in the Stereochemistry of Metallotetrapyrroles. 64 1-70... 

Warren KD (1984) Calculations of the Jahn-Teller Coupling Constants for d Systems in Octahedral Symmetry via the Angular Overlap Model. 57 119-145 Warren KD (1977) Ligand Field Theory off-Orbital Sandwich Complexes. 33 97-137 Warren KD (1976) Ligand Field Theory of Metal Sandwich Complexes. 27 45-159 Watson RE, Perlman ML (1975) X-Ray Photoelectron Spectroscopy. Application to Metals and Alloys. 24 83-132... 

In an earlier work, we have proposed a theoretical procedure for the spectroscopy of antiferromagnetically (AF) coupled transition-metal dimers and have successfully applied this approach to the electronic absorption spectrum of model 2-Fe ferredoxin. In this work we apply this same procedure to the [Fe2in - 82) P o - CeH48)2)2 complex in order to better understand the electronic structure of this compound. As in our previous work" we base our analysis on the Intermediate Neglect of the Differential Overlap model parameterized for spectroscopy (INDO/S), utilizing a procedure outlined in detail in Reference 4. 

The Lewis stmcture of a molecule shows how its valence electrons are distributed. These stmctures present simple, yet information-filled views of the bonding in chemical species, hi the remaining sections of this chapter, we build on Lewis stmctures to predict the shapes and some of the properties of molecules. In Chapter 10. we use Lewis stmctures as the starting point to develop orbital overlap models of chemical bonding. 

In this chapter, we develop a model of bonding that can be applied to molecules as simple as H2 or as complex as chlorophyll. We begin with a description of bonding based on the idea of overlapping atomic orbitals. We then extend the model to include the molecular shapes described in Chapter 9. Next we apply the model to molecules with double and triple bonds. Then we present variations on the orbital overlap model that encompass electrons distributed across three, four, or more atoms, including the extended systems of molecules such as chlorophyll. Finally, we show how to generalize the model to describe the electronic structures of metals and semiconductors. 

Orbital overlap models proceed from the following assumptions ... 

Hydrogen sulfide is a toxic gas with the foul odor of rotten eggs. The Lewis structure of H2 S shows two bonds and two lone pairs on the S atom. Experiments show that hydrogen sulfide has a bond angle of 92.1°. We can describe the bonding of H2 S by applying the orbital overlap model. 

Example applies the orbital overlap model to phosphine, 13. ... 

Many of the Lewis structures in Chapter 9 and elsewhere in this book represent molecules that contain double bonds and triple bonds. From simple molecules such as ethylene and acetylene to complex biochemical compounds such as chlorophyll and plastoquinone, multiple bonds are abundant in chemistry. Double bonds and triple bonds can be described by extending the orbital overlap model of bonding. We begin with ethylene, a simple hydrocarbon with the formula C2 H4. 

Warren, K. D. Calculations of the Jahn-Teller Coupling Constants for d Systems in Octahedral Symmetry via the Angular Overlap Model. Vol. 57, pp. 119-145. 

Schaffer, C.E. Two Symmetry Parameterizations of the Angular-Overlap Model of the Ligand-Field. Relation to the Crystal-Field Model. Vol. 14, pp. 69-110. 

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