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N6 Molecules

Equations are balanced by adjusting coefficients in front of formulas, never by changing subscripts within formulas. On paper, the equation discussed above could have been balanced by writing N6 on the right, but that would have been absurd. Elemental nitrogen exists as diatomic molecules, N2 there is no such thing as an N6 molecule. [Pg.61]

Fig. 20. Schematic representation of the unrolled major groove of the MPD 7 helix showing the first hydration shell, consisting of all solvent molecules that are directly associated with base edge N and O atoms. Base atoms are labeled N4,04, N6,06 and N7 solvent peaks are numbered. Interatomic distances are given in Aup to 3,5 A represented by unbroken lines, between 3,5-4,1 A by dotted lines. The eight circles connected by double-lines represent the image of a spermine molecule bound to phosphate groups P2 and P22. There are 20 solvent molecules in a first hydration layer associated with N- and O-atoms l58)... Fig. 20. Schematic representation of the unrolled major groove of the MPD 7 helix showing the first hydration shell, consisting of all solvent molecules that are directly associated with base edge N and O atoms. Base atoms are labeled N4,04, N6,06 and N7 solvent peaks are numbered. Interatomic distances are given in Aup to 3,5 A represented by unbroken lines, between 3,5-4,1 A by dotted lines. The eight circles connected by double-lines represent the image of a spermine molecule bound to phosphate groups P2 and P22. There are 20 solvent molecules in a first hydration layer associated with N- and O-atoms l58)...
Draw the Lewis structure for the hypothetical molecule N6, consisting of a six-membered ring of nitrogen atoms. Using bond enthalpies, calculate the enthalpy of reaction for the decomposition of N6 to N2(g). Do you expect N6 to be a stable molecule ... [Pg.385]

Cell molecule synthesis (anabolism), i.e., formally, reduction of the precursor to the level of a hypothetical average cell molecule CaHpOY N6 and assimilation of nitrogen (e.g., NH3), representing synthesis of all cell constituents ... [Pg.139]

Reddy et al29 studied the molecule N6,N6-dimethyl-2,6-diaminobenz[cd]-indole, which is shown in Figure 6. The aim was to assess its suitability as an inhibitor of thymidylate synthase, an enzyme which is important in DNA biosynthesis. Three structures were investigated N1H, which is the amine form depicted, and N2H, the imine form, in anti- and syn-conformations, i.e. with the proton on Ni away from or towards the N2 proton, respectively. In the gas phase it was found that the order of stability is N1H > anti-N2H > syn-N2H, in a ratio of 73.1 20.3 6.6. Solvation then further favours the N1H form, and the ratios in solution are calculated to be 98.5 0.5 1.0. Unfortunately, the syn-N2H form is likely to be the conformation that binds most strongly to the enzyme, and so the calculations indicate that this molecule is unlikely to be a suitable inhibitor. [Pg.130]

The 1,2,4-triazole system has been found to be particularly suited towards generating spin crossover behaviour in Fe(II)N6 derivatives of the simple molecule and in bidentate and tridentate systems containing at least one... [Pg.140]

The adenine radical cation was observed in a single crystal of adenine hydrochloride hemihydrate [43]. In this crystal, the adenine is protonated at Nl. After electron loss, the molecule deprotonates at Nl, giving Ade(Nl -l-H, Nl-H). This produces a radical that is structurally equivalent to the cation of the neutral adenine molecule with spin density on C8 and N6 [p(C8) = 0.17 and p(N6) = 0.25]. The adenine radical cation is strongly acidic (pi a< 1) [22]. This strong driving force makes the reaction independent of environmental conditions. In single crystals of adenosine [42] and anhydrous deoxyadenosine [44], the N6 deprotonated cation [Ade(N6-H) ] is observed which is characterized by p(C8) = 0.16 and p(N6) = 0.42. The experimental isotropic hyperfine couplings are N6-H = 33.9 MHz and C8-H = 12.4 MHz. [Pg.443]

NiL4]d2-2L 1,2-Diaminobenzene n6 Oh two chelate, two monodentate and two uncoordinated ligand molecules 776-778... [Pg.77]

Three types of reaction systems have been designed and applied for the enantioposition-selective asymmetric cross-coupling reactions so far. First example is asymmetric induction of planar chirality on chromium-arene complexes [7,8]. T vo chloro-suhstituents in a tricarhonyl("n6-o-dichlorobenzene)chromium are prochiral with respect to the planar chirality of the 7t-arene-metal moiety, thus an enantioposition-selective substitution at one of the two chloro substituents takes place to give a planar chiral monosubstitution product with a minor amount of the disubstitution product. A similar methodology of monosuhstitution can be applicable to the synthesis of axially chiral biaryl molecules from an achiral ditriflate in which the two tri-fluoromethanesulfonyloxy groups are enantiotopic [9-11]. The last example is intramolecular alkylation of alkenyl triflate with one of the enantiotopic alkylboranes, which leads to a chiral cyclic system [12], The structures of the three representative substrates are illustrated in Figure 8F.1. [Pg.654]

Recently, Friesner et al.124 proposed a method referred to as J2 theory to predict accurate thermochemical data. This approach is based on the generalized valence bond-localized Moller-Plesset method (GVB-LMP2) and includes parameters that depend on the number of electron pairs and whether the pairs are a or 7t types. Thus, the parameterization in the J2 method is molecule dependent. The GVB-LMP2 method scales as n3 as opposed to n6 or n7 for the MP4, QCISD, or CCSD methods, so J2 is much faster than G2. The J2 method... [Pg.179]

Table 6 Anharmonic frequencies (in cm-1) for the target modes of the AT-(H20)2 model calculated using the anharmonic expansion, Eq. (2) and the DFT/B3LYP method with a 6-31++G(d,p) basis set. The 4D model is compared with a 6D model which includes in addition the most strongly coupled water stretching and bending modes at the N6-H site whose anharmonic frequencies are 3752 cm-1 and 1588 cm-1, respectively. Also given are results for a 4D model which does not include water molecules [59]. The experimental assignment is shown as well ( /nh2 from Ref. [59], the other modes from Refe. [7-9,14,34-38]). Table 6 Anharmonic frequencies (in cm-1) for the target modes of the AT-(H20)2 model calculated using the anharmonic expansion, Eq. (2) and the DFT/B3LYP method with a 6-31++G(d,p) basis set. The 4D model is compared with a 6D model which includes in addition the most strongly coupled water stretching and bending modes at the N6-H site whose anharmonic frequencies are 3752 cm-1 and 1588 cm-1, respectively. Also given are results for a 4D model which does not include water molecules [59]. The experimental assignment is shown as well ( /nh2 from Ref. [59], the other modes from Refe. [7-9,14,34-38]).

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