Martin Z. Bazant
Massachusetts Institute of Technology
Network
Latest external collaboration on country level. Dive into details by clicking on the dots.
Publication
Featured researches published by Martin Z. Bazant.
Nano Letters | 2010
Rahul Malik; Damian Burch; Martin Z. Bazant; Gerbrand Ceder
Diffusion constants are typically considered to be independent of particle size with the benefit of nanosizing materials arising solely from shortened transport paths. We show that for materials with one-dimensional atomic migration channels, the diffusion constant depends on particle size with diffusion in bulk being much slower than in nanoparticles. This model accounts for conflicting data on LiFePO(4), an important material for rechargeable lithium batteries, specifically explaining why it functions exclusively on the nanoscale.
Physical Review Letters | 2011
Martin Z. Bazant; Brian D. Storey; Alexei A. Kornyshev
We develop a simple Landau-Ginzburg-type continuum theory of solvent-free ionic liquids and use it to predict the structure of the electrical double layer. The model captures overscreening from short-range correlations, dominant at small voltages, and steric constraints of finite ion sizes, which prevail at large voltages. Increasing the voltage gradually suppresses overscreening in favor of the crowding of counterions in a condensed inner layer near the electrode. This prediction, the ion profiles, and the capacitance-voltage dependence are consistent with recent computer simulations and experiments on room-temperature ionic liquids, using a correlation length of order the ion size.
Journal of Fluid Mechanics | 2004
Todd M. Squires; Martin Z. Bazant
We describe the general phenomenon of ‘induced-charge electro-osmosis’ (ICEO) – the nonlinear electro-osmotic slip that occurs when an applied field acts on the ionic charge it induces around a polarizable surface. Motivated by a simple physical picture, we calculate ICEO flows around conducting cylinders in steady (DC), oscillatory (AC), and suddenly applied electric fields. This picture, and these systems, represent perhaps the clearest example of nonlinear electrokinetic phenomena. We complement and verify this physically motivated approach using a matched asymptotic expansion to the electrokinetic equations in the thin-double-layer and low-potential limits. ICEO slip velocities vary as
Physical Review B | 1998
João F. Justo; Martin Z. Bazant; Efthimios Kaxiras; Vasily V. Bulatov; Sidney Yip
u_s \,{\propto}\,E_0^2 L
Physical Review B | 1997
Martin Z. Bazant; Efthimios Kaxiras; J. F. Justo
, where
arXiv: Materials Science | 2011
Peng Bai; Daniel A. Cogswell; Martin Z. Bazant
E_0
Nano Letters | 2011
Peng Bai; Daniel A. Cogswell; Martin Z. Bazant
is the field strength and
ACS Nano | 2012
Daniel A. Cogswell; Martin Z. Bazant
L
Physical Review Letters | 2008
Sumit Gangwal; Olivier J. Cayre; Martin Z. Bazant; Orlin D. Velev
is a geometric length scale, and are set up on a time scale
Physical Review E | 2006
Chris H. Rycroft; Gary S. Grest; James W. Landry; Martin Z. Bazant
\tau_c \,{=}\,\lambda_D L/D