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Symmetric relation

FIGURE 15.9 Monod-Wyman-Changeux (MWC) model for allosteric transitions. Consider a dimeric protein that can exist in either of two conformational states, R or T. Each subunit in the dimer has a binding site for substrate S and an allosteric effector site, F. The promoters are symmetrically related to one another in the protein, and symmetry is conserved regardless of the conformational state of the protein. The different states of the protein, with or without bound ligand, are linked to one another through the various equilibria. Thus, the relative population of protein molecules in the R or T state is a function of these equilibria and the concentration of the various ligands, substrate (S), and effectors (which bind at f- or Fj ). As [S] is increased, the T/R equilibrium shifts in favor of an increased proportion of R-conformers in the total population (that is, more protein molecules in the R conformational state). [Pg.470]

Figure 19.2 Metal-binding sites in the channel aligned on the three-fold symmetry axis shows binding to three zinc atoms and their symmetrically related subunits the first is in the entrance of the funnel-shaped channel (in cyan), the second is in an alternative position (in blue) and the third is aligned on the three-fold axis (in grey). The overall stoichiometry is seven zinc cations per channel, i.e. 56 zinc cations per molecule. The two representations are with two different orientations part a is aligned on the three-fold axis and part b is perpendicular to the axis. (From Toussaint et al., 2006. Copyright 2006, with permission from Elsevier.)... Figure 19.2 Metal-binding sites in the channel aligned on the three-fold symmetry axis shows binding to three zinc atoms and their symmetrically related subunits the first is in the entrance of the funnel-shaped channel (in cyan), the second is in an alternative position (in blue) and the third is aligned on the three-fold axis (in grey). The overall stoichiometry is seven zinc cations per channel, i.e. 56 zinc cations per molecule. The two representations are with two different orientations part a is aligned on the three-fold axis and part b is perpendicular to the axis. (From Toussaint et al., 2006. Copyright 2006, with permission from Elsevier.)...
From this general law it is possible to infer probable properties, since according to the principle of Neumann the properties cannot be less symmetrical than the structure. Neumann s principle states that "The symmetry elements of any physical property of a crystal must include the symmetry elements of the point group of the crystal". Thus, a centro-symmetric crystal cannot by pyroelectric, since it would require that the two symmetrically related ends behave differently towards a change of temperature. [Pg.81]

The most probable energy levels Eox and Ered are connected with the standard redox potential or by the standard redox Fermi level by the following symmetrical relation ... [Pg.131]

The trans-platinum complex forms a 2 1 complex with [18]crown-6 and two centro-symmetrically related —NH3 groups bind 3 alternate oxygen atoms on each face, Fig. 23a. The crown adopts the normal D3d conformation, and the three independent N-0 distances range from 3.04 to 3.31 A. [Pg.147]

As well as providing a means of measuring 1 H/2H-exchange in proteins, NMR is a most powerful technique for studying the mobility of individual amino acids. For example, the rotational freedom of the aromatic side chains of tyrosine and phenylalanine about the C 3—Cy bond is readily studied by various NMR methods. ]H NMR can detect whether or not the aromatic ring is constrained in an anisotropic environment. In an isotropic environment or where there is rapid rotation on the NMR time scale, the 3 and 5 protons of phenylalanine and tyrosine are symmetrically related, as are the 2 and 6 (structures 1.12). The resultant spectrum is of the AA BB type, containing two pairs of closely separated doublets. But if there is slow rotation in an anisotropic environment, the symmetry breaks down to give four separate resonances (an ABCD spectrum), since the 5 and 6 protons are in different states from the 2 and 3. At an intermediate time... [Pg.361]

Fig. I. The single-stranded RNA of the bacteriophage Q(3 is reproduced with the assistance of an enzyme, called Q(3 replicase, which consists of four subunits (black dots). The enzyme recognizes the matrix specifically and during synthesis, it moves from the 3 to the 5 end of the template strand. The replica formed (-) is complementary to the template (+). The 3 and 5 ends are symmetrically related in such a way that both plus- and minus-strands have similar 3 ends both are recognized by the replicase, and the minus-strand thus acts as a template for the formation of a plus-strand. Internal folding of the two strands prevents the formation of a plus-minus double helix. Fig. I. The single-stranded RNA of the bacteriophage Q(3 is reproduced with the assistance of an enzyme, called Q(3 replicase, which consists of four subunits (black dots). The enzyme recognizes the matrix specifically and during synthesis, it moves from the 3 to the 5 end of the template strand. The replica formed (-) is complementary to the template (+). The 3 and 5 ends are symmetrically related in such a way that both plus- and minus-strands have similar 3 ends both are recognized by the replicase, and the minus-strand thus acts as a template for the formation of a plus-strand. Internal folding of the two strands prevents the formation of a plus-minus double helix.
These considerations lead inevitably to the crucial question Is there any advantage for the performance of oxidative phosphorylation gained through linear and symmetric relations between flows and forces At present it is impossible to give a final answer to this question. However, the results of a few first steps toward this answer will be briefly outlined. [Pg.159]

Hirasaka, M., Muzychuk, M. Association schemes generated by a non-symmetric relation of valency 2, Discrete Math. 244, 109-135 (2002)... [Pg.278]

The average Al203/Mg0 ratio for 24 illites is 9.6 and for 101 montmorillonites 6.7. Attapulgite values range from 2.5 to 0.48. The ratios of octahedral Al/octahedral Mg are respectively 5.4, 4.3 and 1.8-0.4. Radoslovich (1963b) found that the 2M muscovite structure required a minimum of 1.7 of the three octahedral sites be filled with Al. The Al occurs in the two symmetrically related sites and the larger divalent cation occurs in the distinctive or unoccupied site. The lower limit of 1.7 Al is equivalent to 85% of the two symmetrically related or occupied sites being filled in a stable muscovite structure. A similar restriction is reported for the trioctahedral micas where an upper limit of 1.00 (R3++ R4+)per three sites was found by Foster (1960). [Pg.121]

Obviously, in symmetrical systems, all atoms which are symmetrically related to the atom m should also be excluded from N, if the symmetry is to be preserved in the charge displacement process. [Pg.40]

There are two isomeric forms of [Co(trap)2]3+. Experimental studies and molecular mechanics calculations indicate that they have similar stabilities. The meso isomer has been analyzed by X-ray diffraction, and the computed structure is in good agreement with the experiment[1701. It is of interest that the structure of meso-[Co(trap)2]3+ is similar to that of [Co( ra/i.s-diammac)]3+, and the experimentally determined Co-N distances to the amine substituent in 2-position (shorter arm, two symmetrically related trans bonds) are similar to the corresponding distances in [Co(fraws-diammac)]3+ (1.942 A vs 1.946 A), while the other four bonds are longer (1.961, 1.964 A vs 1.937 A). [Pg.247]

As mentioned above (point 10) MOMEC does not allow you to compute negative torsion angles. Since, in the present case, it is necessary to drive the N-C-C-N torsion to -60° we have to adopt a somewhat clumsy procedure we have to setup the structures for both endpoints (N-C-C-N torsion of +60° and -60°) by reflecting the chelate ring in HyperChem (see e.g., Section 17.3), and then drive the N-C-C-N torsion from each side to 0°, while constraining the Co-N-C-C torsion at the specified value. The results indicate that you get an identical table and plot to that above, i.e., the two traces are, as expected, symmetrically related (note that this is not true for unsymmetrical structures). A combination of the two files leads to the plot shown in Fig. 17.15.7. [Pg.266]


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See also in sourсe #XX -- [ Pg.57 , Pg.142 ]




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