2018
DOI: 10.1021/acs.jpcc.7b12744
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From Exhaustive Simulations to Key Principles in DNA Nanoelectronics

Abstract: Charge transfer can take place along double helical DNA over distances as long as 30 nanometers. However, given the active role of the thermal environment surrounding charge carriers in DNA, physical mechanisms driving the transfer process are highly debated. Moreover, the overall potential of DNA to act as a conducting material in nanoelectronic circuits is questionable. Here, we identify key principles in DNA nanoelectronics by performing an exhaustive computational study. The electronic structure of double-… Show more

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Cited by 18 publications
(32 citation statements)
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“…Most importantly, as reported in Ref. 31 , while we can identify ballistic (green) and ohmic (black) conductors, most molecules display an in-between behavior, G ∝ γ α d with 0 α 1 at high electronic temperature. These sequences conduct via an intermediate, coherent-incoherent mechanism.…”
Section: A Interpolation and Extrapolation Predictionssupporting
confidence: 79%
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“…Most importantly, as reported in Ref. 31 , while we can identify ballistic (green) and ohmic (black) conductors, most molecules display an in-between behavior, G ∝ γ α d with 0 α 1 at high electronic temperature. These sequences conduct via an intermediate, coherent-incoherent mechanism.…”
Section: A Interpolation and Extrapolation Predictionssupporting
confidence: 79%
“…As we discuss in Ref. 31 , we identify in this figure different families of molecules: good (G = 1 − 0.01 G 0 ), poor (G < 10 −10 G 0 ), and intermediate conductors (G = 10 −2 −10 −6 G 0 ). Here, G 0 = e 2 /h is the quantum of conductance per spin species, with the electron charge e and Planck's constant h. Good conductors (panel a3) are only mildly affected by the environment showing a quantum-wire properties; poor conductors (panel a1) enjoy a dramatic enhancement of their conductance, assisted by the environment, demonstrating a tunneling-to-hopping crossover.…”
Section: B Landauer Büttiker Probe Simulationsmentioning
confidence: 63%
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“…These structures are double-stranded and self-complementary. We follow the idea of previous authors 40, [44][45][46][47][48] and model these structures by using a next neighbor tight-binding (TB) ladder models as depicted in Fig. 2 (gray lines).…”
Section: The Model Of Dnamentioning
confidence: 99%