| Literature DB >> 21917850 |
Kathy R Chaurasiya1, Hylkje Geertsema, Gaël Cristofari, Jean-Luc Darlix, Mark C Williams.
Abstract
Reverse transcription in retroviruses and retrotransposons requires nucleic acid chaperones, which drive the rearrangement of nucleic acid conformation. The nucleic acid chaperone properties of the human immunodeficiency virus type-1 (HIV-1) nucleocapsid (NC) protein have been extensively studied, and nucleic acid aggregation, duplex destabilization and rapid binding kinetics have been identified as major components of its activity. However, the properties of other nucleic acid chaperone proteins, such as retrotransposon Ty3 NC, a likely ancestor of HIV-1 NC, are not well understood. In addition, it is unclear whether a single zinc finger is sufficient to optimize the properties characteristic of HIV-1 NC. We used single-molecule DNA stretching as a method for detailed characterization of Ty3 NC chaperone activity. We found that wild type Ty3 NC aggregates single- and double-stranded DNA, weakly stabilizes dsDNA, and exhibits rapid binding kinetics. Single-molecule studies in the presence of Ty3 NC mutants show that the N-terminal basic residues and the unique zinc finger at the C-terminus are required for optimum chaperone activity in this system. While the single zinc finger is capable of optimizing Ty3 NC's DNA interaction kinetics, two zinc fingers may be necessary in order to facilitate the DNA destabilization exhibited by HIV-1 NC.Entities:
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Year: 2011 PMID: 21917850 PMCID: PMC3258130 DOI: 10.1093/nar/gkr726
Source DB: PubMed Journal: Nucleic Acids Res ISSN: 0305-1048 Impact factor: 16.971
Figure 1.(a) Typical force-extension (solid) and release (dashed) curves of λ-DNA (black) obtained with optical tweezers. The WLC model (blue line) describes dsDNA. Near the dsDNA contour length, the molecule undergoes a force-induced melting transition, from dsDNA to ssDNA. The FJC model describes ssDNA (red line). Minimal hysteresis is evident in these solution conditions (50 mM Na+, 10 mM HEPES, pH 7.5). (b) Quantification of the hysteresis area ratio for a typical DNA extension and release curve. Force–extension (solid) and release (dashed) curve of DNA in the presence of Ty3 NC Δ2-NCp9 dd are shown in green. The WLC and FJC models are shown in blue and red, respectively. A linear combination of these two models is shown in black, indicating the fraction of ssDNA exposed to solution upon DNA extension. Relative hysteresis is the ratio of A1, the area between the stretch (solid green) and release (dashed green) curves, and A2, the area between the stretch (solid green) and melted DNA fraction (black) curves. (c) Equilibrium dissociation constant Kd determined from change in average melting force ΔFm as a function of protein concentration c fit to a simple DNA binding isotherm [Equations (3) and (5)]. Data points for mutant Δ2-NCp9 dd are shown with standard error bars, with a fit (blue line) that yields Kd = 20 (± 1) nM and saturated melting force ΔFmsat = 16 (± 0.5) pN. Kd was estimated for mutants Δ1-NCp9 and NCp9 dd with this method, but could not be obtained for mutant Δ2-NCp9, which did not affect DNA melting force.
Figure 2.(a and b) Typical force-extension (solid) and release (dashed) curves of λ-DNA in the presence of wild type Ty3 NC. (a) DNA only (black) and 5 nM wild type Ty3 NC (green). (b) 5 nM (green) and 25 nM (blue) wild type Ty3 NC. (c) Change in the transition width ΔF of DNA force-induced melting as a function of wild type Ty3 NC concentration. ΔF = δF – δF, where δF is the melting transition width in the presence of protein and δF0 = 3.6 (±0.3) pN, the melting transition width of DNA only. Standard error determined from at least three measurements was used to compute error bars for ΔF. A χ2 fit (blue line) to a simple DNA binding isotherm [Equations (3) and (4)] yields K = 3.5 (±0.5) nM and ΔF = 6.2 (±0.4) pN. Protein concentrations significantly above saturation (80–150 nM) were also included in the χ2 fit (data not shown).
Melting force and hysteresis area in the presence of wild type Ty3 NC and its mutants, measured at protein concentrations c (force-extension curves shown in Figures 2, 4–7), near or above Kd. Equilibrium dissociation constants Kd reported for 50 nM Na+
| Ty3 NC protein | c (nM) | Hysteresis (ratio) | ||
|---|---|---|---|---|
| Wild type | 5 | 68.0 (±1.0) | 0.26 (±0.03) | 3.5 (±0.5) |
| Δ1-NCp9 | 20 | 59.4 (±0.7) | 0.68 (±0.1) | 12 (±3) |
| Δ2-NCp9 | 50 | 60.6 (±0.1) | 0.49 (±0.1) | |
| NCp9 dd | 3 | 71.5 (±0.4) | 0.55 (±0.1) | 3 (±2) |
| Δ2-NCp9 dd | 13 | 67.1 (±0.5) | 0.67 (±0.1) | 20 (±1) |
All values were calculated with at least three measurements, reflecting the uncertainty reported (standard error).
aThe melting force is an average along the length of the force-induced melting plateau in the presence of each protein. The melting force of DNA only in 50 mM Na+ is 61.0 (±0.5) pN.
bHysteresis is an area ratio that reflects amount of protein still bound upon DNA release (Figure 1b). The ratio increases with the amount of ssDNA observed upon DNA release, up to a maximum value of 1. The minimal hysteresis in the absence of protein yields an area ratio of 0.1 (±0.03).
Kd was quantified from the change in transition width in the case of wild-type Ty3 NC (Figure 2c). Change in melting force was used to determine Kd for Ty3 NC mutants (Figure 1c), with the exception of Δ2-NCp9, which did not affect melting force upon DNA binding.
dTy3 NC mutant Δ2-NCp9 did not appreciably bind DNA on the first stretch–release cycle (Figure 5a) over two orders of magnitude in protein concentration (1–100 nM). At protein concentrations 50 nM and above, binding that altered hysteresis was achieved only upon the third stretch–release cycle (Figure 2b and c) and this effect did not change significantly at higher concentrations. Therefore data from the third force-extension curve is included in Table 1 to provide a comparison of melting force and hysteresis ratio for this mutant.
Figure 3.Structure of (a) wild-type Ty3 NC, (b) Δ1-NCp9, (c) Δ2-NCp9, (d) NCp9 dd and (e) Δ2-NCp9 dd. Basic residues shown in blue and zinc coordinating residues shown in green.
Figure 5.Typical force-extension (solid) and release (dashed) curves of (a) DNA only (black) and in the presence of (a–c) 50 nM Ty3 NC mutant Δ2-NCp9. First stretch–release curve shown in green (a and b), second stretch–release curve shown in blue (b and c), and third stretch-release curve shown in red (c).
Figure 4.Typical force-extension (solid) and release (dashed) curves of (a) DNA only (black) and in the presence of (a and b) 20 nM Ty3 NC mutant Δ1-NCp9. First stretch–release curve shown in green (a and b), and second stretch–release curve shown in blue (b).
Figure 6.Typical force-extension (solid) and release (dashed) curves of (a) DNA only (black) and in the presence of (a and b) 3 nM Ty3 NC mutant NCp9 dd. First stretch–release curve shown in green (a and b), and second stretch–release curve shown in blue (b).
Figure 7.Typical force-extension (solid) and release (dashed) curves of (a) DNA only (black) and in the presence of (a and b) 13 nM Ty3 NC mutant Δ2-NCp9 dd. First stretch–release curve shown in green (a and b), and second stretch–release curve shown in blue (b).