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Framework and Structure

Similar to the success achieved with TADDOLs (see Chapter 8) [17], many chiral catalysts and chiral ligands were synthesized from tartaric add, which provides a proper C2-symmetric framework and structural diversity. TaDiAS 1 has remarkable structural diversity because a wide variety of catalysts can be easily synthesized by changing the acetal moieties (R1 and R2), aromatic parts (Ar), and counter anions (X ), making it possible to fine-tune, three-dimensionally, the catalyst (vide infra). Other candidates, such as 2, 3, and 4 (Figure 6.3), produced unsatisfactory results (<10% ee) during preliminary catalyst screening of the N-substituents [4a]. Thus,... [Pg.117]

No detailed X-ray crystallography study of either 2/7-1,2-thiazocines or 1,2-oxazocins has been reported. Such a technique was utilized, only in the case, in which the unequivocal molecular framework and structural conformation of the bridged thiazocine 169b were confirmed. [Pg.134]

Ewert, S., Honegger, A., Pluckthun, A., Stability improvement of antibodies for extracellular and intracellular applications, CDR grafting to stable frameworks and structure-based framework engineering. Methods 2004, 34(2), 184— 199. [Pg.1138]

We embedded new and extant edu trainlets and edusnippets in a real world story that offers common engineering problems which can be solved by modelling tasks. As story background the process of Me0H-H20 distillation was chosen. This approach implied the construction of a new framework and structure for the existing multimedia material. In addition to the semantic framework defined by the story, a real world navigation... [Pg.967]

Radiation probes such as neutrons, x-rays and visible light are used to see the structure of physical systems tlirough elastic scattering experunents. Inelastic scattering experiments measure both the structural and dynamical correlations that exist in a physical system. For a system which is in thennodynamic equilibrium, the molecular dynamics create spatio-temporal correlations which are the manifestation of themial fluctuations around the equilibrium state. For a condensed phase system, dynamical correlations are intimately linked to its structure. For systems in equilibrium, linear response tiieory is an appropriate framework to use to inquire on the spatio-temporal correlations resulting from thennodynamic fluctuations. Appropriate response and correlation functions emerge naturally in this framework, and the role of theory is to understand these correlation fiinctions from first principles. This is the subject of section A3.3.2. [Pg.716]

To provide a rational framework in terms of which the student can become familiar with these concepts, we shall organize our discussion of the crystal-liquid transition in terms of thermodynamic, kinetic, and structural perspectives. Likewise, we shall discuss the glass-liquid transition in terms of thermodynamic and mechanistic principles. Every now and then, however, to impart a little flavor of the real world, we shall make reference to such complications as the prior history of the sample, which can also play a role in the solid behavior of a polymer. [Pg.200]

M Levitt, M Gerstein. A unified statistical framework for sequence comparison and structure comparison. Proc Natl Acad Sci USA 95 5913-5920, 1998. [Pg.304]

Crystal chemistry ofTa and Nb fluorides - compounds with framework type structures 101... [Pg.101]

Azinomycins A and B (64 and 65 Scheme 11.5) [115, 116] were isolated in 1986 from Streptomyces griseofuscus at the SS pharmaceutical company in Japan and were found to have potent in vitro cytotoxicities [117] and to display significant in vivo antitumor activity [118]. Since their discovery [117] and structure determination [119], their unusual molecular framework has attracted the attention of many chemists interested in their mode of action and in developing synthetic approaches to them [115,116]. The first total synthesis of azinomycin A was achieved in 2000 by Coleman et al. [120]. [Pg.414]

Thermodynamic, statistical This discipline tries to compute macroscopic properties of materials from more basic structures of matter. These properties are not necessarily static properties as in conventional mechanics. The problems in statistical thermodynamics fall into two categories. First it involves the study of the structure of phenomenological frameworks and the interrelations among observable macroscopic quantities. The secondary category involves the calculations of the actual values of phenomenology parameters such as viscosity or phase transition temperatures from more microscopic parameters. With this technique, understanding general relations requires only a model specified by fairly broad and abstract conditions. Realistically detailed models are not needed to un-... [Pg.644]

Draw the structure of 1,3-pentadiene. Use valence-bond and molecular orbital pictures to describe the bonding for the (T-framework and -n-orhitals, respectively. [Pg.868]


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