| HOME | HELP | FEEDBACK | SUBSCRIPTIONS | ARCHIVE | SEARCH | TABLE OF CONTENTS |



* Department of Chemistry University "La Sapienza", Rome, and Istituto Nazionale per la Fisica della Materia UdF, Camerino, Italy;
Department of Experimental Medicine, University of L'Aquila, L'Aquila, Italy;
Laboratori Nazionali di Frascati, LFN-INFN, Frascati, Italy;
Laboratoire Crystallographie CNRS, Grenoble, France; ¶ Department of Chemistry, University of Florence, Sesto Fiorentino, Italy; and || Department of Biochemical Sciences and CNR Institute of Molecular Biology and Pathology, University "La Sapienza", Rome, Italy
Correspondence: Address reprint requests to Alberto Boffi, Fax: 39-06-44-40062; E-mail: alberto.boffi{at}uniroma1.it.
| ABSTRACT |
|---|
|
|
|---|
| INTRODUCTION |
|---|
|
|
|---|
The structure of the HMP-lipid complex can be inferred by comparing the three-dimensional structures of the ferrous, lipid-bound, flavohemoglobin from Alcaligenes eutrophus (FHP) (Ermler et al., 1995
; Ollesch et al., 1999
) with the ferric, lipid-free E. coli protein (Ilari et al., 2002
). The x-ray data by Ollesch and co-workers have shown that the electron density across the distal heme pocket corresponds to a phospholipid in which the sn-2 acyl chain is a 9,10 cyclopropane palmitoleic acid. Intriguingly, the cyclopropane ring appears to sit on the top of the iron atom at
3.4 Å from the metal atom whereas the phosphate head of the phospholipid is hosted in a polar interdomain cavity. The x-ray structures of ferric, ligand-free, Vitreoscilla Hb (Tarricone et al., 1997
) and HMP (Ilari et al, 2002
) revealed a high degree of structural similarity with FHB and also pointed out that lipid binding contact regions are conserved in the three proteins thus suggesting that the mode of binding of the lipid is similar. Nevertheless, despite considerable efforts, crystallization of lipid-bound HMP could not be achieved under the experimental conditions in which the lipid-free derivative easily yields a number of small hexagonal crystals (Ilari et al., 2002
).
To gain full understanding of the complex relationship between flavohemoglobins and phospholipids both structural investigations on the nature of protein-lipid interactions and functional studies on gene expression in response to stress stimuli need to be explored. In the present work, the fine structural aspects of HMP-lipid interaction have been investigated by means of extended x-ray absorption fine spectroscopy (EXAFS), x-ray absorption near edge spectroscopy (XANES), resonance Raman, and ultraviolet (UV)-Vis spectroscopy. Moreover, the x-ray structure of ferric unliganded HMP has been obtained up to a resolution of 1.6 Å.
| EXPERIMENTAL PROCEDURES |
|---|
|
|
|---|
40% cyclopropanated fatty acids (C16:1cyc and C18:1cyc).
Cloning of the HMP heme domain
The HMP heme domain was cloned in a pET-11a-(containing the hmp gene) plasmid as a template for PCR amplification. Vent DNA polymerase (Fermentas) was used with the primer pairs Forward (5'-GAAGACCATATGCTTGACGCTC-3') and Reverse (5'-GCGAGTAGGATCCTAACGACGACGACGGCTGGCGTTTTCG-3'). The 470-bp product was isolated from an agarose gel and digested with both Nde I and Bam HI. The product was then purified and ligated into the pET-11a plasmid, cut with the same restriction enzymes. The ligated product was transformed into E. coli BL21 (DE3) strain and the clones containing the plasmid were selected by their ability to grow in the presence of ampicillin. A recombinant plasmid screening was then performed using a control PCR and confirmed by DNA sequencing. The HMP heme domain was purified by using the first two chromatographic steps used in the whole HMP purification.
Absorption spectra were recorded on a Jasco V-570 spectrophotometer (JASCO, Tokyo, Japan). Single crystal spectra were measured with a four-dimensional x-ray system AB microspectrophotometer (Wilmot et al., 2002
).
Resonance Raman measurements
Resonance Raman spectra (RR) were obtained at room temperature with excitation from the 406.7 nm line of a Kr+ laser (Coherent Innova 302, Tampa, FL). The back-scattered light from a slowly rotating NMR tube was collected and focused into a computer-controlled double monochromator (Jobin-Yvon HG2S) equipped with a cooled photomultiplier (RCA C31034A, Lancaster, PA) and photon counting electronics. RR spectra were calibrated to an accuracy of 1 cm1 for intense isolated bands with indene as the standard for the high-frequency region and with indene and CCl4 for the low-frequency region.
