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Abdallah A. Nahla
Researcher at Tanta University
Publications - 34
Citations - 590
Abdallah A. Nahla is an academic researcher from Tanta University. The author has contributed to research in topics: Eigenvalues and eigenvectors & Coefficient matrix. The author has an hindex of 14, co-authored 29 publications receiving 524 citations. Previous affiliations of Abdallah A. Nahla include Taif University.
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Solution of the point kinetics equations in the presence of Newtonian temperature feedback by Padé approximations via the analytical inversion method
TL;DR: In this paper, a method based on Pade approximations is applied to the solution of the point kinetics equations with a time varying reactivity, which is applicable equally well to nonlinear problems, where the reactivity depends on the neutron density through temperature feedback.
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Generalization of the analytical inversion method for the solution of the point kinetics equations
TL;DR: In this paper, a method based on the analytical inversion of polynomials of the point kinetics matrix is applied to the solution of the reactor kinetics equations, which is found to be very fast and accurate, and has the ability to reproduce all the features of transients.
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Analytical solution to solve the point reactor kinetics equations
TL;DR: In this paper, a new analytical solution for solving the point reactor kinetics equations with multi-group of delayed neutrons is presented based on the roots of inhour equation, eigenvalues of the coefficient matrix.
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An efficient technique for the point reactor kinetics equations with Newtonian temperature feedback effects
TL;DR: In this paper, the point reactor kinetics equations of six groups of delayed neutrons with step, ramp, sinusoidal and temperature feedback reactivities are rewritten in the matrix form and the solution of this matrix form is introduced.
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Taylor’s series method for solving the nonlinear point kinetics equations
TL;DR: Taylor's series method for solving the point reactor kinetics equations with multi-group of delayed neutrons in the presence of Newtonian temperature feedback reactivity is applied and programmed by FORTRAN as mentioned in this paper.