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Department of Medical Biochemistry and Genetics, Faculty of Health Sciences, University of Copenhagen, The Panum Institute, Copenhagen, Denmark
Correspondence: Address reprint requests to Peter E. Nielsen, Tel.: 45-3-53-27762; Fax: 45-3-53-96042; E-mail: pen{at}imbg.ku.dk.
| ABSTRACT |
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| INTRODUCTION |
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70°C (14
30°C (15
Analogous observations have previously been described for DNA·RNA duplexes but the effects are of much smaller magnitude (16
,17
). Furthermore, these complexes also differ in nucleobase composition and consequently in stacking interactions, as thymine is substituted for uracil in the RNA strands. Comparison of the thermodynamic stabilities and solution conformations of DNA·RNA hybrids containing purine-rich and pyrimidine-rich strands with DNA and RNA duplexes along with their DNA and RNA homoduplex partners have been elaborately investigated by Brown and co-workers (16
,17
). Based on NMR analysis, these authors ascribed the stability differences predominantly to structural and dynamic differences between the duplexes, though a detailed molecular understanding is not apparent.
To further elucidate and understand the effect of switching the backbone in a nucleic acid duplex, we now report a thermodynamics study along with a solution conformations study of two purine/pyrimidine strand asymmetric duplexes and a strand symmetrical control by comparing the behavior of all four possible PNA/DNA combinations. Thus, in essence we are comparing an identical basepair stack connected by either an aminoethyl glycine PNA or a deoxyribose DNA backbone.
| MATERIALS AND METHODS |
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260 of adenine = 15,400 M1 cm1,
260 of guanine = 11,700 M1 cm1,
260 of thymine = 8800 M1 cm1, and
260 of cytosine = 7400 M1 cm1.
Chemicals and DNAs
All chemical reagents used were of analytical grade except for dimethyl formamide (DMF) and dioxane, which were spectroscopic grade from Sigma-Aldrich (Munich, Germany). The DNAs were purchased from DNA Technology (Aarhus, Denmark) and used without further purification.
Sample preparation
Main stock solutions of PNAs and DNAs were prepared by dissolution in deionized distilled water. Experimental samples were made by diluting from the corresponding main stock solutions in 10 mM phosphate buffer (pH 7.2) containing 100 mM NaCl and 0.1 mM EDTA for all experiments that required aqueous solvent with medium salt.
Equimolar mixtures (1:1 stoichiometry in single strands) of the PNA or DNA and its complementary strand were dissolved in the buffer mentioned above with the desired concentration of NaCl and the duplexes were prepared by heating these samples up to 90°C and then cooling slowly to the room temperature to allow proper annealing.
UV-melting experiments
The thermal melting experiments were performed on a Cary 300 Bio UV-visible spectrophotometer (Varian, Cary, NC) attached to a temperature controller. Thermal melting profiles were obtained using heating-cooling cycles between 0 and 95°C. The melting temperature (Tm) was determined from the peak of the first derivative of the heating curve. Cuvettes of 1.0 cm pathlength and 1.0 ml volume were used for all these experiments.
Thermodynamics
The thermodynamic parameters, namely, enthalpy change (
H0), entropy change (
S0), and Gibbs' free energy change (
G0), were evaluated using either the hyperchromicity method or the concentration method.
The hyperchromicity method
The hyperchromicity method utilizes
-curve and van 't Hoff plots (lnKT versus T1) according to the following definitions (19
): The fraction (
T) of single strands that remained hybridized in the duplex at a particular temperature T in Kelvin is represented as
![]() | (1) |
For non-self-complementary sequences forming n-mer structures, the general equilibrium equation (KT) at a particular temperature T can be expressed as
![]() | (2) |
![]() | (3) |
The van 't Hoff plot lnKT versus T1 is a straight line represented by
![]() | (4) |
H0 can be obtained from the slope and
S0 can be obtained from Y-intercept of the van 't Hoff plot. The value
G0 at a particular temperature T in Kelvin can be calculated from
![]() | (5) |
The concentration method
The concentration method utilizes a plot of
versus lncts, where Tm is the thermal melting temperature of the duplex and cts is the total strand concentration of PNA or DNA.
Since Tm is defined by the temperature where
= 0.5 for a two-state transition, combining Eqs. 3 and 4 yields
![]() | (6) |
Thus, the thermodynamic parameters can be extracted from a linear fit to a plot of
versus lncts according to Eq. 6 (19
). Hence,
H0 is obtained from the slope of the linear fit and
S0 from the Y-intercept.