EXAFS and XANES measurements and data analysis
Fe K-edge x-ray absorption spectra of lipid-free and lipid-bound HMP were collected in fluorescence mode at the BM30-B (FAME) beamline of the European Synchrotron Radiation Facility. The HMP samples were in 1:3 glycerol-water solutions buffered at pH 7 (50 mM phosphate). The final iron concentration was 4 mM and the spectra were collected at 40 K. The met-myoglobin (aquo-MetMb) solution was 7 mM (heme) in the same buffer. The storage ring was running in the two-thirds filling mode with a typical current of 170 mA. The monochromator was equipped with a Si (111) double crystal, in which the second crystal was elastically bent to a cylindrical cross section. The energy resolution at the Fe-K edge is 0.5 eV. The x-ray photon beam was vertically focused by a Ni-Pt mirror, and dynamically sagittally focused in the horizontal size. An array detector made by 24 Ge elements of very high purity was used. For each sample 10 spectra were recorded with a 7-s/point collection statistic and averaged. The spectra were calibrated by assigning the first inflection point of the Fe foil spectrum to 7111.2 eV.
The EXAFS data analysis has been performed using the GNXAS method, which is based on the theoretical calculation of the x-ray absorption fine structure signal and a subsequent refinement of the structural parameters. (GNXAS is a software package used for the x-ray absorption spectroscopy data analysis (see Filipponi et al., 1995
; Filliponi and Di Cicco, 1995
).)This theory allows the calculation of the interference signal in the cross section by solving the scattering of the photoelectron wave function in an effective muffin tin potential. In the GNXAS approach, the interpretation of the experimental data is based on the decomposition of the
(k) signal into a summation over n-body distribution functions
(n) calculated by means of the multiple-scattering (MS) theory. The theoretical framework of the GNXAS method is described in detail in previous publications (Filipponi et al., 1995
; Filliponi and Di Cicco, 1995
). A model cluster up to a distance cutoff of 5 Å was generated using the crystallographic coordinates of ferric HMP at 1.6 Å (see below) and of aquo-metMb (Yang and Phillips, 1996
). The two-, three-, and four-body configurations in each cluster were grouped with a distance tolerance of 0.05 Å. Phase shifts were calculated using the standard muffin-tin approximation. A model EXAFS spectrum was generated by adding all the relevant single- and multiple-scattering contributions, and it was refined against the experimental data by using a least-square minimization procedure in which structural and nonstructural parameters were allowed to float. The structural parameters were the bond distance (R) and bond variance (
) for a two-body signal, the two shorter bond distances, the intervening angle (
), and the six covariance matrix elements for a three-body signal. The four-body configurations are described by six geometrical parameters, namely the three bond distances, two intervening angles (
and
), and the dihedral angle (
) defining the spatial orientation of the three bonds. Distances and angles were allowed to float within a preset range, typically ±0.05 Å and ±5°, respectively. Two additional nonstructural parameters were minimized, namely E0 (core ionization threshold) and
(many body amplitude reduction factor). The quality of the fits was determined by the goodness-of-the-fit parameter R (Filipponi and Di Cicco, 1995
) and by careful inspection of the EXAFS residuals and their Fourier transforms (FT). Previous investigations on model compounds have shown that a quantitative EXAFS analysis of metallo-porphyrins requires a proper treatment of MS four-body terms (Zhang et al., 1997
). The inclusion of these higher order contributions is essential to obtain a good agreement between theoretical and experimental data. Moreover, the four-body MS treatment allows the extraction of additional structural information which is important in metallo-porphyrin chemistry. In particular, the quantitative determination of the structural parameters associated with the four-body distribution, provides a direct estimation of the Fe displacement from the average porphyrin plane and the distortion of the tetrapyrrole macrocycle.
A quantitative analysis of the XANES region, from 0 to 200 eV (k
7 Å1) has been attempted by using the recently reported MXAN procedure (Della Longa et al., 2003
; Benfatto and Della Longa, 2001
) able to reproduce the experimental features of the XANES spectrum by varying selected structural parameters (MXAN is a software package used for x-ray absorption spectroscopy data analysis (see Filipponi et al., 1995
; Filliponi and Di Cicco, 1995
). The package works in the framework of the multiple-scattering theory (Kutzler et al., 1980
; Natoli et al., 1986
). To include the XANES region in the calculation and fit, the scattering matrix is calculated exactly, without any series expansion (at variance with calculations currently performed in the EXAFS region). Another important difference between the EXAFS analysis and the XANES analysis performed by the MXAN method is that the latter neglects Debye-Waller factors associated with each MS pathway of the photoelectron. In fact, in the low energy limit (small k-values), these terms become almost temperature-independent and are equal to 1.
