New computational technique based on Bernstein polynomials and higher order finite difference schemes for temporal and spatial reactor calculations
Author:
Publisher
Elsevier BV
Subject
Nuclear Energy and Engineering
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1. Semi-analytical solutions of fractional neutron diffusion models with thermal–hydraulic feedback via computational method;Annals of Nuclear Energy;2025-02
2. Numerical approximation of a two-dimensional fractional neutron diffusion model describing dynamics of neutron flux in a nuclear reactor;Progress in Nuclear Energy;2024-07
3. Steady and transient solutions of neutron diffusion equations via computational methods based on Hartley series and higher order finite difference schemes;Annals of Nuclear Energy;2024-06
4. Fractional Bernstein polynomial method for solving time-fractional neutron diffusion systems;Progress in Nuclear Energy;2024-05
5. Solving Nonlinear Multi-Order Fractional Differential Equations Using Bernstein Polynomials;IEEE Access;2023
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