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Interaction with Protein Factor eIF4E


* Department of Biophysics, Institute of Experimental Physics, Warsaw University, Warsaw, Poland;
Institute of Organic Chemistry, Polish Academy of Sciences, Warsaw, Poland; and
Institute of Biochemistry and Biophysics, Polish Academy of Sciences, Warsaw, Poland
Correspondence: Address reprint requests to Ryszard Stolarski, Dept. of Biophysics, Institute of Experimental Physics, Warsaw University, 93 Zwirki & Wigury St. 02-089 Warszawa, Poland. Tel.: 48-22-554-0772; Fax: 48-22-554-0771; E-mail: stolarsk@biogeo.uw.edu.pl.
| ABSTRACT |
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stacking, is thought to be prerequisite for the specific recognition of the cap by eukaryotic initiation factor eIF4E; i.e., discrimination between the cap and nucleotides without the methyl group at N(7). Nuclear magnetic resonance spectroscopy of 15N/13C-double-labeled 7-methylguanosine 5'-triphosphate and 7-methylguanosine, as well as their unsubstituted counterparts, GTP and guanosine, yielded characteristic changes of the electron-mediated spin-spin couplings and chemical shifts due to the methylation at N(7). The experimentally measured changes of the nuclear magnetic resonance parameters have been analyzed in respect to the electric charge distribution calculated by means of quantum chemical methods, and interpreted in terms of new proposed positive charge localization in the 7-methylguanine five-member ring. | INTRODUCTION |
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Three-dimensional structures of murine eIF4E and its yeast homolog, both complexed with 7-methyl-guanosinediphosphate (m7GDP), have been solved by x-ray crystallography (Marcotrigiano et al., 1997
) and by solution nuclear magnetic resonance (NMR) spectroscopy (Matsuo et al., 1997
), respectively. The crystal structures of m7GTP- and m7GpppA-bound human eIF4E (Tomoo et al., 2002
) and m7GpppG-bound murine eIF4E (Niedzwiecka et al., 2002
) have also been determined recently. The eIF4E protein is shaped like a cupped hand, with the cap analog located in a narrow slot on the concave surface. The 7-methylguanine moiety is stabilized by base sandwich stacking between Trp56 and Trp102, and formation of three Watson-Crick-like hydrogen bonds with a side-chain carboxylate of Glu103, a backbone NH of Trp102, and a van der Waals contact of the N(7)-methyl group with Trp166. The phosphate chain forms salt bridges and direct or water-mediated hydrogen bonds with the NH of tryptophan 166 indole rings as well as positively charged lysines and arginines. Similarly, in the VP39 complex (Hu et al., 1999
; Mazza et al., 2002
) the most striking interaction is the intimate cation-
stacking between the sandwiched 7-methylguanine and two side chains of Tyr22 and Phe180. In the crystal structure of CBC with m7GpppG (Mazza et al., 2002
), a similar type of binding of 7-methylguanine has been foundi.e., the stacking in between the Tyr20 and Tyr43 aromatic rings.
Whereas the structure determinations provided detailed information on the mode of cap binding, the consistent physical description of the cap-protein interactions has not been proposed yet. The molecular charge distribution is necessary to address electrostatic forces in cation-
interactions (Dougherty, 1996
), which are widespread in proteins (for review see, e.g., Gallivan and Dougherty, 1999
). They are also of primary importance for the formation (Blachut-Okrasinska et al., 2000
) and stability (Niedzwiecka et al., 2002
) of the eIF4E-cap complexes; hence the mechanistic basis of the molecular recognition in translation initiation in eukaryotes. This prompted us to perform systematic NMR measurements and theoretical calculations of the electron-mediated spin-spin couplings and chemical shifts in 15N/13C-double labeled 7-methyl-GTP, 7-methylguanosine, and their nonmethylated counterparts (Fig. 1). The NMR parameters are sensitive markers of the molecular charge density changes upon chemical substitution in organic molecules (Harris, 1983
). In this article we focus our attention on variation of the electric charge distribution due to introduction of a methyl group at N(7) of guanine with the aim to elucidate the role of electrostatics in interactions between eIF4E and mRNA 5' cap. Although no simple correlation occurs between the experimentally determined NMR parameters and the theoretically calculated atomic charges, the proposed approach allows a verification of the theoretically calculated charge distributions and a deeper insight into the effects of the guanine methylation on the interactions in the eIF4E cap-binding center. Moreover, a large set of experimentally measured and theoretically verified couplings for the guanine and 7-methylguanine moieties is very valuable for NMR analyses, considering the scarcity of such a data set (Hilbers and Wijmenga, 1996
).