Inelastic scattering processes of the photoelectron produce an energy dependent damping of the spectrum that is mimicked in the MXAN procedure by a spectral convolution with a phenomenological, broadening Lorentzian function having a width
=
c +
(E). The constant part
c includes the core hole lifetime and the experimental resolution, and the energy-dependent term represents all the inelastic processes. The functional form of
(E) is zero below onset energy Es, and it begins to increase from a full width of As. This method introduces three nonstructural parameters:
c, Es, and As. However, to take into account the strong asymmetry of the Fe-heme site the function
(E) used to fit solution samples has a vectorial form with different values of the Es and As parameters for the Inormal and Iheme components of the solution spectrum. As total, five nonstructural parameters, namely
c = (1.8 ± 0.01) eV,
,
,
,
, are evaluated in the fitting procedure. This procedure is theoretically justified considering that all the physical quantities involved, in particular the dielectric function associated with the calculation of the self-energy of the system, must have the same symmetry of the geometrical cluster. As a consequence the mean free path term is largely anisotropic. We have verified that these nonstructural parameters are weakly correlated to the structural determination, their effect resulting just in an increase of a few percentage points of the error value reported in the tables. A constant experimental error corresponding to a noise/signal ratio of 0.01 was chosen.
Crystallization and data collection
Crystallization experiments were carried out at 25°C using the sitting drop vapor diffusion method. A volume of 2 µl of protein sample (20 mg/ml) in water was mixed with an equal amount of the reservoir solution containing 0.1 M sodium acetate buffer, pH 5.15.3, 2126% polyethylene glycol 3350, and 0.2 M NaCl. Crystals grew in 1 week to
0.1 x 0.1 x 0.1 mm. Data were collected as 0.5 oscillation frames on the DESY BW7B beamline in Hamburg (Germany) at a wavelength of 1.0 Å and at 100 K using 26% polyethylene glycol 200 as cryoprotectant. Data analysis performed with DENZO (Ottwinowski and Minor, 1997
) indicates that the crystals are hexagonal P622 with cell dimensions of a = b = 164.50 Å, c = 53.46 Å,
= B = 90°, and
= 120°. The data scaling performed with SCALEPACK (Ottwinowski and Minor, 1997
) gave an Rmerge of 6.6% for 56478 unique reflections with a completeness of 98% at 1.65 Å resolution.
Structure refinement
The refinement was carried out with the maximum likelihood method incorporated in REFMAC (Murshudov et al., 1999
) to an R-factor of 19.8% and an Rfree of 24.2% at 1.65 Å resolution. The initial model used for refinement has been the low resolution x-ray structure of E. coli flavohemoglobin (Research Collaboratory for Structural Bioinformatics entry code 1gvh).
Water molecules and ions were added manually with the program XTALVIEW (McRee, 1993
). The final model includes all 396 residues and 300 water molecules, a chlorine ion and two sodium ions. The bond lengths root mean-square deviation of 0.015 and bond angles root mean-square deviation of 2.7° have been obtained. The quality of the model was assessed using the program PROCHECK (Laskowski et al., 1993
) The most favored regions of the Ramachandran plot contain 94.7% of nonglycine residues. The structural and refinement statistics are listed in Table 1.
|
| RESULTS |
|---|
|
|
|---|
|
3 band at 1492 cm1, a
2 peak at 1567 cm1, and
10 at
1630 cm1 overlapped with vinyl stretching modes at 16231630 cm1. Upon linoleic acid or TLE binding (spectra b and c, respectively), the core size marker bands shift to 1478 cm1 (
3), 1560 cm1 (
2), and 1606 cm1 (
10). In addition, a band at 1516 cm1 is clearly observed (
37). These frequencies correspond to those observed for six-coordinate, high-spin, heme iron complexes. The low-frequency region (Fig. 2 A) displays intriguing spectral features in that lipid binding is accompanied by a strong enhancement of the 319 cm1 peak with a shoulder at 305 cm1. These bands are observed at the same frequencies both with linoleic acid and with TLE phospholipids (containing mainly cyclopropanated fatty acids) thus indicating that they do not likely originate from an iron ligand stretching mode. Thus, the 319 cm1 and 305 cm1 bands are tentatively assigned to the
6 and
7 out-of-plane modes of the heme skeleton in analogy with myoglobin whose frequencies are observed at 337 and 305 cm1, respectively (Hu et al., 1996
|
1.5 Å are associated with the first coordination shell around the iron atom. In the case of lipid-free HMP it comprises four pyrrolic nitrogen atoms of the porphyrin ring (Np) and one nitrogen atom of the proximal histidine (Nh). An additional oxygen atom contributes to this peak in the case of aquo-MetMb. The second set of peaks, between R-values of 2 and 3.5 Å contain all the single and multiple-scattering contributions associated with the carbon atoms in the second coordination shell of both the porphyrin plane and the proximal histidine. According to the crystallographic structure (see Table 1), the distal site of the heme iron in HMP is occupied by the isopropyl side chain of the LeuE11. Therefore, two additional carbon atoms of this residue contribute to the second peak of the lipid-free HMP FT spectrum at
3.5 Å. The third set of peaks beyond 3.5 Å is mainly due to the single- and multiple-scattering contributions associated with the third shell of the tetrapyrrole macrocycle atoms.
