2023
DOI: 10.1002/cphc.202300056
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Exploring Glycosylated Soy Isoflavones Affinities toward G‐tetrads as Studied by Survival Yield Method

Abstract: Taking soy-based food supplements for menopausal symptoms by women may reduce the risk of cancer. Therefore, the interaction between nucleic acids (or their constituents) and ingredients of the supplements, e. g., isoflavone glucosides, on the molecular level, has been of interest with respect to cancer therapy. In this work, the interaction between isoflavone glucosides and G-tetrads, namely [4G + Na] + ions (G stands for guanosine or deoxyguanosine), were analyzed by using electrospray ionization-collision i… Show more

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Cited by 5 publications
(13 citation statements)
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“…In other words, the methylation of 3-OH substantially increases the flavonol affinity toward G-tetrads. If there is a free 3-OH group, the C4O···HO–C3 hydrogen bond can exist (which interferes with C4O···HO–C5). , Methylation of 3-OH yields C4O, making them more available to form hydrogen bonds with G-tetrads, which may increase the adduct stabilities, similarly, as observed for isoflavone glycosides …”
Section: Resultsmentioning
confidence: 92%
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“…In other words, the methylation of 3-OH substantially increases the flavonol affinity toward G-tetrads. If there is a free 3-OH group, the C4O···HO–C3 hydrogen bond can exist (which interferes with C4O···HO–C5). , Methylation of 3-OH yields C4O, making them more available to form hydrogen bonds with G-tetrads, which may increase the adduct stabilities, similarly, as observed for isoflavone glycosides …”
Section: Resultsmentioning
confidence: 92%
“…25,26 Methylation of 3-OH yields C4�O, making them more available to form hydrogen bonds with G-tetrads, which may increase the adduct stabilities, similarly, as observed for isoflavone glycosides. 38 Guanosine tetrad yielded 2:1 adducts with all M molecules, whereas deoxyguanosine tetrad did not yield 2:1 adducts with quercetin and isorhamnetin. The determined values of E comδ50 of 2:1 adducts are shown in Figure 4.…”
Section: ■ Materials and Methodsmentioning
confidence: 89%
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“…The SY of the precursor ion subjected to the CID is defined as SYgoodbreak=InormalpIp+If where I p is the intensity of the peak of the precursor ions and I f the intensity of the peak of the fragment ions. CE expressed in terms of the center‐of‐mass E comδ (the maximum kinetic energy available for transfer into internal energy) is defined as Ecomδgoodbreak=δElabmnormalgmp+mg where E lab is the laboratory CE, m g is the mass of the neutral target gas, m p is the mass of the precursor ions, and δ is the correction factor that reflects the number of degrees of freedom (DOF = 3 N – 6, where N is the number of atoms in the analyzed ions) 24–26 . The ion [2C + H] + is the smallest of the analyzed ions; therefore, this ion was selected as reference (DOF ref = 75); for this ion δ = 1, and for the other ions δ = DOF ref /DOF ion .…”
Section: Methodsmentioning
confidence: 99%
“…where E lab is the laboratory CE, m g is the mass of the neutral target gas, m p is the mass of the precursor ions, and δ is the correction factor that reflects the number of degrees of freedom (DOF = 3N -6, where N is the number of atoms in the analyzed ions). [24][25][26] The ion [2C + H] + is the smallest of the analyzed ions; therefore, this ion was selected as reference (DOF ref = 75); for this ion δ = 1, and for the other ions δ = DOF ref /DOF ion . The plot of SY against E comδ gives the precursor ion fragmentation curve, which reflects the gas-phase stabilities of the analyzed precursor ions.…”
Section: Sy Methodsmentioning
confidence: 99%