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The study of DNA sequences by their sequences of twist angles
Journal of Theoretical Biology, 1989To study the properties of DNA sequences we have transformed the sequences of bases into the sequences of twist angles along the chain of DNA double helix by using the Dickerson sum function. The Fourier transform and the auto-correlation function of the twist angles sequences have been used to study the periodicity and randomness of the original DNA ...
C T, Zhang, Y Q, Cen
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Twist Mappings with Non-Periodic Angles
2012Consider an annulus A with coordinates \((\theta,r)\), \(\theta + 2\pi \equiv \theta \), \(r \in [a,b]\). A map \((\theta,r)\mapsto ({\theta }_{1},{r}_{1})\) is twist if it satisfies \(\frac{\partial {\theta }_{1}} {\partial r} > 0\). Twist maps have been extensively studied and they are useful to understand the dynamics of autonomous or periodic ...
Kunze, Markus, Ortega, Rafael
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Superfluid stiffness of magic-angle twisted bilayer graphene
NatureThe physics of superconductivity in magic-angle twisted bilayer graphene (MATBG) is a topic of keen interest in moiré systems research, and it may provide an insight into the pairing mechanism of other strongly correlated materials such as high-critical-temperature superconductors. Here we use d.c.
Miuko Tanaka +18 more
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Twist Angle-Dependent Molecular Intercalation and Sheet Resistance in Bilayer Graphene
ACS Nano, 2022Susumu Okada +2 more
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Identification of Twist-Angle-Dependent Excitons in WS2/WSe2 Heterobilayers.
National Science Review, 2022Shengjun Yuan +2 more
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Effect of Twist Angle on Interfacial Thermal Transport in Two-Dimensional Bilayers
Nano Letters, 2023Yang Zhong, Liang Guo, Lenan Zhang
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