The LisbOn KInetics (LoKI) is a simulation tool that couples two main calculation blocks:
LoKI-B and LoKI-C can run coupled together or as standalone tools. The scheme below shows the general workflow of LoKI.
The LisbOn KInetics Monte Carlo (LoKI-MC) solves the electron kinetics for low-temperature plasmas excited by uniform DC electric fields from different gas mixtures, using Monte Carlo techniques. LoKI-MC was released as open-source code licensed under the GNU general public license, being freely available here
LoKI-MC is written in C++, benefiting from a highly-efficient object-oriented structure.
Following the strategy and data organization of the LisbOn KInetics Boltzmann solver (LoKI-B), the code easily
addresses any complex mixture of atomic/molecular species, describing electron collisions with any target state (electronic, vibrational and rotational), characterized by any user-prescribed population.
On input, the code requires the working conditions, the gas-mixture composition, the distributions of populations for the levels of the atomic/molecular gases considered, and the relevant sets of electron-scattering cross sections obtained from the open-access website LXCat. On output, it yields the electron energy and velocity distribution functions, the electron swarm parameters, the collision rate-coeffcients, and the electron power absorbed from the electric field and transferred to the different collisional channels.
For more information about LoKI-MC, see
T. C. Dias, A. Tejero-del-Caz, L. L. Alves and V. Guerra, The LisbOn KInetics Monte Carlo solver, Computer Physics Communications 108554 (2022), available here.
After downloading LoKI-MC (available here), and especially if you intend to interact with us, you are invited to send a short message
to: loki@tecnico.ulisboa.pt
with subject: LoKI-MC
just giving your name and affiliation.
When using LoKI-MC in your work please give proper credits to the main developers, by adding the following citation
Dias T C et al "The LisbOn KInetics Monte Carlo solver" 2022 Comput. Phys. Commun. 108554