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| MATERIALS AND METHODS |
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15N/13C-double-labeled guanosine and 7-methylguanosine were obtained from the corresponding triphosphates by enzymatic dephosphorylation as follows: 1 ml 0.5 M Tris-HCl pH 9 and 1 µl of E. coli alkaline phosphatase (47 units/mg, Sigma, St. Louis, MO) were added to 0.7 ml solution of GTP and incubated at 37°C for 12 h. The mixture was analyzed on TLC (silica gel 60 F254, Merck, Darmstadt, Germany) and by HPLC (Nova-Pack C18 4 µm, 4.6 x 250 mm column, Waters, Vienna, Austria). The product was separated on 20 x 20 cm silica gel PF254 plates (Merck) using a mixture of 2-propanol and water (7:3), and eluted with a mixture of methanol and water (2:1). 7-methylguanosine was obtained similarly using 2 µl of the alkaline phosphatase, and without the addition of Tris-HCl.
1H-, 13C-, and 15N-NMR spectra were run on Varian UNITYplus 500 MHz (Palo Alto, CA) and Bruker AM 500 MHz (Karlsruhe, Germany) spectrometers at 25°C and 15 mM concentration in water at pH 6.2 (10% D2O for locking) or in DMSO-d6, for the nucleotides, m7GTP and GTP, or the nucleosides, m7G and G, respectively. The low pH ensures >90% preference of the cationic form of the 7-methylguanine base, pK
7.27.5 (Wieczorek et al., 1995
), which is required by eIF4E (Marcotrigiano et al., 1997
; Niedzwiecka et al., 2002
). The 13C chemical shifts were assigned on the basis of the assignments previously made for guanosine measured in DMSO (Kalinowski et al., 1994
). Similarly, the 15N chemical shifts were assigned by analogy to those reported for guanosine measured in DMSO (Buchanan and Stothers, 1982
) and 3'-GMP measured in H2O (Kyogoku et al., 1982
).
The electron-mediated spin-spin couplings were determined from the NMR resonances by means of the STSIT simulation program (S. Szymanski, unpublished program). The STSIT program involves a nonlinear, least-squares fit of the relevant spectral parameters to the experimental line shape, under assumption that all of the spectral lines are Lorentzians and of the same width. It is equivalent to the program DAVINS by D. Stephenson and G. Binsch (distributed once by the Quantum Chemistry Programs Exchange). Its unique feature is that, in the realization of the Newton-Rawson minimization scheme, the derivatives of the line-shape function versus the optimized parameters are calculated analytically from the corresponding matrix expressions. The fitting was based on mutual accordance of a maximal number of the common couplings extracted from different resonance signals, and referring to the theoretically calculated values (see below) in ambiguous cases.
Theoretical calculations of the electric charges and bond orders for Gua and m7Gua (crystallographic and minimized structures) were performed by the Gaussian94 program (Gaussian Inc., Pittsburgh, PA, 1995) using the DFT method at the RB3LYP/6-31G(d,p) level. The AIM(BO) module of Gaussian94 was applied to calculate the bond orders n, according to Bader et al. (1983)
: n = exp[A(
- B)], where
is the charge density in critical points on the attractor interaction lines, and the parameters A and B were obtained by fitting the Bader's equation to the simple model molecules of the known bond orders.
The program deMon developed by Malkin et al. (1994)
, based on the DFT method, was used to calculate the couplings across n bonds, nJ, and shielding constants,
, for Gua and m7Gua. The calculations were performed using the correlation functional of Perdew (1986)![]()
and the semilocal exchange of Perdew and Wang (1986)
. The IGLO-III basis set of Kutzelnigg et al. (1991)
and a fine grid with 64 radial points were employed. The value of 0.001 was used as the perturbation parameter. In the methodology applied, three contributions to the coupling mechanism are taken into account: the Fermi contact, the paramagnetic spin-orbit, and the diamagnetic spin-orbit terms, whereas the spin-dipolar contribution was neglected. The Fermi contact and the paramagnetic spin-orbit contributions were calculated with the finite perturbation theory and the sum-over-states density functional perturbation theory, respectively, and the diamagnetic spin-orbit term was obtained by numerical integration. The molecular geometry optimization was carried out by the program DMOL (Accelrys, San Diego, CA) before the couplings calculations.