The values of the thermodynamics parameter calculated by this method are thus independent of strand concentration, which is not the case with the hyperchromicity method described above.
Evaluation of water activity: calculation of
nw
The change in the number of water molecules associated with the thermal melting process of the duplexes,
nw, were calculated from the equation (20
,21
)
![]() | (7) |
H0 is the enthalpy change associated with the thermal melting process in pure buffer (aqueous), and aw is the water activity of the particular solvent. The experimentally determined values of the water activity (lnaw) at given co-solute concentrations were obtained from Rozners and Moulder (21
Circular dichroism (CD) experiments
CD spectra were scanned in the wavelength range of 200325 nm, with a response time of 1.0 s, scan speed 200 nm/min, resolution 1.0 nm, and a bandwidth of 1.0 nm on a Jasco J-710 spectropolarimeter (Tokyo, Japan). Each CD spectrum was averaged from 10 accumulations and was corrected for baseline and noise. Cuvettes of 1.0 cm path-length and 1.0 ml volume were used for all of these experiments.
Each sample for CD scan was investigated and characterized by their UV-visible absorption spectrum beforehand. Concentrations of all these samples were in a range as to give an OD of
1.0 unit at
260 nm.
| RESULTS AND DISCUSSION |
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H0), entropy change (
S0), and free energy change (
G0) values were obtained using the curve fitting, hyperchromicity method (at a duplex concentration of 5.0 µM in strands), and/or the concentration method (
versus lncts plot fitted to Eq. 6; representative plots are shown in Fig. S2 in the Supplementary Material). The two methods showed good agreement. Furthermore, a very good correlation between the relative thermal stability (Tm) and standard free energy change (
G0) as well as to the change in enthalpy (
H0) is observed for the four complexes (Fig. 1). In addition, the system exhibits pronounced enthalpy/entropy compensation behavior. Typically, the PNA·PNA duplex is significantly more stable than the DNA·DNA duplex (
7 kcal/mol), and the PNA·DNA duplexes are both more stable than the DNA·DNA duplex. Most striking, however, is the dramatic difference in stability (
6 kcal/mol) when interchanging the backbones between the two strands in the PNA·DNA duplexes (PNA1·DNA2 versus PNA2·DNA1 duplexes). Clearly, these two duplexes being isosequential have identical basepairing pattern and thus hydrogen-bond contribution to the binding energy. Therefore, the dramatic difference may be sought in differences in counterion binding (and/or release), hydration, and helical structure (resulting in different basepair stacking and backbone conformation) or a combination of these. Additionally, the stabilization could be of kinetic origin if one (or more) of the four oligomers is favorably prestructured in solution before duplex formation. Indeed, it would not be surprising if purines rather than pyrimidines in the PNA strand could favor a helix-poised conformation of the relatively more flexible PNA backbone, and thereby result in faster hybridization kinetics. However, in this case the effect would be expected to be less entropically disfavored, resulting in a relatively higher
H0/
S0 ratio; but this is clearly not the case.
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To address this issue, we studied the effect of organic solvent on duplex stabilities, as this would diminish water activity, and thereby enhance any differential hydration effects. We chose DMF as organic solvent, as this is aprotic but still significantly polar to retain sufficient solubility of the PNA·DNA complexes even at 50% DMF. Interestingly, the results presented in Table 2 show that the presence of DMF has only minor (negative) effect on the PNA·PNA duplex stability (this will be addressed specifically in a subsequent report), whereas the DNA·DNA duplex is significantly destabilized and so are the PNA·DNA duplexes. However, the two PNA·DNA duplexes behave very differently when considering the enthalpic and entropic contributions to the free energy. Although the PNA1·DNA2 duplex is enthalpically destabilized (and thus relatively entropically stabilized), the PNA2·DNA1 duplex is (similarly to but more pronounced than the pure PNA and DNA duplexes) enthalpically stabilized (and thus relatively entropically destabilized); again, resulting in considerable enthalpy/entropy compensation. Fully analogous but somewhat less pronounced results were obtained using dioxane instead of DMF (Table 2).
To corroborate the generality of the above observations, we also analyzed another sequence system with identical base composition but having two basepairs interchanged (seq3/seq4; Table 1). The resulting duplexes of combinations of PNA3, PNA4, DNA3, and DNA4 behaved essentially similar to the seq1/seq2 system in terms of thermal stability and thermodynamics as well as in terms of the effect of DMF (Table 3).
