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ABINIT school on ground state and linear respons ... (No replies)
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We are pleased to announce that registration for the ABINIT school on ground state and linear response properties, Prague, Czech Republic, 2–6 September 2019, is open.
In order to register, please go to the school's website, http://palata.fzu.cz/abinitschool/ .
On the right hand side, you find the "Registration" button which leads you to the online registration form.
Deadines and important dates:
Registration deadline (for filling the online registration form) is May 1, 2019.
In case of acceptance, you will receive an acceptance email by May 10. Please wait for this email, it will contain payment instructions.
In case of acceptance, in order to complete your registration and secure your place in the school, please bank-transfer the registration fee by May 15.
Topics covered in the school:
In this 5-days ABINIT school we will teach the capabilities of ABINIT for ground state, linear-response properties and molecular dynamics as well as the most recent advances made in the code: noncollinear magnetism and linear response with magnetic field, PIMD, second-principles MULTIBINIT code. This will give the participants a strong knowledge of how to use the ABINIT capabilities for newcomers but also about the capabilities of the latest developments for more advanced users. In this school we thus propose to focus on the following topics:
- Ground state properties (electronic density, collinear and non-collinear magnetism, atomic and cell relaxations).
- Linear response as implemented through the DFPT for atomic, strain, electric and magnetic field perturbations (phonons, Born and magnetic effective charges, dielectric, elastic, piezoelectric, and magnetoelectric tensors, nonlinear electro-optical coefficients, Raman intensities, magnetic susceptibility).
- Berry phase calculation of the polarization, applied electric/displacement and magnetic fields.
- Efficient post-processing of the data with internal tools (Abipy, Agate) and how to analyze displacive phase transitions (symmetry adapted mode, etc).
- Introduction to the second-principles MULTIBINIT code for crystal simulations of large cells with temperature effects and dynamics.
- Introduction for efficient use of parallel and highly parallel implementations of ABINIT.
If you are interested, you can register for notifications on the web site http://palata.fzu.cz/abinitschool/.