Robustness of Localized DNA Strand Displacement Cascades

被引:75
|
作者
Teichmann, Mario [1 ,2 ]
Kopperger, Enzo [1 ,2 ]
Simmel, Friedrich C. [1 ,2 ,3 ]
机构
[1] Tech Univ Munich, Phys Dept E14, D-85748 Garching, Germany
[2] Tech Univ Munich, ZNN WSI, D-85748 Garching, Germany
[3] Nanosyst Initiat Munich, D-80799 Munich, Germany
关键词
DNA nanotechnology; molecular programming; DNA strand displacement circuits; DNA origami; colocalization; ORIGAMI NANOSTRUCTURES; ORGANIC-SYNTHESIS; KINETICS; COMPUTATION; SHAPES;
D O I
10.1021/nn503073p
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
Colocalization can strongly alter the kinetics and efficiency of chemical processes. For instance, in DNA-templated synthesis unfavorable reactions are sped up by placing reactants into close proximity onto a DNA scaffold. In biochemistry, clustering of enzymes has been demonstrated to enhance the reaction flux through some enzymatic cascades. Here we investigate the effect of colocalization on the performance of DNA strand displacement (DSD) reactions, an important class of reactions utilized in dynamic DNA nanotechnology. We study colocalization by immobilizing a two-stage DSD reaction cascade comprised of a "sender" and a "receiver" gate onto a DNA origami platform. The addition of a DNA (or RNA) input strand displaces a signal strand from the sender gate, which can then transfer to the receiver gate. The performance of the cascade is found to vary strongly with the distance between the gates. A cascade with an intermediate gate distance of approximate to 20 nm exhibits faster kinetics than those with larger distances, whereas a cascade with smaller distance is corrupted by excessive intraorigami leak reactions. The 20 nm cascade is found to be considerably more robust with respect to a competing reaction, and implementation of multiple receiver gates further increases this robustness. Our results indicate that for the 20 nm distance a fraction of signal strands is transferred locally to a receiver gate on the same platform, probably involving direct physical contact between the gates. The performance of the cascade is consistent with a simple model that takes "local" and "global" transfer processes into account.
引用
收藏
页码:8487 / 8496
页数:10
相关论文
共 50 条
  • [1] Robustness of DNA Strand Displacement Systems
    Nakakuki, Takashi
    Imura, Jun-ichi
    Kawamata, Ibuki
    Murata, Satoshi
    IFAC PAPERSONLINE, 2018, 51 (33): : 32 - 37
  • [2] Neural network computation with DNA strand displacement cascades
    Lulu Qian
    Erik Winfree
    Jehoshua Bruck
    Nature, 2011, 475 : 368 - 372
  • [3] Neural network computation with DNA strand displacement cascades
    Qian, Lulu
    Winfree, Erik
    Bruck, Jehoshua
    NATURE, 2011, 475 (7356) : 368 - 372
  • [4] Connecting localized DNA strand displacement reactions
    Ruiz, Ismael Mullor
    Arbona, Jean-Michel
    Lad, Amitkumar
    Mendoza, Oscar
    Aime, Jean-Pierre
    Elezgaray, Juan
    NANOSCALE, 2015, 7 (30) : 12970 - 12978
  • [5] Catalytic DNA Strand Displacement Cascades Applied to Logic Programming
    Ordonez-Guillen, Nelson E.
    Martinez-Perez, Israel M.
    IEEE ACCESS, 2019, 7 : 100428 - 100441
  • [6] Scaling Up Digital Circuit Computation with DNA Strand Displacement Cascades
    Qian, Lulu
    Winfree, Erik
    SCIENCE, 2011, 332 (6034) : 1196 - 1201
  • [7] Molecular logic gates based on localized DNA strand displacement
    Wang Y.
    Zhang W.
    Li X.
    Cui G.
    Journal of Computational and Theoretical Nanoscience, 2016, 13 (06) : 3948 - 3952
  • [8] Kinetics of DNA Strand Displacement
    Cook, Alexander W.
    Broadwater, Bo
    Kim, Harold
    BIOPHYSICAL JOURNAL, 2019, 116 (03) : 499A - 499A
  • [9] Heterochiral DNA strand displacement circuits
    Kabza, Adam
    Young, Brian
    Sczepanski, Jonathan
    ABSTRACTS OF PAPERS OF THE AMERICAN CHEMICAL SOCIETY, 2018, 255
  • [10] The Neuronal Perceptron with DNA Strand Displacement
    Shi, Lanlan
    Zhou, Changjun
    Zhang, Qiang
    PROCEEDINGS OF 2018 TENTH INTERNATIONAL CONFERENCE ON ADVANCED COMPUTATIONAL INTELLIGENCE (ICACI), 2018, : 637 - 642