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G0) quite closely follows the difference in thermal stability between the homologous duplexes containing purine-rich and pyrimidine-rich PNA strands in pure aqueous medium as well as in 50% organic solvent, this is not the case for either the enthalpy or the entropy differences (Tables 2 and 3). In fact, the differences in enthalpies and entropies of duplex formation between the two backbone-interchanged duplexes are much smaller in organic solvent as compared to pure aqueous medium.
Specific heat capacity change (enthalpic)
Changes in specific heat capacity could affect our conclusions. Therefore, we evaluated the specific heat capacity change at constant pressure (
Cp) for all the complexes of seq1/seq2, seq3/seq4, and seq5/seq6, from the concentration dependence of thermal melting temperature and enthalpy change using published procedures (26
). The values are in the range of 1.02.5 (Tables 24
, Figs. S4S6), and no systematic differences in
Cp are apparent between the duplexes. In particular, the differences between the two control duplexes, PNA5·DNA6/PNA6·DNA5, are as large as those between the asymmetric duplexes
, indicating that differences in
Cp cannot be the reason of the differential stabilities of these duplexes.
Water activity
The obvious differential effect of aqueous versus organic solvent on the behavior of the PNA1·DNA2 and PNA2·DNA1 duplexes immediately suggests that these duplexes are differently hydrated, and that the difference in hydration is influencing or could even be responsible for their vastly different stability. To explore further the contribution of the extent of hydration of the purine-rich PNA compared to the purine-rich DNA, the change in number of bound water molecules in the thermal melting process was determined using a method described by others (20
,21
) employing manipulation of the water activity by addition of the low molecular weight co-solutes ethylene glycol and glycerol.
Fig. 3 shows that both ethylene glycol and glycerol cause considerable depression in the thermal melting temperature of the DNA1·DNA2 duplex. The values of
nw (Eq. 7) are 3.5 and 6.4 in ethylene glycol and glycerol, respectively (Table 5), which is close to the values obtained by Spink and Chaires (20
) and Rozner and Moulder (21
). On the other hand, the other three duplexes that involve PNA strands PNA1·PNA2, PNA1·DNA2, and PNA2·DNA1 showed very little change in their melting temperature with increasing concentration of ethylene glycol or glycerol (Fig. 3). The values of
nw obtained in these cases are in the range of 0 to 1.0, which implies that there is little change in the number of bound water molecules during the thermal melting process of these duplexes (Table 5). Thus, differences in bound water can hardly explain the differential behavior of the PNA·DNA duplexes.
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| CONCLUSIONS |
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Based on our data, we find it unlikely that differences in counterion binding (identical ionic-strength dependence was observed), hydration (identical and insignificant water release was observed), or single-strand conformation can be responsible for the difference in duplex stability. The CD spectroscopy data do indicate differences in the structure (stacking) between the helices, but this does not appear to be a consistent feature with regard to sequence changes (comparing seq1/seq2 and seq3/seq4 systems).
The only consistent difference observed between the purine-rich PNA versus the pyrimidine-rich PNA in isosequential PNA·DNA duplexes is the significant increase in both binding enthalpy and entropy (and thus the relative enthalpic contribution to the free energy) for the PNA·DNA duplexes containing pyrimidine-rich PNA (PNA2·DNA1 and PNA4·DNA3) in organic solvent, which would indicate that these duplexes are relatively enthalpically disfavored in water.
Although our results so far do not allow us to identify the origin of the different stabilities of homopurine/homopyrimidine PNA·DNA duplexes, the evidence does point to a significant structural component, which involves enthalpic contributions both within the duplex structure as well as from bound water molecules.
Overall, it can be concluded that seemingly subtle and not easily measurable and explainable differences in helical/structural properties may have profound influence on thermodynamic stability and behavior. These results should inspire more exact structural (NMR or crystallographic) as well as molecular modeling and simulation studies on these systems to seek a structurally based explanation.
| SUPPLEMENTARY MATERIAL |
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| ACKNOWLEDGEMENTS |
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This work was supported by the European Commission (Sixth Framework PACE project).
Submitted on August 24, 2005; accepted for publication November 4, 2005.
| REFERENCES |
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25. Rasmussen, H., J. S. Kastrup, J. M. Nielsen, and P. E. Nielsen. 1997. Crystal structure of a peptide nucleic acid (PNA) duplex at 1.7 Å resolution. Nat. Struct. Biol. 4:98101.[CrossRef][Medline]
26. Wu, P., S. Nakano, and N. Sugimoto. 2002. Temperature dependence of thermodynamics properties for DNA/DNA and RNA/DNA duplex formation. Eur. J. Biochem. 269:28212830.[Medline]
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