|
A quantitative estimate of the iron coordination geometry parameters can be obtained from the analysis of the EXAFS data by means of the GNAXS program. Previous investigations on porphyrin complexes have shown that the XAS cross section can probe three-body and four-body correlation functions (Zhang et al., 1997
), thus allowing a quantitative estimate of the axial shift of the metal and of the distortion of the porphyrin ring. The results of the fitting procedure applied to the lipid-free HMP EXFAS spectrum are shown in Fig. 4, left. The lipid-free HMP spectrum is dominated by the first-shell two-body signals associated with the four nitrogens from the porphyrin (
) and the axial nitrogen atom from the histidine (
). The latter contribution was treated as a separate single-scattering (SS) signal as the Fe-Nh bond length is 0.1 Å longer than the average Fe-Np bond length, according to the crystallographic values (see Table 1). In addition to the first-shell contributions, the simulation required four carbon atoms at
3.4 Å derived from the connecting methylene groups (
), and two atoms at
3.5 Å associated with the LeuE11 residue (
namely CD1 and CG atom of LeuE11; see also Fig. 6). The analysis of the MS terms of this system, carried out starting from the crystallographic coordinates, brings about a main contribution to the absorption coefficient arising from the MS signals of third and fourth order associated with the Fe-Np-C14-C23 four-body configurations. It should be pointed out that even if this scattering pathway is not linear, the amplitude of the MS signals is strongly enhanced by the porphyrin-induced multiplicity of 8. A good fit of the experimental data required the inclusion of the Fe-Np-C14 three-body (
(3)) and the Fe-Np-C14-C23 four-body (
(4)) total contributions. The former term, comprising both the Fe
C14 SS and the Fe-Np-C14 three-body MS signals, is quite strong and becomes more intense at higher k. The four-body total signal
(4) has four components which are relatively equal in strength, namely the Fe
C23 two-body signal, the Fe-Np
C23 and the Fe
C14-C23 three-body MS signals, and the Fe-Np-C14-C23 four-body MS signal. The dominant MS contribution is the Fe-Np-C14 three-body pathway from the porphyrin, whereas the amplitude of the MS terms associated with the histidine is negligible owing to the low multiplicity.
|
|
|
Ch and RFe
CLeu. However, the other refined parameters were remarkably stable, varying <0.01 Å and <1°, for distances and angles, respectively, and giving excellent agreement with the crystallographic values. It is important to outline that the
-value obtained from the EXAFS analysis corresponds to a Fe displacement from the average porphyrin plane of 0.21 Å in agreement with the crystallographic value of 0.28 Å.
The analysis of the EXAFS spectrum of the lipid (linoleic acid)-bound HMP has been carried out along the line of the prior investigation, starting from the lipid-free HMP crystallographic structure. This approach is justified by the strong similarity between the FTs of the HMP experimental spectra in the absence and in the presence of the lipid, which has been previously discussed. The best-fit analysis of the lipid-bound HMP spectrum is shown in Fig. 4. Also in this case a good fit of the experimental data required the inclusion of all the SS and MS contributions associated with the porphyrin and the histidine ligand formerly described. To verify the existence of a possible interaction between the lipid and the iron atom in the distal site, the Fe
CLip (see Fig. 6) distance was allowed to float during the minimization procedure. The best-fit geometry obtained from the EXAFS analysis foresees the presence of two atoms in the distal site at a distance of
2.7 Å from the iron atom (
). It is important, however, to outline that owing to the similarity of the backscattering amplitudes and phases, it is not possible to distinguish among carbon, nitrogen, and oxygen atoms from the EXAFS data analysis.
Also in this case the agreement between the theoretical and experimental data is very good and the structural parameters obtained from the EXAFS analysis are close to the crystallographic values, within the reported errors (see Table 1). Interestingly, in this case a bigger value of the
angle has been obtained that corresponds to a Fe-porphyrin plane distance of 0.07(8) Å.
