2005
DOI: 10.1002/bip.20425
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Studies of DNA dumbbells VIII. Melting analysis of DNA dumbbells with dinucleotide repeat stem sequences

Abstract: Melting curves and circular dichroism spectra were measured for a number of DNA dumbbell and linear molecules containing dinucleotide repeat sequences of different lengths. To study effects of different sequences on the melting and spectroscopic properties, six DNA dumbbells whose stems contain the central sequences (AA)(10), (AC)(10), (AG)(10), (AT)(10), (GC)(10), and (GG)(10) were prepared. These represent the minimal set of 10 possible dinucleotide repeats. To study effects of dinucleotide repeat length, du… Show more

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Cited by 9 publications
(12 citation statements)
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“…The solid line was calculated from the structure-prediction program DINAMELT; , the predicted melting temperatures agree with the measured values. The slope of the line can be used to estimate the number of cations released per phosphate upon denaturation of a duplex or hairpin using eq where [M + ] is the cation concentration, R is the gas constant, α is a factor that accounts for changes in the activity coefficient of the cation with concentration and is often set equal to 0.9, Δ H ° is the enthalpy of melting per nucleotide, and Δ n is the number of cations released per nucleotide. , Cation release occurs because the hairpin has a higher charge density than the random coil so that a greater number of counterions are condensed in the ion atmosphere and released upon melting. ,, The factor in parentheses on the right-hand side of eq is not significantly salt- and temperature-dependent and is often given the value of 50. ,, Using this value, the slope of the line suggests that 1.4 Na + ions are released per hairpin or 0.093 Na + ions per phosphate. This value is within the range of values observed for small DNA and RNA oligomers in solutions containing less than 1 M Na + ions. , , …”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The solid line was calculated from the structure-prediction program DINAMELT; , the predicted melting temperatures agree with the measured values. The slope of the line can be used to estimate the number of cations released per phosphate upon denaturation of a duplex or hairpin using eq where [M + ] is the cation concentration, R is the gas constant, α is a factor that accounts for changes in the activity coefficient of the cation with concentration and is often set equal to 0.9, Δ H ° is the enthalpy of melting per nucleotide, and Δ n is the number of cations released per nucleotide. , Cation release occurs because the hairpin has a higher charge density than the random coil so that a greater number of counterions are condensed in the ion atmosphere and released upon melting. ,, The factor in parentheses on the right-hand side of eq is not significantly salt- and temperature-dependent and is often given the value of 50. ,, Using this value, the slope of the line suggests that 1.4 Na + ions are released per hairpin or 0.093 Na + ions per phosphate. This value is within the range of values observed for small DNA and RNA oligomers in solutions containing less than 1 M Na + ions. , , …”
Section: Resultsmentioning
confidence: 99%
“…where [M + ] is the cation concentration, R is the gas constant, α is a factor that accounts for changes in the activity coefficient of the cation with concentration and is often set equal to 0.9, 39 ΔH°is the enthalpy of melting per nucleotide, and Δn is the number of cations released per nucleotide. 8,39−44 Cation release occurs because the hairpin has a higher charge density than the random coil so that a greater number of counterions are condensed in the ion atmosphere and released upon melting.…”
mentioning
confidence: 99%
“…These attempts all invoke the independent dinucleotide step model, wherein the secondary structure and torsional and bending rigidities associated with a given base-pair step are assumed to be completely independent of the sequence of its flanking DNA, or of any altered state of its flanking DNA that is induced by protein or other ligand binding, or by a B-to-Z transition. However, this assumption has been unequivocally contradicted by numerous published NMR structures of small duplexes, which yield different structural parameters for particular steps, e.g., A-A steps, embedded in different flanking sequences (46), as well as by numerous other published experiments (6,36,(47)(48)(49)(50)(51)(52) and unpublished studies of S. A. Winkle (Florida International University, personal communication, 1997) that were reviewed previously (36). Other evidence indicates that dinucleotide step models for directional permanent bends, or for A d , cannot account satisfactorily for the behavior of all sequences (43,53,54).…”
Section: Methods To Measure the Torsional Rigiditymentioning
confidence: 99%
“…Numerous conformational substates within the right-handed families have also been detected by various methods, although specific structural details are lacking in most cases . Average properties that reflect changes in secondary structure respond to practically every conceivable perturbation, including the presence of small neutral osmolytes. Such changes appear to arise from shifts of population (base pairs) among different conformational substates. Conformation-sensitive properties include the elastic constants, α and κ β , for torsion and bending, respectively, the twist energy parameter, E T , that governs the supercoiling free energy, the intrinsic twist, l 0 (turns), the intrinsic binding constant for ethidium, and the circular dichroism spectrum .…”
Section: Introductionmentioning
confidence: 99%