Patricio Farrell
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Cited by
Drift-diffusion models
P Farrell, N Rotundo, DH Doan, M Kantner, J Fuhrmann, T Koprucki
Handbook of Optoelectronic Device Modeling and Simulation 2, 733-771, 2017
Computational and analytical comparison of flux discretizations for the semiconductor device equations beyond Boltzmann statistics
P Farrell, T Koprucki, J Fuhrmann
Journal of Computational Physics 346, 497-513, 2017
RBF multiscale collocation for second order elliptic boundary value problems
P Farrell, H Wendland
SIAM Journal on Numerical Analysis 51 (4), 2403-2425, 2013
On thermodynamic consistency of a Scharfetter–Gummel scheme based on a modified thermal voltage for drift-diffusion equations with diffusion enhancement
T Koprucki, N Rotundo, P Farrell, DH Doan, J Fuhrmann
Optical and Quantum Electronics 47, 1327-1332, 2015
Highly accurate quadrature-based Scharfetter–Gummel schemes for charge transport in degenerate semiconductors
M Patriarca, P Farrell, J Fuhrmann, T Koprucki
Computer Physics Communications 235, 40-49, 2019
From atomistic tight-binding theory to macroscale drift–diffusion: Multiscale modeling and numerical simulation of uni-polar charge transport in (In, Ga) N devices with random …
M O’Donovan, D Chaudhuri, T Streckenbach, P Farrell, S Schulz, ...
Journal of Applied Physics 130 (6), 2021
Comparison of thermodynamically consistent charge carrier flux discretizations for Fermi–Dirac and Gauss–Fermi statistics
P Farrell, M Patriarca, J Fuhrmann, T Koprucki
Optical and quantum electronics 50, 1-10, 2018
Multiscale simulations of the electronic structure of III-nitride quantum wells with varied indium content: Connecting atomistic and continuum-based models
D Chaudhuri, M O’Donovan, T Streckenbach, O Marquardt, P Farrell, ...
Journal of Applied Physics 129 (7), 2021
Model development for sc-drying kinetics of aerogels: Part 2. Packed bed of spherical particles
I Selmer, AS Behnecke, P Farrell, A Bueno, P Gurikov, I Smirnova
The journal of supercritical fluids 147, 149-161, 2019
Modelling charge transport in perovskite solar cells: Potential-based and limiting ion depletion
D Abdel, P Vágner, J Fuhrmann, P Farrell
Electrochimica Acta 390, 138696, 2021
Assessing the quality of the excess chemical potential flux scheme for degenerate semiconductor device simulation
D Abdel, P Farrell, J Fuhrmann
Optical and Quantum Electronics 53, 1-10, 2021
Multilevel interpolation of divergence-free vector fields
P Farrell, K Gillow, H Wendland
IMA Journal of Numerical Analysis 37 (1), 332-353, 2017
Nonlinear diffusion, boundary layers and nonsmoothness: Analysis of challenges in drift–diffusion semiconductor simulations
P Farrell, D Peschka
Computers & Mathematics with Applications 78 (12), 3731-3747, 2019
ddfermi–a drift-diffusion simulation tool
DH Doan, P Farrell, J Fuhrmann, M Kantner, T Koprucki, N Rotundo
ddfermi–a driftdiffusion simulation tool (Weierstrass Institute (WIAS), doi …, 2016
Multiscale simulations of uni-polar hole transport in (In, Ga) N quantum well systems
M O’Donovan, P Farrell, T Streckenbach, T Koprucki, S Schulz
Optical and Quantum Electronics 54 (7), 405, 2022
Handbook of optoelectronic device modeling and simulation
P Farrell, N Rotundo, DH Doan, M Kantner, J Fuhrmann, T Koprucki
CRC Press 2, 733, 2017
Tetrahedral mesh improvement using moving mesh smoothing, lazy searching flips, and RBF surface reconstruction
F Dassi, L Kamenski, P Farrell, H Si
Computer-Aided Design 103, 2-13, 2018
Modeling and simulation of the lateral photovoltage scanning method
P Farrell, S Kayser, N Rotundo
Computers & Mathematics with Applications 102, 248-260, 2021
Uniform second order convergence of a complete flux scheme on unstructured 1d grids for a singularly perturbed advection–diffusion equation and some multidimensional extensions
P Farrell, A Linke
Journal of Scientific Computing 72, 373-395, 2017
An anisoptropic surface remeshing strategy combining higher dimensional embedding with radial basis functions
F Dassi, P Farrell, H Si
Procedia engineering 163, 72-83, 2016
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