Frédéric Tessier, Ph.D.
|1996-1999||Physics||Simon Fraser University, Burnaby, British Columbia, Canada|
|1999-2005||Physics||University of Ottawa, Ottawa, ON, Canada|
|2006-||Metrology||National Research Council Canada|
Area:Physics, Radiation, Metrology, Monte Carlo simulation
Ph.D. thesis: "Modelling of electrokinetic phenomena involving confined polymers : applications to DNA separation and electroosmotic flow control" (https://central.bac-lac.gc.ca/.item?id=NR15050&op=pdf&app=Library)
M. Sc. thesis: Statistical mechanics of two-dimensional networks with fourfold symmetry (http://www.nlc-bnc.ca/obj/s4/f2/dsk1/tape9/PQDD_0016/MQ51488.pdf).
Mean distance: (not calculated yet)
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|Papaconstadopoulos P, Tessier F, Seuntjens J. (2014) On the correction, perturbation and modification of small field detectors in relative dosimetry Physics in Medicine and Biology. 59: 5937-5952|
|McCaffrey JP, Tessier F, Shen H. (2012) Radiation shielding materials and radiation scatter effects for interventional radiology (IR) physicians Medical Physics. 39: 4537-4546|
|Slater GW, Tessier F, Kopecka K. (2010) The Electroosmotic Flow (EOF). Methods in Molecular Biology (Clifton, N.J.). 583: 121-34|
|Hickey OA, Mercier JF, Gauthier MG, et al. (2006) Effective molecular diffusion coefficient in a two-phase gel medium. The Journal of Chemical Physics. 124: 204903|
|Tessier F, Slater GW. (2006) Effective Debye length in closed nanoscopic systems: a competition between two length scales. Electrophoresis. 27: 686-93|
|Tessier F, Slater GW. (2005) Control and quenching of electroosmotic flow with end-grafted polymer chains Macromolecules. 38: 6752-6754|
|Slater GW, Gratton Y, Kenward M, et al. (2004) Deformation, stretching, and relaxation of single-polymer chains: Fundamentals and examples Soft Materials. 2: 155-182|
|Tessier F, Boal DH, Discher DE. (2003) Networks with fourfold connectivity in two dimensions. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 67: 011903|
|Slater GW, Guillouzic S, Gauthier MG, et al. (2002) Theory of DNA electrophoresis (approximately 1999-2002(1/2)). Electrophoresis. 23: 3791-816|
|Mercier JF, Tessier F, Slater GW. (2002) An exactly solvable Ogston model of gel electrophoresis: VIII. Nonconducting gel fibers, curved field lines, and the Nernst-Einstein relation. Electrophoresis. 22: 2631-8|