XANES spectra
The upper panel of Fig. 3 shows the XANES spectra of HMP in the absence (HMP_LF) and in the presence (HMP_LB) of the linoleic acid. The pronounced pre-edge peak (P) and the relative intensities of the C, D, E, and F features in the XANES spectrum of HMP_LF, are almost superimposable to those of typical high-spin pentacoordinate Fe(III)-heme compounds (Boffi et al., 1999
). The XANES spectrum of the aquo-MetMb, taken as a model for high-spin hexacoordinate Fe(III)-heme compounds, is also reported. The observed differences between lipid-free HMP and aquo-MetMb are mainly focused on a blue-shift of
2.5 eV of the rising absorption edge and have been shown to pertain to small geometrical distortions of the iron coordination sphere induced by the protein stereochemical constraints (Liu et al., 1995
). The blue shift has been interpreted on the basis of different mechanisms: 1), an increase of the iron oxidation number or of its net charge, which in turn enhances the energy necessary to extract an electron from the metal (Labhardt and Yven, 1979
; Sano et al., 1992
; Liu et al., 1995
; Yachandra, 1995
); 2), the binding of a sixth ligand to a five-coordinate Fe-heme (Pin et al., 1994
; Della Longa et al., 1998
, 1999
, 2001
); and 3), a decrease of the first-shell average distance (Pin et al., 1994
), and in particular of the Fe-Np bond length. Both mechanisms 2 and 3 give rise to a blue shift by changing the ligand field acting on the metal and by increasing the energy of the empty electron states with p-symmetry.
The lipid-induced changes of the XANES spectra are a direct proof that a bonding interaction occurs at the Fe site. The 1 eV blue-shift of the absorption rising edge (feature A) and the decrease of the P pre-edge peak are both in agreement with the hypothesis that lipid-bound HMP is a high-spin Fe(III)-heme compound with a weakly interacting axial ligand. In particular, as discussed in a previous work (Boffi et al., 1999
), the decrease of the P peak, is in agreement with the experimentally observed changes from a pentacoordinate to a hexacoordinate Fe-heme system (Oyanagy et al., 1987
; Shiro et al., 1990
; Ikeda-Saito et al., 1992
). This peak probes empty molecular orbitals with d-symmetry and becomes evident when the asymmetry of the metal coordination increases due to p-d mixing. In the present case, heme iron coordination results in a decrease of p-d mixing, and in turn a decrease of the intensity of the P peak.
A quantitative analysis of the XANES spectra has also been carried out as described in Materials and Methods. The same cluster (32 atoms) as in the EXAFS analysis was taken into account, and the least-square minimization was performed in the space of the three iron-ligand distances, namely the Fe-Np distance, the Fe-Nh distance and the distance between the Fe and the sixth axial molecular group, i.e., the LeuE11 residue in lipid-free HMP, and the two putative carbon atoms from the lipid in lipid-bound HMP. In Fig. 5, the best fitting theoretical curves (solid line) in the 0200 eV energy range are shown, superimposed to the experimental data (dashed lines) of lipid-free HMP (HMP_LF, upper curves) and lipid-bound HMP (HMP_LB, center curves). In the lower part of the figure, the two theoretical curves are compared, to show how they reproduce the changes observed experimentally going from lipid-free HMP (solid curve) to lipid-bound HMP (dashed curve; compare with Fig. 3).
|
: Fe-Np = (2.03 ± 0.02) Å, Fe-Nh = (2.20 ± 0.07) Å, and Fe
CLeu = (3.65 ± 0.12) Å. In the case of lipid-bound HMP, the following bond distances were obtained leading to a square residual
: Fe-Np = (2.04 ± 0.02) Å, Fe-Nh = (1.96 ± 0.04) Å, and Fe
Clip = (2.40 ± 0.07) Å. The overall results are in good agreement with the EXAFS results, although there is a discrepancy concerning the numerical values of the axial distances of lipid-bound HMP. In particular, Fe
Clip is shorter (2.4 Å) as compared to that obtained from EXAFS data analysis (2.7 Å). A possible source of systematic errors in this analysis is due to the longer mean free path of the photoelectron in the XANES energy range with respect to the EXAFS approach. Thus, other atoms, not included in the 32-atom cluster of lipid-bound HMP, might contribute to the observed XANES signal, whereas their contribution is negligible within the EXAFS limit. Second, the conformational heterogeneity of the protein lipid complex can be included in the Debye-Waller factors in the EXAFS analysis, but cannot be considered in the MXAN calculation of single cluster configurations as Debye-Waller factors are neglected in the low energy limit. | DISCUSSION |
|---|
|
|
|---|
6 heme out-of-plane mode. The conversion from a pentacoordinate to a hexacoordinate species is consistent with the formation of an axial bonding interaction between the ferric heme iron and the lipid (linoleic acid or TLE) moiety. A previous screening (Bonamore et al., 2003a
