2014
DOI: 10.1039/c4nr04701j
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Fluidic switching in nanochannels for the control of Inchworm: a synthetic biomolecular motor with a power stroke

Abstract: Synthetic molecular motors typically take nanometer-scale steps through rectification of thermal motion. Here we propose Inchworm, a DNA-based motor that employs a pronounced power stroke to take micrometer-scale steps on a time scale of seconds, and we design, fabricate, and analyze the nanofluidic device needed to operate the motor. Inchworm is a kbp-long, double-stranded DNA confined inside a nanochannel in a stretched configuration. Motor stepping is achieved through externally controlled changes in salt c… Show more

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Cited by 12 publications
(13 citation statements)
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“…The small fluctuations in angle are due to the large but finite bending energy (V ang-h =V ang-b =1000 k B T) and to the range of the track binding potential (d b =1.5 nm). The BHM0 is next switched to the V conformation with θ 0 ∼74°in ligand pulse II with only foot B bound to the track; the distribution in hinge angles shown in the graph results from thermal fluctuations related to the form of bending potential of equation (6). The BHM0 remains in the V conformation, C 2 , but with much smaller angular variation when both feet are bound in ligand pulse III.…”
Section: Case A: Ideal Bhm Conceptmentioning
confidence: 99%
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“…The small fluctuations in angle are due to the large but finite bending energy (V ang-h =V ang-b =1000 k B T) and to the range of the track binding potential (d b =1.5 nm). The BHM0 is next switched to the V conformation with θ 0 ∼74°in ligand pulse II with only foot B bound to the track; the distribution in hinge angles shown in the graph results from thermal fluctuations related to the form of bending potential of equation (6). The BHM0 remains in the V conformation, C 2 , but with much smaller angular variation when both feet are bound in ligand pulse III.…”
Section: Case A: Ideal Bhm Conceptmentioning
confidence: 99%
“…We investigated the behaviour of the BHM by simulating its motion using a coarse-grained minimal model in conjunction with three-dimensional overdamped Langevin dynamics [5,6]. Figure 3(d) shows the coarsegrained model used in our simulations.…”
Section: Minimal Model and Langevin Simulationsmentioning
confidence: 99%
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