
I am a physicist with the condensed matter theory group (condensed matter physics and materials science department) in Brookhaven National Laboratory. My current research interest includes study of electronic, optical, and magnetic properties of strongly correlated systems (including correlated nano-materials), using state-of-the-art computational approaches. In addition, I am also developing novel theoretical/numerical methods to investigate systems with strong many-body interactions.
My research interest is realistic understanding of the rich electronic/magnetic/optical properties of condensed matter, using first-principles quantum many-body theory. Special focus is placed to systems with stronger “quantum correlation” that renders classical or mean-field treatments inadequate. Examples of existing works include (see publications for more detail):
One of the main streams of research in the history of physics is to search for the basic laws that dominant the behavior of the “fundamental particles”. One naïve hope of we physicists is that knowing such would be enough to describe/predict properties of systems of interest. As the search of ultimate unified theory keeps going, which unavoidably makes the fundamental particles smaller and smaller, a new consideration starts to become apparent. That is, the number of such particles in real systems of interest becomes unmanageably large, and rich, intriguing properties of a collection of these particles can no longer be understood simply from the properties of few fundamental particles.
This new difficulty is easily illustrated with condensed matter systems, in which the fundamental particles (~10^23 electrons and protons) and their (electromagnetic) interactions are well understood, but almost all the important properties (magnetism, semiconductivity, superconductivity, and optical excitations) cannot be quantitatively understood without incorporating the quantum many-body effects. In addition to the technical importance of these materials, this makes them playgrounds for physicists to study approaches/approximations for describing the many-body behavior, and to manipulate/synthesize new artificial materials.
While the formal frameworks of many-body theories are well developed, and are normally manageable within toy models, realistic first-principles (parameter-free) implementations of these theories are still far from being mature, mainly due to the heavy amount of computation, and also some unexplored theoretical “recipes”. Thus, one of the main challenges is to find clean physical/numerical approximations feasible for the systems of interest, as well as new algorithmic development that enables inclusion of more many-body processes within finite computation resource.
For strongly correlated systems, a local picture taking into account
only low-energy Hilbert space is most convenient for theoretical
formulation. To this end, a novel
approach of constructing multi-energy resolved, symmetry respecting Wannier
function is developed and applied to many strongly correlated systems. The following are two examples of low-energy
Wannier functions that lead to deep insight of the physics of dichalcogenides
and manganites.

Low-energy Wannier
states (WS) of real materials
Left: Gapless excitations in the charge density wave phase of TaSe2
is explained with the unique geometric effects derived naturally from the phase
interference of the WS. The hyrdization
of ag and eg' symmetry essential to the understanding is clearly observed. (Phys. Rev. Lett. 96, 026406 (2006))
Right: Unexpectedly strong spin-dependence of resonant inelastic
X-ray spectrum of LaMnO3 is explained by the strong charge transfer
nature of LaMnO3, which is directly observable from the large
hybridization with O-p states in the WS.
Based on further novel WS analysis, origin of orbital ordering of MnF3
and LaMnO3 is, surprisingly, mainly electron-electron interaction,
rather than the electron-phone coupling (Jahn-Teller effects). (Phys. Rev. Lett. 94, 047203 (2005) & cond-mat/0509075)
One particle Green's function, G, of the electrons in the solid system can be used, to derive quasi-particle properties and the thermal dynamical quantities (and be compared with angular resolve photoemission spectra (see the comment on PRL, for example.)) With the continuous improvement of the computation capability and algorithms, it becomes possible to calculate G, with a careful choice of self-energy diagrams, at finite temperature within conserving scheme of the Many-Body Perturbation Theory that guarantees the microscopic conservation laws. This effort is especially important in understanding the role of many-body interactions in systems that deviate from the simple single-particle picture, as this kind of parameter-free ab initio approach allows an unambiguous assignment for effect of different self-energy diagrams.
As a natural (but non-trivial) extension of density functional theory, time-dependent density functional theory (TD-DFT) provides a “shortcut” of obtaining properties related to the time-dependent density. In the linear response regime, the dynamical charge/magnetic susceptibility are rigorously shown to satisfy integral equations with a two point kernel (instead of the four point one in the standard many-body perturbation theory.)