CLeu) of 3.4 Å in HMP. It is significant that the EXAFS profile is well accounted for very similar contributions in both aquo-metMb and lipid-free HMP, whereas it differs in the component due to the sixth coordination position (Fe
CLeu and Fe-O, in HMP and aquo-metMb, respectively). The excellent agreement between EXAFS results and crystallographic data for aquo-metMb and lipid-free HMP strengthens the structural determination made for lipid-bound HMP and indicates that a bonding interaction does occur between the ferric heme iron and a couple of atoms located at 2.7 Å from the metal. XANES analysis, carried out on the same 32-atom cluster used in EXAFS calculations, provides a similar picture even though the axial contribution on the distal side of the iron atom appears at a shorter distance, namely 2.4 Å (see Fig. 4 and Results). The origin of the discrepancies between EXAFS and XANES calculations has been discussed in the Results section and has been attributed to the approximation used in the MXAN method. As shown in Fig. 6 and Table 1, the geometry of the atom cluster indicates that the distances obtained either by EXAFS or XANES measurements are fully compatible with the presence of a nonvanishing overlap between the (empty) iron dz2 orbital and a donor orbital of appropriate symmetry. The double-bond
-orbitals of the unsaturated linoleic acid chain are certainly suitable for an electron donation to the ferric iron dz2 orbital. Nevertheless, given the highly similar spectral changes induced by the interaction of the iron atom with physiologically occurring phospholipids, mainly composed by cyclopropanated fatty acids, it should be postulated that the cyclopropane moiety is equally capable of a
-type electron donation effect. Still, the presence of an iron coordinated water molecule at 2.62.7 Å from the metal cannot be ruled out (Smulevich et al., 1999
It is important to note that the lipid-induced spectral changes pertain uniquely to the ferric HMP derivative and the UV-Vis absorption and resonance Raman spectra of the reduced derivatives (unliganded or CO-bound) are not affected by the presence of either UFA or CFA derivatives (Bonamore et al., 2003b
). Thus, the iron-lipid acyl chain interaction is a redox-dependent process in which, upon metal oxidation, a bonding interaction is established that entails a decrease in the distance between the iron and the nearest neighbor carbon atom of the lipid acyl chain from 3.5 to 2.7 Å. Although the functional counterpart of this unusual interaction is as yet unknown, we may envisage that the ferric iron-lipid acyl chain interaction plays a role within the recently identified alkylhydroperoxide reductase activity of HMP (Bonamore et al., 2003a
). In this framework, the hydroperoxide moiety of the phospholipid molecule may not be recognized directly through the formation of an iron-hydroperoxide bond (it should be recalled that ferric iron in HMP is insensitive to added peroxides, including hydrogen peroxide (Ilari et al., 2002
). Most likely, the substrate is first recognized by direct binding of the double bond of the lipid acyl chain to the ferric heme iron accompanied by a redox-dependent structural rearrangement. The lipid-induced structural change may thus represent the first step in the alkylhydroperoxide (in which the hydroperoxide group is located at one carbon atom distance from the double bond) reduction mechanism.
| ACKNOWLEDGEMENTS |
|---|
|
|
|---|
Submitted on October 16, 2003; accepted for publication January 5, 2004.
| REFERENCES |
|---|
|
|
|---|
Boffi, A., T. K. Das, S. Della Longa, C. Spagnuolo, and D. L. Rousseau. 1999. Pentacoordinate hemin derivatives in sodium dodecyl sulfate micelles: model systems for the assignment of the fifth ligand in ferric heme proteins. Biophys. J. 77:11431149.
Bonamore, A., A. Farina, M. Gattoni, M. E. Schininà, A. Bellelli, and A. Boffi. 2003a. Interaction with membrane lipids and heme ligand binding properties of Escherichia coli flavohemoglobin. Biochemistry. 42:57925801.[CrossRef][Medline]
Bonamore, A., P. Gentili, M. E. Schininà, A. Ilari, and A. Boffi. 2003b. The flavohemoglobin from Escherichia coli is an efficient alkylhydroperoxide reductase. J. Biol. Chem. 278:2227222277.
Choi, S., T. G. Spiro, K. C. Langry, K. M. Smith, D. L. Budd, and G. N. La Mar. 1982. Structural correlations and vinyl influences in resonance Raman spectra of protoheme complexes in proteins. J. Am. Chem. Soc. 104:43454351.[CrossRef]
Della Longa, S., A. Arcovito, A. Congiu Castellano, M. Girasole, J. L. Hazemann, and M. Benfatto. 2003. Redox-induced structural dynamics of Fe-heme ligand in myoglobin by x-ray absorption spectroscopy. Biophys. J. 32:329341[CrossRef]
Della Longa, S., A. Arcovito, M. Girasole, J. L. Hazemann, and M. Benfatto. 2001. Quantitative analysis of x-ray absorption near edge structure data by a full multiple scattering procedure: the Fe-CO geometry in photolyzed carbonmonoxy-myoglobin single crystal. Phys. Rev. Lett. 87:155501/14.
