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Representation of transitions

Representation of transition state for migration of carbon from boron to oxygen... [Pg.255]

Fig. 8.1. Representation of transition states for the first stage of acetal hydrolysis, (a) Initial C—O bond breaking (b) concerted mechanism with C—O bond breaking leading O—H bond formation (c) concerted mechanism with proton transfer leading C—O bond breaking (d) initial proton transfer. Fig. 8.1. Representation of transition states for the first stage of acetal hydrolysis, (a) Initial C—O bond breaking (b) concerted mechanism with C—O bond breaking leading O—H bond formation (c) concerted mechanism with proton transfer leading C—O bond breaking (d) initial proton transfer.
Figure 38-3. Diagrammatic representation of transition mutations and transversion mutations. Figure 38-3. Diagrammatic representation of transition mutations and transversion mutations.
Fig. 6.11. Representation of transition structure and die LUMO orbitals for three stereoisomeric complexes of A-acryloyloxazolidinone with a TADDOL model, Ti[0(CH2)40]Cl2. The LUMO energies (B3LYP/6-3111+G(d)) in kcal/mol. Reproduced from J. Org. Chem., 63, 2321 (1998), by permission of the American Chemical Society. Fig. 6.11. Representation of transition structure and die LUMO orbitals for three stereoisomeric complexes of A-acryloyloxazolidinone with a TADDOL model, Ti[0(CH2)40]Cl2. The LUMO energies (B3LYP/6-3111+G(d)) in kcal/mol. Reproduced from J. Org. Chem., 63, 2321 (1998), by permission of the American Chemical Society.
There is increased emphasis throughout Part B on the representation of transition structures to clarify stereoselectivity, including representation by computational models. The current practice of organic synthesis requires a thorough knowledge of molecular architecture and an understanding of how the components of a structure can be assembled. Structures of enantioselective reagents and catalysts are provided to help students appreciate the three-dimensional aspects of the interactions that occur in reactions. [Pg.1329]

Figure 24. Schematic representation of transitions between granulation regimes. Figure 24. Schematic representation of transitions between granulation regimes.
Thermodynamic representation of transitions often represents a challenge. First-order phase transitions are more easily handled numerically than second-order transitions. The enthalpy and entropy of first-order phase transitions can be calculated at any temperature using the heat capacity of the two phases and the enthalpy and entropy of transition at the equilibrium transition temperature. Small pre-tran-sitional contributions to the heat capacity, often observed experimentally, are most often not included in the polynomial representations since the contribution to the... [Pg.45]

Fig, 7.4 A schematic representation of transition metal sp (dashed curve) and d (solid curve) densities of states when sp-d hybridization is neglected. [Pg.178]

Figure 3.9 Schematic representation of transition moment integral in. pyridine and formaldehyde. (Ref. 3.4). Figure 3.9 Schematic representation of transition moment integral in. pyridine and formaldehyde. (Ref. 3.4).
Figure 3.18 Schematic representation of transition moment integral for monophotonic and biphotonic transitions in naphthalene. (A) Transition forbidden by one photon process (B) Allowed by two photon process. Figure 3.18 Schematic representation of transition moment integral for monophotonic and biphotonic transitions in naphthalene. (A) Transition forbidden by one photon process (B) Allowed by two photon process.
Over the years various approximate formulas for interactions between large molecules have been derived from perturbation theory (91) The better of such perturbation theory expansions customarily include a short-range first order "exchange" term and long range terms (electrostatic, polarization and dispersion). Various approximations (such as the multi-centered multipole expansion, representation of transition densities by bond dipole and the decomposition of molecular polarizability into bond polarizabilities, the use of atomic polarizabilities, bond-bond interaction terms, etc.) have been introduced for the calculation of certain of the terms. [Pg.418]

The standard approach to nonlinear spectroscopy is to write the polarization generating the signal field in terms of a sum of response functions. In a third-order nonlinear response a molecule interacts with three fields, each of which drives the system into a coherence or population state that depends on what was created by the previous interaction. The sequence of three molecular coherences or populations is usually called a pathway. The diagrams of Fig. 2 help in counting of the number of possible pathways and in deducing their formulas. Other diagrammatic methods based on conventional representations of transitions between states can also be useful [79]. [Pg.23]

Representation of transition state in thermal decarboxylation of malonic acid... [Pg.761]

Hydroxide ion Ester Representation of transition state for concerted displacement Carboxylic acid Alkoxide ion... [Pg.797]

Schematic representation of transition from W/0 to 0/Why way of continuous structure for ternary system based on non-ionic surfactant. Influence of temperature adapted from reference 11... Schematic representation of transition from W/0 to 0/Why way of continuous structure for ternary system based on non-ionic surfactant. Influence of temperature adapted from reference 11...
Schematic Representation of Transitions of the poly(GVGVP)-water system... Schematic Representation of Transitions of the poly(GVGVP)-water system...
Representation of transition states for the first stage of acetal hydrolysis... [Pg.817]

Fig. 3.23 Schematic representation of transitions and phase equilibria involving polymer chains in ordered configurations. (From Flory (105))... Fig. 3.23 Schematic representation of transitions and phase equilibria involving polymer chains in ordered configurations. (From Flory (105))...
The representation of transition dipole moment element is given by the direct product of the representations of the respective vibrational wave functions and dipole moment component... [Pg.15]


See other pages where Representation of transitions is mentioned: [Pg.253]    [Pg.253]    [Pg.45]    [Pg.260]    [Pg.262]    [Pg.542]    [Pg.16]    [Pg.231]    [Pg.231]    [Pg.111]   


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