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Karplus-type equations

Karplus-type equations have been developed for many other systems of interest, most notably H-C-O-H [242,243], H-C-O-C [387,414,415], H-C-C-C [197,387], and C-O-C-C [416, 417], It should be noted that coupling to hydroxyl protons can be observed in water or water/acetone or water/DMSO mixtures if the NMR tubes are rinsed in phosphate buffers and the carbohydrate derivatives are thoroughly deionized [239,249], If the magnitudes of the coupling constants to carbon are determined on natural abundance material, considerable amounts are required. Alternatively, labeled material can be used [416,417,418,419] and starting materials with varieties of labels are available. [Pg.40]

I. Tvaroska, M. Hricovmi, and E. Petrakova, An attempt to derive a new Karplus-type equation of vicinal proton-carbon coupling constants for C-O-C-H segments of bonded atoms, Carbohydr. Res., 189 (1989) 359-362. [Pg.77]

I. Tvaroska, K. Mazeau, M. Blanc-Muesser, S. Lavaitte, H. Driguez, and F. R. Taravel, Karplus-type equation for vicinal carbon-proton coupling constants for the C-S-C-H pathway in 1-thioglycosides, Carbohydr. Res., 229 (1992) 225-231. [Pg.78]

C. Thibaudeau, J. Plavec, and J. Chattopadhyaya, A new generalized Karplus-type equation relating vicinal proton-fluorine coupling constants to H-C-C-F torsion angles, J. Org. Chem., 63 (1998) 4967 1984. [Pg.80]

Vicinal proton-carbon coupling constants (3.7h65,C4 and J is.v.ci) also provide valuable information about the hydroxymethyl conformation. Theoretical calculations were applied to establish Karplus-type equations that correlate these couplings with lu torsion angle and then these were used to estimate C5—C6 rotamer... [Pg.204]

However, V(N-C) values are observed for 1-propylamine, quinuclidine and their hydrochlorides. (94) In saturated amines it is unlikely that it will be possible to describe calculated 3/(N-C) values in terms of simple Karplus-type equations. Other factors, such as the orientation of the nitrogen lone-pair (important for 3/(N-H)), will undoubtedly be important. (124)... [Pg.279]

Grayson and Sauer computed the coefficients in a Karplus-type equation of the spin-spin coupling constants for a series of rotated ethane geometries. The coupling constants were calculated at the SCF, SOPPA, and SOPPA-CCSD levels and compared with results of previous calculations and experimental data. It was found that the coefficients in the Karplus equation calculated at the SOPPA-CCSD level are in good agreement with coefficients derived from experimental coupling constant data or results of MCSCF calculations. [Pg.137]

Pi, which is related to the main chain conformation, is calculated according to a Karplus-type equation (40-43) from the N<-Cf —Hf ccnipling constant. If... [Pg.10]

To discuss the structure of the DKP rii on an quantitative level, the dihedral angles were calculated from /h c -n-h using two different kinds of Karplus-type equations, which have recently been proposed for cyclic amides. The results of the calculation are shown in Table 4. The experimental data concerning Cyclo-(Gly-His) are in quite good agreement with those reported by Kopple and Ohni i (97). As far as Table 4 is concerned, the main chain structures of the three cyclic dipeptides ate nearly planar in DMSO. The structure in D2O may be planar, although a quantitative consideration cannot be made. [Pg.26]

The methods to determine rotamer populations from NMR homo- and het-eronuclear vicinal couplings have been reviewed by Kraszni et al., who also assessed properties and capacities of the Karplus-type equations. NMR studies of chiral recognition by cyclodextrins which manifests itself in all NMR parameters including couplings have been reviewed by Dodziuk et aV... [Pg.160]

Analysis of the coupling constants according to a Karplus-type equation revealed that the aromatic plane of phenylalanine and tryptophan is parallel to the porphyrin plane, suggesting that the Ti-rc-stacking interactions in water stabilize the complex. ... [Pg.297]

Table 4 shows the results of such an attempt, where the molecular mechanics method was used to estimate the relative population of equilibrating rotamers and to compute population-weighted vicinal H/H coupling constants by means of a Karplus-type equation. The calculated coupling constants are weight-averaged over three C—C rotamers for 4 27 for 5 81 for 6a 27 for 6b and 6c, and 243 for 7. It can be seen that... [Pg.86]

In this work, we critically analyse the use of such Karplus-type equations for the description of the dihedral dependence of d-couplings derived from both experiment and first principles. The use of alternative nonanalytic expressions is also discussed. Finally, we have collected the most accurate d-coupling parameterizations of the recent literature, particularly those that exhibit explicit dependence upon the dihedral angles that govern the backbone and side-chain conformations of polypeptide chains. [Pg.185]

The original Karplus equation has been subjected to continuous modifications and reparameterizations in order to embrace a vast number of different nuclear pairs on diflerent molecular environments [6—23]. The scope of this chapter is to discuss the use of Karplus-type equations for the description of the dihedral dependence of /-couplings and to gather the most relevant data available to date, specifically devoted to the characterization of backbone (secondary structure) and side-chain conformations of proteins, /-couplings over one ( J) and two (/) bond ones are not as highly used as the -couplings for structural determination, but notable exceptions will also be covered. [Pg.187]

Table 5.2 Coefficients of Karplus-type equations for J (l> + S(f>) coupling constants... [Pg.205]


See other pages where Karplus-type equations is mentioned: [Pg.332]    [Pg.170]    [Pg.41]    [Pg.51]    [Pg.47]    [Pg.10]    [Pg.232]    [Pg.412]    [Pg.202]    [Pg.202]    [Pg.341]    [Pg.173]    [Pg.216]    [Pg.26]    [Pg.33]    [Pg.102]    [Pg.103]    [Pg.103]    [Pg.104]    [Pg.57]    [Pg.87]    [Pg.229]    [Pg.190]   
See also in sourсe #XX -- [ Pg.47 ]




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