Della Longa, S., A. Arcovito, B. Vallone, A. Congiu Castellano, R. Kahn, J. Vicat, Y. Soldo, and J. L. Hazemann. 1999. Polarised x-ray absorption spectroscopy of the low temperature photoproduct of carbonmonoxy-myoglobin. J. Synchr. Rad. 6:11381147.[CrossRef]
Della Longa, S., S. Pin, R. Cortes, A. V. Soldatov, and B. Alpert. 1998. Fe-heme conformations in ferric myoglobin. Biophys. J. 75:31543162.
Ermler, U., R. A. Siddiqui, R. Cramm, and B. Friedrich. 1995. Crystal structure of the flavohemoglobin from Alcaligenes eutrophus at 1.75 Å resolution. EMBO J. 14:60676077.[Medline]
Filipponi, A., and A. Di Cicco. 1995. X-ray-absorption spectroscopy and n-body distribution functions in condensed matter. II. Data and applications. Phys. Rev. B. 52:1513515141.[CrossRef]
Filipponi, A., A. Di Cicco, and C. R. Natoli. 1995. X-ray-absorption spectroscopy and n-body distribution functions in condensed matter. I. Theory. Phys. Rev. B. 52:1512215130.[CrossRef]
Gardner, P. R., A. M. Gardner, L. A. Martin, and A. L. Salzman. 1998. Nitric oxide dioxygenase: an enzymic function for flavohemoglobin. Proc. Natl. Acad. Sci. USA. 95:1037810383.
Hausladen, A., A. J. Gow, and J. S. Stamler. 1998. Nitrosative stress: metabolic pathway involving the flavohemoglobin. Proc. Natl. Acad. Sci. USA. 95:1410014105.
Hausladen, A., A. J. Gow, and J. S. Stamler. 2001. Flavohemoglobin denitrosylase catalyzes the reaction of a nitroxyl equivalent with molecular oxygen. Proc. Natl. Acad. Sci. USA. 98:1010810112.
Hu, S., K. M. Smith, and T. G. Spiro. 1996. Assignment of protoheme resonance Raman spectrum by heme labeling in myoglobin. J. Am. Chem. Soc. 118:1263812646.[CrossRef]
Kutzler, F. W., C. R. Natoli, D. K. Misemer, S. Doniach, and K. O. Hogdson. 1980. Use of one electron theory for the interpretation of near edge structure in K-shell x-ray absorption spectra of transition metal complexes. J. Chem. Phys. 73:32743288.[CrossRef]
Ikeda-Saito, M., H. Hori, L. A. Anderson, R. C. Prince, I. J. Pickering, G. N. George, C. R. Sanders II, R. S. Lutz, E. J. McKelvey, and R. Mattera. 1992. Coordination structure of the ferric heme iron in engineered distal histidine myoglobin mutants. J. Biol. Chem. 267:2284322852.
Ilari, A., A. Bonamore, A. Farina, K. A. Johnson, and A. Boffi. 2002. The x-ray structure of ferric Escherichia coli flavohemoglobin reveals an unexpected geometry of the distal heme pocket. J. Biol. Chem. 277:2372523732.
Labhardt, A., and C. Yven. 1979. X-ray absorption edge fine structure spectroscopy of the active site heme of cytochrome c. Nature. 277:150151.[CrossRef][Medline]
Laskowski, R. A., M. W. McArthur, D. S. Moss, and J. Thornton. 1993. PROCHECK: a program to check the stereochemical quality of protein structures. J. Appl. Crystallogr. 26:283291.[CrossRef]
Lee, D. S., A. Yamada, H. Sugimoto, I. Matsunaga, H. Ogura, K. Ichihara, S. Adachi, S. Y. Park, and Y. Shiro. 2003. Substrate recognition and molecular mechanism of fatty acid hydroxylation by cytochrome P450 from Bacillus subtilis. Crystallographic, spectroscopic, and mutational studies. J. Biol. Chem. 278:97619767.
Liu, H. I., M. Sono, S. Kadkhodayan, L. P. Hager, B. Hedman, K. O. Hodgson, and J. H. Dawson. 1995. X-ray absorption near edge studies of cytochrome P-450-CAM, chloroperoxidase, and myoglobin. J. Biol. Chem. 270:1054410550.
McRee, D. E. 1993. Practical Protein Crystallography. Academic Press, Orlando, FL. 365374.
Mukai, M., C. E. Mills, R. K. Poole, and S. R. Yeh. 2001. Flavohemoglobin, a globin with a peroxidase-like catalytic site. J. Biol. Chem. 276:72727277.
