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Ard A. Louis

Researcher at University of Oxford

Publications -  216
Citations -  12421

Ard A. Louis is an academic researcher from University of Oxford. The author has contributed to research in topics: Pair potential & DNA origami. The author has an hindex of 59, co-authored 209 publications receiving 10901 citations. Previous affiliations of Ard A. Louis include University of Santiago de Compostela & Cornell University.

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Structural, mechanical, and thermodynamic properties of a coarse-grained DNA model

TL;DR: The structural, mechanical, and thermodynamic properties of a coarse-grained model of DNA similar to that recently introduced in a study of DNA nanotweezers are explored, resulting in an "average base" description of DNA.
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On the biophysics and kinetics of toehold-mediated DNA strand displacement

TL;DR: This work study strand displacement at multiple levels of detail, using an intuitive model of a random walk on a 1D energy landscape, a secondary structure kinetics model with single base-pair steps and a coarse-grained molecular model that incorporates 3D geometric and steric effects to provide a biophysical explanation of strand displacement kinetics.
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Hydrodynamic interactions and Brownian forces in colloidal suspensions: coarse-graining over time and length scales.

TL;DR: These calculations demonstrate that, notwithstanding its seductive simplicity, the basic Langevin equation does a remarkably poor job of capturing the decay rate of the velocity autocorrelation function in the colloidal regime, strongly underestimating it at short times and strongly overestimated it at long times.
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Can polymer coils Be modeled as "Soft colloids"?

TL;DR: This work maps dilute or semidilute solutions of nonintersecting polymer chains onto a fluid of "soft" particles interacting via a concentration dependent effective pair potential, by inverting the pair distribution function of the centers of mass of the initial polymer chains.
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Beware of density dependent pair potentials

TL;DR: In this paper, the transferability and representability problems of effective pair potentials are discussed, and several pedagogical examples are illustrated by several examples, such as the mapping of charged (Debye-Huckel) and uncharged (Asakura-Oosawa) two component systems onto effective one component ones.