The stacking energies between 7-methylguanosine or guanosine and indole rings of two tryptophans were estimated using a simple Coulombic interaction model,
where rjk is the separation of the partial atomic charges qj, qk in the interacting molecules, according to the geometry known from crystallography (Marcotrigiano et al., 1997
), and k is a scaling factor to get the energy in kJ/mol.
| RESULTS AND DISCUSSION |
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The assignment of the values extracted by a fitting procedure from the NMR multiplets to the suitable couplings has been done on the basis of the expected ranges of their values and the mutual accordance of the same couplings derived from the NMR signals of different nuclei. An example of fitting the GTP C(6) signal using trial values of the couplings is shown in Fig. 2. Satisfactory agreement between unambiguously assigned experimental couplings and the theoretically calculated ones (Table 1) supports the use of the theoretical values in those cases in which the assignment from the experiment alone was not feasible. Moreover, the quantum calculations provided the signs of the couplings which are difficult to measure experimentally. It is crucial for comparison (subtraction) of the two values, one of the parent and the other of the methylated guanine, if the coupling value changes its sign after the methylation. The couplings have been calculated for the guanine bases substituted at N(9) with the methyl group, because the deMon program allows calculations of the molecules of a limited size only. However, according to the experimental data (see Table 1), dephosphorylation of GTP does not have significant influence on the coupling values.
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65 Hz across the double C(4)=C(5) bond, and
90 Hz across the formally single bond, C(5)-C(6). For a comparison, the 1JCC couplings for enaminoester, (C2H5)2NCH=CHC(O)OCH3, are 72.8 Hz for the C=C double bond and 82.5 Hz for the C-C(O) single bond (Krivdin et al., 1989
The effect of methylation on the chemical shifts and couplings
The reduced couplings
(Table 1) represent the electronic contribution irrespective of the nuclear magnetogyric ratios
A,
B, and are thus isotope-independent. The values of chemical shifts reflect shielding of the nuclei by the electrons and, like those of the reduced couplings, they depend on electric charge distribution in the investigated molecule. For completion of the experimentally-based insight into changes of the electric charge due to the guanine methylation, we have analyzed the 13C- and 15N-chemical shifts and the reduced couplings across one bond.
Methylation at N(7) of the guanine ring introduces additional +1 charge, which was commonly thought to be delocalized through N(7), C(8), and N(9). This view was intuitively supported by well-known phenomena: H(8) exchange in aqueous solution of guanine nucleosides and nucleotides bearing a substituent at N(7), and a reduced stability of the cap analogs in alkali. The alkaline decomposition proceeds by opening of the imidazole ring followed by cleavage of the glycosidic bond (Darzynkiewicz et al., 1990
). An analysis of the changes of the chemical shifts (Fig. 3 A) and couplings (Fig. 3 B) of the base nuclei resulting from the methylation provides evidence that the positive charge is concentrated almost entirely at N(7).
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exp) and calculated (
calc) increase of the shielding is the most pronounced for N(7), 63 ppm, and 97 ppm, respectively (see Fig. 3 A). It is worth noting that the typical
-effect of the methyl group on the N-shielding is of a few ppm only (Witanowski et al., 1986
, both experimental and calculated, found for C(8) is nonsignificant.
Among the 1J (1K) couplings the 1JC5N7 and 1JC8N7 (1KC5N7 and 1KC8N7) couplings are the most significantly affected by the methylation. Their absolute values increase roughly 2x and the signs change. A similar increase is observed for 1KC8N9 and 1KC6N1 but their signs do not change. The other couplings are substantially less influenced; in particular, the coupling across C(8)-H(8) exhibits only small,
4%, increase upon introduction of the methyl group at the neighboring nitrogen atom. This indicates that the acidity of H(8) is similar in m7G and G, and the mechanism of the proton exchange in the aqueous solvent is therefore not straightforward. The exchange probably occurs via hydration of the N(7)=C(8) bound after a nucleophilic attack at N(7) and temporal opening of the imidazole ring. However, the opening does not lead to decomposition of the base, and only at pH > 7.5 does it become permanent and further lead to disruption of the N(9)-C(1') bond (Darzynkiewicz et al., 1990
).
Thus, we would like to emphasize once again that the above observations strongly indicate that the charge is concentrated mainly on the N(7) atom, which is at variance with the generally accepted structure where the positive charge was strongly delocalized among N(7), C(8), and N(9).
NMR parameters versus atomic charges
There are several ways to define partial atomic charges in the molecule. The most commonly used are the Mulliken (1955)
, ESP (Chirlian and Francl, 1987
), and Hirshfeld (1977)
charges. Charged molecules like m7GTP and GTP are "inconvenient" for quantum calculations of the molecular charge distribution due to convergence problems. Therefore we restricted our calculations to the 9-methyl derivatives of guanine and 7-methylguanine, seeing that the negative charge in the triphosphate chain does not exert an influence on the charge distribution in the base (see above). A juxtaposition of the ESP, Mulliken, and Hirshfeld charges in 7-methylated guanine and its nonmethylated counterpart is shown in Fig. 4. The striking difference is observed between distributions of the Mulliken and ESP additional positive charge due to the methyl substitution. The former is uniformly spread throughout the whole base whereas the latter is concentrated at N(7), with a concomitant increase of the negative charge at the neighboring C(5) and C(8). The distribution of the Hirshfeld charge has a uniform character like Mulliken's but with some enhancement of the positive charge at N(7). Summing up, the changes of the NMR parameters due to the methylation of the guanine ring are reflected rather by the changes of the molecular charge distribution as described in the ESP approximation.