The linear response function (or dynamical structure factor, S) gives valuable information about the dynamical electronic/magnetic excitations and screening processes in materials, and it can be directly compared with experiments like EELS, IXS, dielectric function, optical conductivity, reflectivity measurement, and inelastic neutron scattering. These quantities are calculated based on my all electron, full potential implementation of TD-DFT. Direct comparison between theoretical spectra and the experimental ones helps to understand the underlying physical mechanisms behind the structures in the spectra, and guide the development of improved theoretical treatment.
The ground state data is prepared by first running the all electron, full potential, FLAPW DFT package WIEN, followed by extraction of all electron wave functions. Energy-resolved symmetry-respecting Wannier functions are constructed based on approached developed myself. Numerical quantities like transition probability amplitude matrix elements and Physical quantities like density response function, self-energy, Green's function and Wannier function are then calculated using my own codes.
All the codes developed to perform calculations are written with C++ with some existing Fortran 77 subroutines. Listed here are some public-domain libraries that I find useful:
Most of the
calculations are performed on the
local PC cluster of my group running LINUX with MPICH implementation.
Some older calculations were performed on IBM SP machines (yes,
the one that beats human in chess games) at NERSC,
and UTK managed by JICS, as well as the cluster in UC Davis.
I have also helped building the PC cluster
(see pictures) for the Solid State Division of Oak Ridge National Laboratory.
·
“Tuning
in-plane behavior of high-Tc cuprates via apical atoms: New theoretical
findings on the material dependence”
Sanibel Symposium (
·
“Utilizing
the short wavelength of X0-ray to study low-energy local excitations:
q-dependence of the spectral weights and dispersions”
Workshop on “Inelastic X-ray Scattering at NSLS-II” (NSLS-II,
January 2008)
·
“Recent
First-Principles Studies of Strongly Correlated Systems: Gapless CDW,
orbital/charge ordering and superconducting pair suppression”
International workshop on “Novel Methods for Electronic Structure
Calculations” (
·
“Tuning
in-plane behavior of high-Tc cuprates via apical atoms: New theoretical
findings on the material dependence”
LEHTSC2007 “International Symposium on Lattice Effects in Cuprate High
Temperature Superconductors – Spin, phonon or third way?” (
·
“Local
excitations in strongly correlated multi-orbital systems: effective kinetic
effects in one-and two-particle channels”
CMSN workshop (
·
“Symmetry
Respecting Wannier Functions and Their Applications in Strongly Correlated
Systems: New Development of First-Principles Many-Body Down-Folding
Approach”
CECAM workshop “Maximally Localized Wannier Functions:Concepts,
Applications, and Beyond” (
·
“Tuning
Hold Mobility, Concentration, and Repulsion in High-Tc Cuprates via Apical
Atoms: new theoretical findings on the material dependence”
DFLFS3 (Port Jefferson, May 2007)
·
“Tuning
Hold Mobility, Concentration, and Repulsion in High-Tc Cuprates via Apical
Atoms”
CMSN workshop (Denvor, March 2007)
·
“Recent
First-Principles Studies of Strongly Correlated Systems: Gapless CDW,
orbital/charge ordering and others”
LLNL international workshop on “Correlated Electrons in Matter”
(Half Moon Bay, December 2006)
·
“Bridging
first-principles methods and many-body models”
OPCA5 (
·
“First-Principles
Many-Body Theories of Excitation and Strongly Correlated Systems”
special summer school, NCKU (
·
“Probing
local excitations with angular dependence of large-q non-resonant IXS: Sensitivity to weak electronic symmetry
