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Probing a label-free local bend in DNA by single molecule tethered particle motion
Author(s) -
Annaël Brunet,
S. Chevalier,
Nicolas Destainville,
Manoel Manghi,
Philippe Rousseau,
Mohamed Salhi,
Laurence Salomé,
Catherine Tardin
Publication year - 2015
Publication title -
nucleic acids research
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 9.008
H-Index - 537
eISSN - 1362-4954
pISSN - 0305-1048
DOI - 10.1093/nar/gkv201
Subject(s) - dna , helix (gastropod) , bending , biophysics , förster resonance energy transfer , measure (data warehouse) , biology , particle (ecology) , sequence (biology) , biological system , a dna , base pair , molecule , geometry , crystallography , physics , optics , computer science , genetics , chemistry , mathematics , ecology , quantum mechanics , database , snail , fluorescence , thermodynamics
Being capable of characterizing DNA local bending is essential to understand thoroughly many biological processes because they involve a local bending of the double helix axis, either intrinsic to the sequence or induced by the binding of proteins. Developing a method to measure DNA bend angles that does not perturb the conformation of the DNA itself or the DNA-protein complex is a challenging task. Here, we propose a joint theory-experiment high-throughput approach to rigorously measure such bend angles using the Tethered Particle Motion (TPM) technique. By carefully modeling the TPM geometry, we propose a simple formula based on a kinked Worm-Like Chain model to extract the bend angle from TPM measurements. Using constructs made of 575 base-pair DNAs with in-phase assemblies of one to seven 6A-tracts, we find that the sequence CA 6 CGG induces a bend angle of 19° ± 4°. Our method is successfully compared to more theoretically complex or experimentally invasive ones such as cyclization, NMR, FRET or AFM. We further apply our procedure to TPM measurements from the literature and demonstrate that the angles of bends induced by proteins, such as Integration Host Factor (IHF) can be reliably evaluated as well.

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