micromagnetics.org

micromagnetics · theory and numerics

Magnum.fe, major update and more. Although being quiet for some time, we were very busy improving magnum.fe. We introduced some major changes to the API including cached virtual attributes for intermediate results and we added a bunch of new algorithms and models. Highlights of the closed source version include:. Fast preconditioned time integrator (up to 100x faster depending on the problem). Self-consistent solution of spin diffusion and current distribution. Equilibrium treatment of spin diffusion.

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micromagnetics · theory and numerics | micromagnetics.org Reviews

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Magnum.fe, major update and more. Although being quiet for some time, we were very busy improving magnum.fe. We introduced some major changes to the API including cached virtual attributes for intermediate results and we added a bunch of new algorithms and models. Highlights of the closed source version include:. Fast preconditioned time integrator (up to 100x faster depending on the problem). Self-consistent solution of spin diffusion and current distribution. Equilibrium treatment of spin diffusion.

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1 micro

2 magnetics

3 software

4 micromagnetism

5 publications

6 github organization

7 synthetic antiferromagnetic layers

8 exchangefield

9 class

10 timer

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micromagnetics · theory and numerics | micromagnetics.org Reviews

https://micromagnetics.org

Magnum.fe, major update and more. Although being quiet for some time, we were very busy improving magnum.fe. We introduced some major changes to the API including cached virtual attributes for intermediate results and we added a bunch of new algorithms and models. Highlights of the closed source version include:. Fast preconditioned time integrator (up to 100x faster depending on the problem). Self-consistent solution of spin diffusion and current distribution. Equilibrium treatment of spin diffusion.

INTERNAL PAGES

micromagnetics.org

1

70 lines of NumPy · micromagnetics

http://micromagnetics.org/2014/11/27/70-lines-of-numpy

70 lines of NumPy. We present a very concise but complete micromagnetic finite-difference code in only 70 lines of NumPy (without comments). The code can be found on our GitHub page. A description of the project is available on arXiv ( arXiv:1411.7188. Magnum.fe, major update and more 29 Jun 2015. Magnum.fe update for FEniCS 1.5 16 Jan 2015. Publication on spin-diffusion algorithm 23 Oct 2014.

2

Publication on spin-diffusion algorithm · micromagnetics

http://micromagnetics.org/2014/10/23/publication-spin-diffusion

Publication on spin-diffusion algorithm. The preprint of our manuscript entitled Self-consistent micromagnetic simulations including spin-diffusion effects is now available on arXiv ( arXiv:1410.6067. In this work present the spin-diffusion algorithm implemented in magnum.fe. And perform numerical experiments comparing the model to the spin-torque model by Slonczewski as well as the model by Zhang and Li. Magnum.fe, major update and more 29 Jun 2015. Magnum.fe update for FEniCS 1.5 16 Jan 2015.

3

Publications · micromagnetics

http://micromagnetics.org/publications

Last Update, 14 September, 2015. Abert, C., Ruggeri, M., Bruckner, F., Vogler, C., Hrkac, G., Praetorius, D., and Suess, D. (2014). Self-consistent micromagnetic simulations including spin-diffusion effects. Scientific Reports, in press, preprint available at arXiv:1410.6067. C Abert, G. Hrkac, M. Page, D. Praetorius, M. Ruggeri, and D. Suess. Spin-polarized transport in ferromagnetic multilayers: An unconditionally convergent FEM integrator. Computers and Mathematics with Applications, 68. Abert, C....

4

magnum.fe update for FEniCS 1.5 · micromagnetics

http://micromagnetics.org/2015/01/16/FEnICS-1.5

Magnum.fe update for FEniCS 1.5. We updated magnum.fe to work with FEniCS 1.5 which was released this week. Most notable changes of the new release are:. The exchange-field computation is pulled in the. The newly introduced point-integral measure is now used for nodewise operations. Class is introduced for basic profiling. Magnum.fe, major update and more 29 Jun 2015. 70 lines of NumPy 27 Nov 2014. Publication on spin-diffusion algorithm 23 Oct 2014.

5

Welcome to magnum.fe’s documentation! — magnum.fe 0.0.1 documentation

http://micromagnetics.org/magnum.fe

Install dependencies in Ubuntu 14.04. Hybrid FEM-BEM Method (Fredkin and Koehler). Welcome to magnum.fe’s documentation! Welcome to magnum.fe’s documentation! Magnum.fe is a finite-element package for the solution of dynamical micromagnetic problems. It is written in Python and C and largely relies on the multi purpose finite-element library FEniCS. For the solution of open-boundary problems a hybrid FEM/BEM method is implemented that uses the BEM. Integration of the Landau-Lifshitz-Gilbert Equation.

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micromagnetics.org

micromagnetics · theory and numerics

Magnum.fe, major update and more. Although being quiet for some time, we were very busy improving magnum.fe. We introduced some major changes to the API including cached virtual attributes for intermediate results and we added a bunch of new algorithms and models. Highlights of the closed source version include:. Fast preconditioned time integrator (up to 100x faster depending on the problem). Self-consistent solution of spin diffusion and current distribution. Equilibrium treatment of spin diffusion.

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