Murshudov, G. N., A. Lebedev, A. Vagin, K. S. Wilson, and E. J. Dodson. 1999. Efficient anisotropic refinement of macromolecular structures using FFT. Acta Crystallogr. D. 55:247255.[CrossRef][Medline]
Natoli, C. R., M. Benfatto, and S. Doniach. 1986. Use of general potentials in multiple scattering theory. Phys. Rev. A. 34:46824694.[CrossRef][Medline]
Ollesch, G., A. Kaunzinger, D. Juchelka, M. Schubert-Zsilavec, and U. Ermler. 1999. Phospholipid bound to the flavohemoglobin from Alcaligenes eutrophus. Eur. J. Biochem. 262:396405.[Medline]
Ottwinowski, Z., and W. Minor. 1997. Processing of x-ray diffraction data collected in oscillation mode. Meth. Enzymol. 276:307326
Oyanagy, H., T. Iizuka, T. Matsushita, S. Saigo, R. Makino, and Y. Ishimura. 1987. In X-ray Absorption Spectroscopy of Heme Iron Derivatives. A. Bianconi and D. Congiu Castellano, editors. Springer Verlag, New York. 99106.
Pin, S., B. Alpert, A. Congiu-Castellano, S. Della Longa, and A. Bianconi. 1994. X-ray absorption spectroscopy of hemoglobin. Methods Enzymol. 232:266292.[Medline]
Poole, R. K., M. F. Anjum, J. Membrillo-Hernandez, S. O. Kim, M. N. Hughes, and V. Stuart. 1996. Nitric oxide, nitrite and FNR regulation of HMP (flavohemoglobin) gene expression in Escherichia coli. J. Bacteriol. 178:54875492.
Sano, M., S. Komorita, and H. Yamatera. 1992. XANES spectra of copper II complexes: correlation of the intensity of the 1s3d transition. Inorg. Chem. 31:459463.[CrossRef]
Shiro, Y., F. Sato, T. Suzuki, T. Izuka, T. Matsushita, and H. Oyanagi. 1990. X-ray absorption spectral study of ferric high spin hemeproteins: XANES evidence for coordination structure of the heme iron. J. Am. Chem. Soc. 112:29212924.[CrossRef]
Smulevich, G., A. Feis, C. Indiani, M. Becucci, and M. P. Marzocchi. 1999. Peroxidase-benzhydroxamic acid complexes: spectroscopic evidence that a Fe-H2O distance of 2.6 Å can correspond to hexa-coordinated high-spin heme. J. Biol. Inorg. Chem. 4:3947.[CrossRef][Medline]
Smulevich, G., S. Hu, K. R. Rodgers, D. B. Goodin, K. M. Smith, and T. G. Spiro. 1996. Heme-protein interactions in cytochrome c peroxidase revealed by site directed mutagenesis and resonance Raman spectra of isotopically labelled hemes. Biospectroscopy. 2:365376.[CrossRef]
Tarricone, C., A. Galizzi, A. Coda, P. Ascenzi, and M. Bolognesi. 1997. Unusual structure of the oxygen-binding site in the dimeric bacterial hemoglobin from Vitreoscilla sp. Structure. 14:497507.
Yachandra, V. K. 1995. X-ray absorption spectroscopy and applications in structural biology. Methods Enzymol. 246:638675.[Medline]
Yang, F., and G. N. Phillips, Jr. 1996. Crystal structure of CO-, deoxy, and met-myoglobin at various H values. J. Mol. Biol. 256:762770.[CrossRef][Medline]
Wilmot, C. M., T. Sjogren, G. H. Carlsson, G. I. Berglund, and J. Hajdu. 2002. Defining redox state of x-ray crystal structures by single-crystal ultraviolet-visible microspectrophotometry. Methods Enzymol. 353:301318.[Medline]
Wittenberg, J. B., M. Bolognesi, B. A. Wittenberg, and M. Guertin. 2002. Truncated hemoglobins: a new family of hemoglobins widely distributed in bacteria, unicellular eukaryotes and plants. J. Biol. Chem. 277:871874.
Zhang, H. H., A. Filipponi, A. Di Cicco, M. J. Scott, R. H. Holm, B. Hedman, and K. O. Hodgson. 1997. Multiple-edge XAS studies of cyanide-bridged iron-copper molecular assemblies relevant to cyanide-inhibited heme-copper oxidases using four-body multiple-scattering analysis. J. Am. Chem. Soc. 119:24702476.[CrossRef]
This article has been cited by other articles:
![]() |
S. N. Vinogradov and L. Moens Diversity of Globin Function: Enzymatic, Transport, Storage, and Sensing J. Biol. Chem., April 4, 2008; 283(14): 8773 - 8777. [Full Text] [PDF] |
||||
| ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| HOME | HELP | FEEDBACK |