breaking in NiO and CoO”
APS user meeting, ANL (Chicago, May 2006)
·
“Applications
of Wannier Functions and Derivation of Effective Hamiltonian of Strongly
Correlated Systems”
CMSN workshop (
·
“Energy-Resolved
Wannier States with Assigned Local Symmetry : Recent Development &
Applications”
CMSN workshop (
·
“First-Principles
Methods of Quasi-Particle and Electron-Hole Excitations”
International Workshop on Computational Materials Physics (
·
“Magnetic
Coupling in Insulating Quasi-1D Cu-O Spin Chains: Toward Fully First-Principles Approaches for
Strong Correlation”
Workshop on Advanced Material Science (
·
“Magnetic
Coupling in Insulating Quasi-1D Cu-O Spin Chains: Toward Fully First-Principles Approaches for
Strong Correlation”
·
“Simple
Construction of Energy-Resolved Wannier States with Assigned Local
Symmetry”
CMSN workshop (
·
“Quasi-Particle Excitation in
Semiconductors: All-Electron Conserving GW
scheme”
ES2003 - Fifteenth Annual Workshop on Recent Developments in Electronic
Structure Methods (
·
“Wannier Function Study of Insulating
Ferromagnetism”
APS March Meeting (
·
“Dynamical Electronic Excitations in Real
Materials: Perspective of First-Principles Many-Body Theories”
·
“Wannier State Analysis of Insulating
Ferromagnetism in La4Ba2Cu2O10”
ESCM - Electronic Structure and Computational Magnetism (
·
“Electronic Excitations in Metals and
Semiconductors: Ab Initio Studies of Realistic Many-Body
systems”
Solid State Division, Oak Ridge National Laboratory (
·
“Non-uniform Time Axis Technique and
All-electron Self-consistent GWA for Si band gap”
CECAM - Excited states and electronic spectra (
·
“Strong
hybridization of Frankel excitons in Mott insulators: a novel Wannier function
perspective”
C.-C. Lee, H.-C. Hsueh, and
·
“Charge
Ordering in Half-Doped Manganites: Weak Charge Disproportion and Leading
Mechanisms”
D. Volja, W.-G. Yin, and
·
“Microscopic
Mechanism of Tuning Local Electron Pair Interaction in High-Tc Superconducting
Cuprates via Apical Atoms”
W.-G. Yin and
·
“Dynamical
reconstruction of the exciton in LiF with inelastic x-ray scattering”
·
“Nanoscale
Disorder in CaCu3Ti4O12: A New Route to the
Enhanced Dielectric Response”
Y. Zhu, J. C. Zheng, L. Wu, A. I. Frenkel, J. Hanson, P. Northrup, and W. Ku,
Phys. Rev. Lett. 99, 037602 (2007)
·
“Non-resonant Inelastic X-Ray Scattering
and Energy-Resolved Wannier Function Investigation of d-d Excitations in NiO
and CoO”
B. C. Larson,
·
“Orbital ordering in LaMnO3: Electron-lattice
versus electron-electron interactions”
W.-G. Yin, D. Volja, and
·
“Coexistence of gapless excitations and
commensurate charge-density wave in the 2H-transition metal
dichalcogenides”
R. L. Barnett, A. P., E. Demler, W.-G. Yin, and
·
“Magnetic correlations in manganites
probed by resonant inelastic x-ray scattering”
S. Grenier, J. P. Hill,
·
“Insulating Ferromagnetism in La4Ba4Cu2O10:
an Ab Initio Wannier Function Analysis”
·
“Band-Gap Problem in Semiconductors
Revisited: Effects of Core States and Many-Body Self-Consistency”
·
“Ab
Initio Investigation of Collective Charge Excitations in MgB2”
·
“Electronic Excitations in Metals and
Semiconductors: Ab Initio Studies of Realistic Many-Particle
Systems”
·
“Comment on 'Why is the bandwidth of
sodium observed to be narrower in photoemission experiments?' ”
·
“Plasmon Lifetime in K: A Case Study of
Correlated Electrons in Solids Amenable to Ab Initio Theory”
·
“Crucial Role of the Crystal Potential in
Magnetism of Edge-Sharing Cu-O Chains and its Interplay with the Bond
Angle”
H. Rosner,
·
“Anomalous Loss Functions of Zn and
Cd: Dynamical d-Threshold and Coherent
Electron-Hole Response”
E-mail: weiku@bnl.gov or weiku@mailaps.org
Tel: (631)344-2684, Fax: (631)344-2918
Address:
Department of Physics, Brookhaven
National Laboratory, Bldg 510
Last
updated: 4/14/2008