| Literature DB >> 17958910 |
Alessandro S Nascimento1, Daniela L Catalano-Dupuy, Amanda Bernardes, Mario de Oliveira Neto, Maria Auxiliadora M Santos, Eduardo A Ceccarelli, Igor Polikarpov.
Abstract
BACKGROUND: Ferredoxin-NADP(H) reductases (FNRs) are flavoenzymes that catalyze the electron transfer between NADP(H) and the proteins ferredoxin or flavodoxin. A number of structural features distinguish plant and bacterial FNRs, one of which is the mode of the cofactor FAD binding. Leptospira interrogans is a spirochaete parasitic bacterium capable of infecting humans and mammals in general. Leptospira interrogans FNR (LepFNR) displays low sequence identity with plant (34% with Zea mays) and bacterial (31% with Escherichia coli) FNRs. However, LepFNR contains all consensus sequences that define the plastidic class FNRs.Entities:
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Year: 2007 PMID: 17958910 PMCID: PMC2148051 DOI: 10.1186/1472-6807-7-69
Source DB: PubMed Journal: BMC Struct Biol ISSN: 1472-6807
Figure 1FNRs sequence alignment. Sequence alignment of plant and bacterial FNR. Identity is highlighted by color intensity. Alignment was performed in MUSCLE[36] and figure prepared in ESPript[37]. The arrows in the top denote sheet regions in the structure and the coils represent helices in LepFNR structure.
X-ray diffraction data and refinement statistics
| Space group | P21 | P21 |
| Images collected (Δφ) | 138 (1°) | 196 (1°) |
| Wavelength (X-ray source) | 1.42 Å (MX1-LNLS) | 1.54 Å (Rotating anode) |
| Unit cell parameters | a = 65.11, b = 111.83, c = 89.91 (Å); β = 92.76°. | a = 67.16, b = 112.25, c = 92.39 (Å); β = 93.19°. |
| Resolution | 53.92-2.43 (2.55-2.43) Å | 35.65-2.70 (2.85-2.70) Å |
| Number of reflections | 133681 | 106433 |
| Number of unique reflections | 47770 | 34663 |
| Completeness | 97.5% (97.5%) | 92.2% (92.2%) |
| Redundancy | 2.8 (2.6) | 3.1 (2.5) |
| Rmerge | 0.049 (0.144) | 0.097 (0.434) |
| Rpim | 0.035 (0.110) | 0.063 (0.293) |
| I/σ (I) | 5.9 (2.3) | 11.7 (2.3) |
| Total number of atoms | 10229 | 10051 |
| Rfactor | 0.2113 | 0.261 |
| Rfree | 0.2792 | 0.297 |
| RMS bond lengths | 0.007 Å | 0.015 Å |
| RMS bond angles | 0.869° | 1.829° |
Values in brackets represent the values for each parameter in the highest resolution shell.
Rmerge = Σhkl Σi Ii(hkl) - ⟨I(hkl)⟩/Σhkl Σi Ii(hkl)
Rpim = Σhkl [1/(N-1)]1/2 Σi|Ii(hkl) - ⟨I(hkl)⟩|/Σhkl Σi Ii(hkl), where N is the redundancy measured.
Figure 2FNRs Crystallographic models. (a) Crystal structure of LepFNR colored by crystallographic B-factors indicates the region of flexible loops. 2Fobs-Fcalc electron density map contoured at 1.0 sigma is shown for FAD molecule. In the insert, the plot of average B-factor per residue in LepFNR. (b) Detailed view of the metal binding site between two chains of LepFNR. The metal was modeled as a zinc atom. (c) Crystal structure of Zea mays FNR (PDB entry 1JB9[23]), showing FAD molecule in the extended form. (d) Crystal structure of Azobacter vinelandii (PDB entry 1A8P[7]), showing FAD molecule in bended form. The figures were prepared using PYMOL[38].
Figure 3LepFNR SAXS data. (a) Experimental solution scattering curve of LepFNR and theoretical scattering intensities. Desmeared experimental curve is shown as dots with error bars; theoretical scattering intensity from the DAM is given in continuous line; scattering intensity from the LepFNR monomer is shown as a broken line. An inset displays the correspondent Guinier plot. (b) Comparison of distance distribution functions for LepFNR. The p(r) curves obtained were calculated using the GNOM program, the experimentally derived distribution for LepFNR is shown as dots with error bars. Distributions were calculates for the DAM (continuous line) and a single monomer of LepFNR crystal structure (broken line). (c) Stereoviews showing the superposition of the high-resolution crystallographic monomer of LepFNR with the envelope obtained from the data SAXS (spheres). Middle and bottom images are rotated by 90° around the y and x axes, respectively, compared to the top image.
Structural parameters obtained from SAXS data
| Parameters/Sample | LepFNR | ||
| Exp. * | Mod. † | DAM ‡ | |
| Dmax (nm) | 6.50 ± 0.50 | 6.14 | 6.00 |
| Rg (nm) | 2.13 ± 0.50 | 1.93 | 1.97 |
| Free parameters | 5.00€ | - | 263.00ζ |
| Discrepancy χ | - | 1.18χ | 1.10χ |
| Volume (nm3) | - | 47.30 | 50.70 |
| Resolution (nm) | 2.11¶ | - | 2.11¶ |
| MW (kDa) | 34.24η | - | - |
* Exp., calculated from the experimental data at 10 mg/ml.
† Mod, parameters obtained from the LepFNR monomer crystallographic structure
‡ DAM, parameters of the averaged dummy atom model over 10 models.
€ Shannon channels number Ns = [Dmax(qmax-qmin)]/π
π Model residues number
χ Parameter of comparison with experimental data
¶Resolution = 2*π/qmáx
η MW obtained by comparison with standard protein BSA
Figure 4FAD binding to FNR. (a) Schematic representation of FAD binding to FNR, prepared using LIGPLOT[39]. (b) Stereo view of FAD binding site. Key residues in FAD binding are shown with sticks.
Figure 5Comparison of LepFNR crystallographic models bound to FAD and NADP. (a) Superposition of LepFNR (green) and LepFNR·NADP+ (blue) crystal structures. Electronic densities are contoured at 1.0 sigma for FAD andNADP+. (b) Schematic representation of NADP+ binding to LepFNR.
Kinetic and binding parameters for LepFNR NADPH-ferricyanide diaphorase activity
| FNR | ||||
| 43 ± 3 | 19.5 ± 1.7 | 258 ± 13 | 13.2 | |
| 32 ± 2 | 19.0 ± 1.6 | 324 ± 16 | 17.1 |
The different parameters were obtained as described in Experimental Procedures. Each parameter value represents the average of 3 independent experiments.
31]. The distance distribution function p(r) was also computed by this program. The molecular mass of the LepFNR in solution was estimated by comparison of the extrapolated forward scattering I(0) with that of a reference solution of bovine serum albumin with a known molecular mass of 66 kDa. Dummy Atom Models (DAMs) were generated ab initio using the program GASBOR [32]. The LepFNR crystallographic structure was superimposed onto the DAMs using SUPCOMB [33]. CRYSOL [34] was used for comparison of high-resolution models and the data derived from experiment.