17.3K
Publications
998.8K
Citations
40K
Authors
4.5K
Institutions
Hybrid First-Principles Covalent Modeling
1986 - 1994
The nanoscale modeling landscape was dominated by hybrid computational strategies that integrated empirical and semiempirical potentials with ab initio and tight-binding approaches to study covalent materials, especially silicon. Atomistic simulations of bonding, surface diffusion, and epitaxial growth under nanoscale conditions were advanced by combining Tersoff-type potentials, semiempirical embeddings, and ab initio multicenter tight-binding forces, enabling realistic descriptions of bonding, electrostatics, and surface phenomena. Langevin dynamics and stochastic-quantum molecular dynamics further enabled exploration of clusters and nanoscale system energetics, uniting statistical mechanics with quantum-informed perspectives and pushing the development of scalable modeling methodologies.
• Atomistic modeling of covalent materials in nanoscale contexts, integrating empirical many-body potentials (Tersoff-type) [7], semiempirical embeddings for silicon [1], ab initio multicenter tight-binding forces [18], and empirical tight-binding MD [10], to describe bonding, structure, and surface phenomena in silicon (including epitaxial growth) [17].
• Epitaxial growth and surface diffusion at the nanoscale: atomistic simulations reveal growth modes, diffusion-driven roughening, and phase-like transitions with scaling, across silicon surfaces [17], kinetic growth universality [11], kinetic roughening [16], surface instability [8], anisotropic dimer openings [14], and pulsed melting [20].
• Amorphous silicon structure and electronic properties via MD and ab initio approaches: amorphous networks generated by MD with two- and three-body Si potentials and parameter-free quantum data, matching structure, vibrational spectra, and electronic states [2], [9].
• Langevin dynamics and stochastic-quantum MD enable exploration of silicon clusters and nanoscale systems: stochastic forces and quantum interactions yield low-energy configurations and cluster structures [12], [13].
Atomistic Quantum Transport Modeling
1995 - 2001
Nanoscale Multiscale Modeling
2002 - 2008
Multiscale Nanostructure Modeling
2009 - 2015
Nonlocal Strain-Gradient Modeling
2016 - 2017
Atomistic-Continuum Nanoscale Modeling
2018 - 2024