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Inexpensive atomic-scale conductance model calculating local electron currents e.g. for semiconductor, p-n junction 6
Inexpensive atomic-scale conductance model calculating local electron currents e.g. for semiconductor, p-n junction
I have just prepared initial article: https://www.researchgate.net/publication/357279512_Diffusion_models_for_atomic_scale_electron_currents_in_semiconductor_p-n_junction
Proposed inexpensive model calculates electron diffusion based on entropy maximization ( https://en.wikipedia.org/wiki/Maximal_entropy_random_walk ), what gives stationary probability distribution exactly as quantum ground state – with Anderson localization e.g. preventing conductance in semiconductor, until exceeding some threshold voltage.
Works great for p-n junction, I will try to get further e.g. transistor.
Are there models like this in literature, software? If not, what real-life usage could it allow for? E.g. some technology optimization?
Ps. Such simpler simulator: https://demonstrations.wolfram.com/ElectronConductanceModelsUsingMaximalEntropyRandomWalks/
I didn’t understand a word of that but looks really good so congrats!!
By inexpensive you mean less processing power?
Is this information that helps us better understand type-ii superconductors? Or all superconductors?
Note: I have not learned about superconductors in school and have done my own **very** brief research on the subject. Sorry if this is a futile question
legendary work
Are those actually carriers connecting to holes? This is cool AF! Thanks!