1980
DOI: 10.1021/ja00536a062
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An unexpected G-G base pairing caused by the coordination of platinum(II) at the N(7) position of 9-ethylguanine

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Cited by 71 publications
(25 citation statements)
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“…The Pt atom lies on an inversion centre and the environment is planar and almost exactly square; both the chelate and nonchelate cis-N--Pt--N angles are close to 90 °. The Pt--N bond lengths [2.023 (3), 2.014 (3)•] do not differ significantly and agree well with those we have measured previously, where Pt was bound to the imidazole ring in purine derived molecules (BeyerlePfnur, Brown, Faggiani, Lippert & Lock, 1985;Faggiani, Lippert, Lock & Speranzini, 1982;Faggiani, Lock & Lippert, 1980;Lippert, Lock & Pilon, 1984;Lock, Speranzini, Turner & Powell, 1976). Bond lengths within the bound phosphinic acid agree well with those observed in the free phosphonic acid (Howard-Lock et al, 1989), particularly when compared to the unprotonated ring.…”
Section: Introductionsupporting
confidence: 88%
“…The Pt atom lies on an inversion centre and the environment is planar and almost exactly square; both the chelate and nonchelate cis-N--Pt--N angles are close to 90 °. The Pt--N bond lengths [2.023 (3), 2.014 (3)•] do not differ significantly and agree well with those we have measured previously, where Pt was bound to the imidazole ring in purine derived molecules (BeyerlePfnur, Brown, Faggiani, Lippert & Lock, 1985;Faggiani, Lippert, Lock & Speranzini, 1982;Faggiani, Lock & Lippert, 1980;Lippert, Lock & Pilon, 1984;Lock, Speranzini, Turner & Powell, 1976). Bond lengths within the bound phosphinic acid agree well with those observed in the free phosphonic acid (Howard-Lock et al, 1989), particularly when compared to the unprotonated ring.…”
Section: Introductionsupporting
confidence: 88%
“…Thus, Scheme 2a is an example for the involvement of a second nucleobase (X ϭ guanine) in self-association (v in Scheme 4), as are compounds V (14) and VI (15) tion (vii in Scheme 4). This pair by far exceeds the normal G,C Watson-Crick pair in strength (47)(48)(49)(50).…”
Section: Discussionmentioning
confidence: 86%
“…All the formation and acid dissociation constants were determined with the SPECFIT program. [20] The rate constants k obs1 and k obs2 for the consecutive reaction [reactions (3) and (4)] were determined simultaneously according to the equation: A t ϭ A e ϩ αexp(Ϫk obs1 t) ϩ βexp(Ϫk obs2 t), in which A t and A e are the absorbances at time t and ϱ, respectively, and α and β are composite parameters. [21] …”
Section: Resultsmentioning
confidence: 99%