Page 30
Notes:
Mater Sci Nanotechnol 2017 | Volume 1 Issue 2
allied
academies
Nanomaterials and Nanochemistry
November 29-30, 2017 | Atlanta, USA
International Conference on
D
eveloping an atomistic understanding of electromechanical
responses is a prerequisite for the bottom-up design of
nanoelectromechanical systems. This presentation focuses on
atomistic simulations of piezoelectric responses in aperiodic
systems such as molecules, nanoparticles, or biomolecule
agglomerates. More specifically, we develop an analytical
approach to predict molecular piezoelectric coefficients from
first principles (density functional theory) and introduce
a formalism that unifies the description of molecular and
mesoscopic responses. Based on this new approach, we
develop computational procedures that expedite the first
principles calculation of piezoelectric tensors for molecular
systems. Numerical benchmarks demonstrate that the results
from our analytical theory are fully consistent with numerical
computations at drastically reduced computational cost. Most
importantly, our approaches (i) reduce the time for developing
new candidates from months in the laboratory down to hours
and (ii) have the potential to be truly predictive even in the
absence of experimental data.
Speaker Biography
Daniel S Lambrecht has completed his Ph.D from the University of Tuebingen, Germany,
and performed his postdoctoral research at the University of California, Berkeley, USA.
He is an Assistant Professor of Chemistry at the University of Pittsburgh, USA. He has
over 35 publications that have been cited over 2,100 times, and his publication H- and
i10-index are 19 and 26, respectively. He has received several national recognitions,
including a 2017 Cottrell Scholar Award from the Research Corporation for Science
Advancement, USA, and a Kekulé Award from the Association of Chemical Industry
(VCI), Germany.
e:
lambrecht@pitt.eduDaniel S Lambrecht
University of Pittsburgh, USA
First-principles prediction of molecular piezoelectrics for nanoelectromechanical
systems