'Excitation spectrum' presentation slideshows

Quantum spin dynamics in 1D antiferromagnets.

Quantum spin dynamics in 1D antiferromagnets. Igor Zaliznyak. Neutron Scattering Group. Outline. Excitation continuum in 1D S=1 Heisenberg antiferromagnet (Haldane chain). Luttinger liquid behavior in the high-field phase of a Haldane chain

768 views • 38 slides

Instrument Identification in Polyphonic Audio

439 views • 33 slides

Principles of Fluorescence Spectroscopy

Principles of Fluorescence Spectroscopy. Chemistry Department XMU. Chapter Six. Methods of Fluorometry. Methods of fluorometry . 6.1 Introduction 6.2 Conventional Fluorometry 6.3 Synchronous Fluorescence Scan 6.4 3D fluorescence spectroscopy

2.11k views • 32 slides

Interazioni e transizione superfluido-Mott

Interazioni e transizione superfluido-Mott. Interacting bosons in a lattice. SUPERFLUID Long-range phase coherence Poissonian number fluctuations Gapless excitation spectrum Compressible. MOTT INSULATOR No phase coherence No number fluctuations (Fock states)

406 views • 27 slides

HORIBA Jobin Yvon Fluorescence Division Presents: Time-Resolved Fluorescence Spectroscopy Edison, NJ March 15, 2005

HORIBA Jobin Yvon Fluorescence Division Presents: Time-Resolved Fluorescence Spectroscopy Edison, NJ March 15, 2005. Fluorescence: a type of light emission . First observed from quinine by Sir J. F. W. Herschel in 1845. Yellow glass of wine Em filter > 400 nm.

1.03k views • 24 slides

Absorption, Excitation and Emission Spectra, Quantum Yield

304 views • 22 slides

The anisotropic excitation spectrum of a chromium Bose-Einstein Condensate

316 views • 18 slides

cQED Susceptibility of Superconducting Transmons coupled to a Microstrip Resonator Cavity

cQED Susceptibility of Superconducting Transmons coupled to a Microstrip Resonator Cavity. David Pappas, Martin Sandberg, Jiansong Gao , Michael Vissers NIST, Boulder, CO 80303 Anton Kockum , Goran Johansson Chalmers University of Technology, G ? teborg , Sweden.

509 views • 7 slides

Bandheads of Rotational Bands and Time-Odd Fields

Bandheads of Rotational Bands and Time-Odd Fields. UTK-ORNL DFT group. Outline. Work: Large-scale HFB calculations with various Skyrme functionals All time-odd terms included Mixed pairing in the p.p. channel (with two flavors: fit on 120 Sn average pairing gap and local fit on 162 Dy)

106 views • 4 slides

Bandheads of Rotational Bands and Time-Odd Fields

Bandheads of Rotational Bands and Time-Odd Fields. UTK-ORNL DFT group. Outline. Work: Large-scale HFB calculations with various Skyrme functionals All time-odd terms included Mixed pairing in the p.p. channel (with two flavors: fit on 120 Sn average pairing gap and local fit on 162 Dy)

43 views • 4 slides