2012
DOI: 10.1007/s11047-012-9357-2
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Cooperative linear cargo transport with molecular spiders

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Cited by 11 publications
(6 citation statements)
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“…23,41 Theoretical random motion models such as self-avoiding walk were used to understand migration mechanisms. 42,43 Mechanical models on DNA binding revealed the effects of tensions between walker feet and tracks 44 and force dependence of motors. 45 In terms of thermodynamics, free energy barriers and efficiencies of different DNA motors were compared.…”
Section: Introductionmentioning
confidence: 99%
“…23,41 Theoretical random motion models such as self-avoiding walk were used to understand migration mechanisms. 42,43 Mechanical models on DNA binding revealed the effects of tensions between walker feet and tracks 44 and force dependence of motors. 45 In terms of thermodynamics, free energy barriers and efficiencies of different DNA motors were compared.…”
Section: Introductionmentioning
confidence: 99%
“…Subsequent simulations [14] have shown this AK spider model to exhibit transient superdiffusive behavior as the walkers move between periods of ballistic and diffusive motion depending on the walker's position with respect to the boundary between visited and unvisited sites [14]. Other work has extended the AK model to study mathematical properties of AK spider walks in 1D [15][16][17] and 2D [18]; the collective and cooperative behavior of multi-spider systems in 1D [19][20][21]; and the effect of a load force on the rigid 1D walking gaits of AK-like spiders under the kinetic rates specific to deoxyribozymes [22,23].…”
Section: Introductionmentioning
confidence: 99%
“…Samii et al investigated various gaits and numbers of legs (Samii et al, 2010(Samii et al, , 2011, emphasizing the possibility of detachment from a 1D track. We studied the behavior of multiple spiders continuously released onto a 1D track (Semenov et al, 2011b(Semenov et al, , 2012) from a point source. Related to the present topic, Antal and Krapivsky evaluated the diffusion constant and the amplitude describing the asymptotic behavior of the number of visited sites (i.e., released products) for a single simplified spider on an infinite square Figure 2: The general multivalent random walker model describes the motion of multipedal walkers acting as molecular motors as they move over tracks of surface-bound substrate fuel.…”
Section: Molecular Spiders and Their Modelsmentioning
confidence: 99%