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2
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0000393143
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S. Bonazzi M. Capobianco M. M. De Morais A. Garbesi G. Gottarelli P. Mariani M. G. Ponzi Bossi G. P. Spada L. Tondelli J. Am. Chem. Soc. 1991 113 5809
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(1991)
J. Am. Chem. Soc.
, vol.113
, pp. 5809
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Bonazzi, S.1
Capobianco, M.2
De Morais, M.M.3
Garbesi, A.4
Gottarelli, G.5
Mariani, P.6
Ponzi Bossi, M.G.7
Spada, G.P.8
Tondelli, L.9
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5
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33749678590
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A tetramer stacking distance of 3.4 Å seems to be common to all, as does there being 12 stacked tetramers per twist. To the second decimal place there are minute variations between varieties. Slight variation of the stacking distance does occur on dilution and temperature change but the range of variation is <0.05 Å
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A tetramer stacking distance of 3.4 Å seems to be common to all, as does there being 12 stacked tetramers per twist. To the second decimal place there are minute variations between varieties. Slight variation of the stacking distance does occur on dilution and temperature change but the range of variation is <0.05 Å
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19
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33749680738
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note
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Note that the assumption of torsional rigidity is important writing down eqn (1), if the molecules are allowed to twist, the helical symmetry will be broken. These deviations from an ideal helix are quite small over short lengths. If such distortions are, indeed, slowly varying along the length of the stack we may write an integral over the axial coordinate z where now Δφ depends on z; the interaction energy will be a functional of Δφ (z) [A. Kornyshev and A. Wynveen,. Phys. Rev. E, 2004, 69, 041905]. The effects of torsional elasticity on the pair interaction and the properties of columnar assemblies of helical blocks have been extensively studies for DNA duplexes [D. J. Lee, A. Wynveen and A. A. Kornyshev, Phys. Rev. E, 2004, 70, 051913; A. G. Cherstvy, A. A. Kornyshev and S. Leikin, J. Phys. Chem. B, 2004, 108, 6508; D. J. Lee and A. Wynveen J. Phys: Condens Matter, 2006, 18, 1]. Since this is a first time study of the azimuthal effects of the pair potential and of how that may be used to explain the data on guanosine gels, we will ignore these effects
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20
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33749675637
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note
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In this theory, bulk water and the cores of macroions are modelled as uniform media of dielectric constants 80 and 2, respectively. Monoionised phosphate groups are modelled in simplest approximation as point charges at the core surface (the latter assumption can easily be and was improved by introducing charge form-factors of phosphates). The net surface charge is screened by a region of oppositely-charged counterions, comprising both those released from the surface and those from dissolved salt. These are treated in terms of a two-state Debye-Bjerrum model, in which the ions of the diffuse electrical double layer around the molecule are described via linearized Poisson-Boltzmann theory, while bound ions are treated as belonging to the molecule. In the simplest approximations the latter may be considered evenly-smeared along the macroion surface, although in principle different kind of adsorbed ion pattern could easily be and were considered in applications of this theory. At high assembly density, Donnan equilibrium will require higher concentration of ions in the aggregate to neutalize the charge of macroins, so the that the effective Debye lengths inside the aggregates will be shorter. Quantitatively this will be taken into account in our calculations below
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21
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33749660926
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It has been shown that in columnar phase of guanosine gels [P. Mariani, M. M. De Morais, G. Gottarelli, G. P. Spada, H. Delacroix, L. Tondelli, Liq. Cryst, 1993, 15, 757] there is long range order in the plane perpendicular to director field. This is unlike DNA where, in certain cases a line hexatic phase can exist [H. H. Strey, J. Wang, R. Podgornik, A. Rupprecht, L. Yu, V. A. Parsegain, E. B. Sirota, Phys. Rev. Lett., 2000, 84, 3105]. The latter is characterised by long range bond-orientational order, long range nematic order, no smectic layering and liquid like positional 2-D order perpendicular to the nematic director field. However, there does not also seem to be any smectic ordering in guanosine gels. Even though, our calculations are done on a "2-D lattice", as opposed to a proper 3-D system, we do not think this could qualitatively change the effect of thermal azimuthal fluctuations on the force curves; neither will it dramatically affect the lattice distortion
