Estrutura eletronica e Simulacao Computacional de Materiais

  • Complex metals
  • Super conducting oxides
  • Defects in semiconductors
  • Defects in metals
  • Organic polymers
  • Amorphous metalical alloys
  • Super semiconductive and metalical nets
  • Surfaces and interfaces.
  • Fullerens and Allotropic forms of carbon.
  • Microparticles of III-V and IV
  • Carbon. Nanotubes
  • Molecular Dynamic

 

Imulation and Molecular Modeling.

  • Computer simulation of liquids.
  • Structural and spectroscopic properties of Molecules.
  • Solvent effect in Molecules and Biomolecules.
  • Molecular Dynamics

 

New semiconductor materials

  • Effects of many bodies in semiconductors of low dimension.
  • Optical and elletronic properties of heterostructures.
  • Spintronic – diluted magnetic semiconductors.
  • Surfaces and hetero junctions
  • Phenomena of Semiconductors transport.
  • Ellectronic , structural and thermodynamic properties of group III nitrates.
  • Physical properties of semicondutor and dielectric oxides

 

Solid state and low temperatures laboratory

  • K.P. theory of energy, ellectric ad optical properties in semiconductors.
  • Phenomena of many bodies in semiconductors (armored interactions)
  • Monte Carlos Modeling for transport phenomena, optic and spintronic.

Nanoscope systems

  • Vinila polyparafenilens
  • Polyanilines
  • Semi- conductors
  • Organic systems

Quantum Field Theory and Elementary Particle Physics

  • Semiclassical Methods in Quantum Field Theory.
  • Renormalization Theory and its applications.
  • Gauge Theory and applications as the "Quarks" confinment.
  • Phenomenology and strong and week interactions.
  • Quantum Electrodynamic.
  • Experiental study of hyperons radioactive decay.
  • Cosmology and Gravitation.
  • Quantum Field Theory methods applied to Statistical Mechanics and to Physics of Low Temperatures.
  • Quantum Gravity
  • Supersymetry and Supergravitation.
  • Superstrings
  • Constrained systems quantization.
  • Quantum Field Theory in 2+1 dimensions and its application to Superconductivity with high Tc.
  • Stochastic Eletrodynamic.
  • Application of Mechanic of fluids in heavy íons collisions
  • Field Theory in finite temperature

 

Theory of many bodies for Nuclear systems

  • Microscópica dynamic of collective ways
  • Effective interaction in finite systems
  • Subnuclear structure.
  • Effects of nuclear Structure in collision processes.

Mathematical Physics

  • Critical behavior of models in Statistical Mechanic and in Quantum Field Theory
  • Structural properties in Statistical Mechanics and in Quantum Field Theory.
  • Disordered systems with competitive interactions.
  • Schrödinger operators with quasi-periodical potencials.
  • Stability in Quantum Mechanics. Quantum systems classicaly caotics.
  • Anyons, Aharonov-Bohm effect and many body systems with local interactions.

Cosmology, Universe inflation, dark energy, Origin of Universe structures and depth cosmic radiation.

GRENAC – Group of nuclear reactions, aplication and Computation

Quantum Field Theory

Bose-Einstein Condensation Theory.

Discrete Symmetries

Particle description with arbitrary spin.

Theoretical Nuclear Physics and Phenomenolgy of Elementary Particles.

Nanomol

Non Linear Dynamic systems

  • Dissipate and hamiltonian Dynamic
  • Classic and quantum caos
  • Fractal Dynamic
  • Turbulence

 

Dissipative non linear Quantum Mechanic

  • Study of the existence and stability of short electromagnetic pulses; in form of sólitons, used for transmission of signals in fiberoptics and coaxial cables, through the formalism of DeBroglie-Bohm (quantum Fluid dynamic)

 

Nonlinear Phenomena

  • Dynamic Systems
  • Deterministic Caos

 

Magnet - Optics

  • Images treatment

 

Amorphous System

  • Amorphous material
  • Glasses

 

Statistical Physics

  • Complex Systems
  • Neural nets
  • Phase transitions
  • Disordered systems
  • Statistical models of biologicat interest
  • Numerical simulations
  • Stochastic Dynamics
  • Mathematical Physics
  • Education

 

Inter-discipline group of Epistemology and learning / History of Physics in Brasil

  • Basis of Physics
  • Theory of the personality development and Learning as a Dynamical System
  • Analysis and Organization of IFUSP historical files.
  • Strong electromagnetic fields.

Theoretical Nuclear Physics and Phenomenology of Elementary Particles (FINPE)

Dynamic Systems Modeling

 

 
 
 

Institut of Physics - Address: Matão Street, alley R,187; Postcode 05508-900 ,University campus
São Paulo, Brazil, P.O.Box 66318, Postcode 05315-970, fax nº (55)(11) 3814.0503,
Email: if@edu.usp.br