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0.25. The bond order of C(5)-N(7) also decreases by
0.15, whereas that of C(8)-N(9) increases by
0.2. The changes of the other bond orders, positive and negative, are <0.1. No correlation is observed between the bond orders and the 1J coupling changes.
The influence of guanine methylation on the stacking in eIF4E binding center
A large positive charge localized at the N(7) of 7-methylguanine is prerequisite for the binding of the cap to eIF4E (Marcotrigiano et al., 1997
; Niedzwiecka et al., 2002
) due to increase of its stacking strength with two tryptophan aromatic rings. Cation-
stacking possesses substantial electrostatic contributions (Mecozzi et al., 1996
), so we applied a simple Coulombic model of intermolecular interaction to assess the influence of the guanine methylation on the energy of the eIF4E-cap association. The energies of the two complexes have been calculated (see Materials and Methods), one with 7-methylguanine between two indole rings and the other with guanine between two indole rings. In both cases, the same molecular geometry, taken from the eIF4E-m7GDP crystal structure (Marcotrigiano et al., 1997
), has been applied. The calculated energy difference of the two complexes,
E
25 kJ/mol, using ESP and Mulliken partial atomic charges, is of the order of the free energy difference
G derived from the fluorescence titration experiments (Niedzwiecka et al., 2002
). A larger discrepancy between the calculated
E and the experimental
G values was found for the Hirshfeld atomic charges. Thus, the discrimination between 7-methylguanine cap analogs and their nonmethylated counterparts (Niedzwiecka et al., 2002
) seems to arise mainly from the differences in the stacking, bearing in mind that the interaction pattern in the real cap-eIF4E complex is much more complicated than in the model. However, the Watson-Crick-type hydrogen bonds between the guanine base of the cap and Glu102/Trp102 as well as the salt bridges and hydrogen bonds between the cap phosphate chain and the protein arginines and lysines can be formed irrespective of the presence of the methyl substituent at N(7). Specific discrimination between 7-methylguanine and guanine nucleotides by the cap binding proteins is due almost entirely to a positive charge located at N(7).
| CONCLUSION |
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stacking and hydrogen bonding. The enhanced stacking between the cationic m7G and the aromatic Trp side chains is necessary to stabilize effectively the base moiety, and this in turn is a precondition for the formation of three hydrogen bonds inside the cap-binding slot (Niedzwiecka et al., 2002
Our proposition of the positive charge localization in the 7-methylguanine ring leads to a closer analogy between the cation-
stacking of two aromatic rings and the interaction, common in protein structures, between an aromatic ring of one amino acid and a positively charged (lysine, arginine) side chain of the other (Gallivan and Dougherty, 1999
), also sometimes termed cation-
stacking. However, a complete, quantitative description of the intermolecular cation-
interactions requires a quantum analysis of the highest occupied molecular orbital of the donor and the lowest unoccupied molecular orbital of the acceptor, as well as contribution of hydrophobic and van der Waals forces (Dougherty, 1996
; Gallivan and Dougherty, 1999
; Mecozzi et al., 1996
). The electrostatic interactions are thought to be dominated by the attraction between the positive charge and the quadruple moment of the aromatic ring as well as induction and dispersion forces. We are fully aware that interpretation of the physically complex interaction in terms of the Coulombic forces is a far-reaching simplification, which must be complemented by rigorous quantum analysis. Nevertheless, such an approach can give rise to valuable biophysical description of large eIF4E-cap complexes as a necessary counterpart to high-resolution structural (Marcotrigiano et al., 1997
; Matsuo et al., 1997
; Tomoo et al., 2002
; Niedzwiecka et al., 2002
) and dynamic (Blachut-Okrasinska et al., 2000
) studies. This in turn can lead to a rational design of inhibitory cap analogs, bearing in mind the evidence implicating the role of eIF4E in malignancy and apoptosis (Gingras et al., 1999
).
| ACKNOWLEDGEMENTS |
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This work was supported by the State Committee for Scientific Research grants KBN 3 T09A 007 19, PBZ-KBN 059/T09/10, KBN 6 P04A 055 17, KBN 3 P04A 021 25, and BW-1565/BF.
| FOOTNOTES |
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Submitted on March 25, 2003; accepted for publication May 19, 2003.
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