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Goal-Based Error Estimation for the Multi-Dimensional Diamond Difference and Box Discrete Ordinate (SN) Methods J. Comput. Theor. Transp. (IF 0.557) Pub Date : 2020-01-30 R. S. Jeffers; J. Kópházi; M. D. Eaton; F. Févotte; F. Hülsemann; J. Ragusa
Goal-based error estimation due to spatial discretization and adaptive mesh refinement (AMR) has previously been investigated for the one dimensional, diamond difference, discrete ordinate (1-D DD-SN) method for discretizing the Neutron Transport Equation (NTE). This paper investigates the challenges of extending goal-based error estimation to multi-dimensions with supporting evidence provided on 2-D
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Stochastic Resonance of Charge Carriers Diffusion in a Semiconductor Layer under a Nonuniform Low Temperature J. Comput. Theor. Transp. (IF 0.557) Pub Date : 2020-01-23 Berhanu Aragie
We study the dynamics of charge carriers jumping from one trap to the other of potential trap depth Φ in a one-dimensional semiconductor layer with the help of thermal noise. Applying a nonuniform temperature, colder around the center and hotter on moving away from it, favors the charge carriers to migrate toward the center and populate around the center. However, exposing the system to another additional
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