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It has been shown that in columnar phase of guanosine gels [P. Mariani, M. M. De Morais, G. Gottarelli, G. P. Spada, H. Delacroix, L. Tondelli, Liq. Cryst, 1993, 15, 757] there is long range order in the plane perpendicular to director field. This is unlike DNA where, in certain cases a line hexatic phase can exist [H. H. Strey, J. Wang, R. Podgornik, A. Rupprecht, L. Yu, V. A. Parsegain, E. B. Sirota, Phys. Rev. Lett., 2000, 84, 3105]. The latter is characterised by long range bond-orientational order, long range nematic order, no smectic layering and liquid like positional 2-D order perpendicular to the nematic director field. However, there does not also seem to be any smectic ordering in guanosine gels. Even though, our calculations are done on a "2-D lattice", as opposed to a proper 3-D system, we do not think this could qualitatively change the effect of thermal azimuthal fluctuations on the force curves; neither will it dramatically affect the lattice distortion
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24
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33749673731
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The reduced lattice symmetry means that there is a lower amount of entropy for fluctuations around such a state
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The reduced lattice symmetry means that there is a lower amount of entropy for fluctuations around such a state
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30
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33749683116
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This point was raised in discussions with Sergey Leikin at NIH
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This point was raised in discussions with Sergey Leikin at NIH
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31
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0002952471
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Nonlocal electrostatics of solvation
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R. R. Dogonadze, E. Kalman, A. A. Kornyshev and J. Ulstrup, Elsevier, Amsterdam, pp. 77-118
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A. A. Kornyshev, Nonlocal electrostatics of solvation, in The Chemical Physics of Solvation, ed., R. R. Dogonadze,,, E. Kalman,,, A. A. Kornyshev, and, J. Ulstrup,, Elsevier, Amsterdam, 1985, part A, pp. 77-118
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(1985)
The Chemical Physics of Solvation, Ed.
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Kornyshev, A.A.1
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34
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0007230489
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Semi-macroscopic models of ionic eolvation
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R. R. Dogonadze, E. Kalman, A. A. Kornyshev and J. Ulstrup, Elsevier, Amsterdam, p. 119
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I. Ruff and J. Liszi, Semi-macroscopic models of ionic eolvation, in The Chemical Physics of Solvation, ed., R. R. Dogonadze,,, E. Kalman,,, A. A. Kornyshev, and, J. Ulstrup,, Elsevier, Amsterdam, 1985, part A, p. 119
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(1985)
The Chemical Physics of Solvation, Ed.
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Ruff, I.1
Liszi, J.2
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37
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33749656971
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This is different than in case of DNA. This difference probably arises from the difference that in DNA the phosphates, are phosphester bonded, however in GMP-3 and GMP-5 this not the case. Because of this, that there is a possibility that phospahetes might be further away from the regions of low dielectric constant
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This is different than in case of DNA. This difference probably arises from the difference that in DNA the phosphates, are phosphester bonded, however in GMP-3 and GMP-5 this not the case. Because of this, that there is a possibility that phospahetes might be further away from the regions of low dielectric constant
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44
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33749670136
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However, one should point out that cyclic-dGMP forms liquid crystal phases as easily as dGMP-3 and no large lattice distortions are observed, though the melting point is not known
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However, one should point out that cyclic-dGMP forms liquid crystal phases as easily as dGMP-3 and no large lattice distortions are observed, though the melting point is not known
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47
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33749661344
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Note that in columnar phases for both systems that we studied, this may not be a problem. According to P. Mariani (private communication), in first approximation the length of the columns stays constant more or less with mean separation between the stacks
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Note that in columnar phases for both systems that we studied, this may not be a problem. According to P. Mariani (private communication), in first approximation the length of the columns stays constant more or less with mean separation between the stacks
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