'Reciprocal lattice vectors' presentation slideshows

Outline of these lectures

Outline of these lectures. Introduction. Systems of ultracold atoms. Cold atoms in optical lattices. Bose Hubbard model. Equilibrium and dynamics Bose mixtures in optical lattices. Quantum magnetism of ultracold atoms. Detection of many-body phases using noise correlations

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Computational Physics (Lecture 3)

Computational Physics (Lecture 3) . PHY4370. Interpolation. Computer is a system with finite number of discrete states. In numerical analysis, the results obtained from computations are always approximations of the desired quantities and in most cases are within some uncertainties .

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Molecular Biophysics Diffraction theory (2)

Molecular Biophysics Diffraction theory (2). F cryst ( S ) = n a n b n c F 0 ( S ). if and only if 2 p a . S = 2 p b . S = 2 p c . S = 0 or 2 p or 4 p etc. }. h , k , l are integers, called the Miller indices of the scattered beam. Diffraction from a crystal.

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Computational Physics (Lecture 3)

Computational Physics (Lecture 3) . PHY4061. Interpolation. Computer is a system with finite number of discrete states. In numerical analysis, the results obtained from computations are always approximations of the desired quantities and in most cases are within some uncertainties.

316 views • 30 slides

Crystal Diffraction

Crystal Diffraction. Laue 1912. 1914 Nobel prize. Max von Laue (1879-1960). Lattice spacing typically. Today X-ray diffraction supplemented by. electron and neutron diffration. Energies X-ray , electrons and neutrons wave-particle. X-ray:. Electrons:. Neutrons:.

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Nuclear Physics

Varan Satchithanandan Mentor: Dr. Richard Jones. Nuclear Physics. Standard Model. explains what the world is and what holds it together consists of: 6 quarks 6 leptons force carrier particles two types of elementary particles fermions and bosons

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More Bandstructure Discussion

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More Bandstructure Discussion

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Preferred orientation

random. single crystal. oriented polycrystalline material. Preferred orientation. Stereographic projections of pole density. RD. {100} poles. {110} poles. Preferred orientation. Simple example - Goss texture (cubic). RD. {100} & {110} poles.

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