Iterative differential quadrature solutions for Bratu problem

Faculty Engineering Year: 2017
Type of Publication: ZU Hosted Pages:
Authors:
Laila Fouad Sedeek Morad
Journal: Computers and Mathematics with Applications Elsevier Volume:
Keywords : Iterative differential quadrature solutions , Bratu problem    
Abstract:
A numerical scheme based on differential quadrature methods, is introduced for solving Bratu problem. The problem is firstly reduced to an iterative one. Then, both of differential quadrature method (DQM) and moving least squares differen
    
     
 
       

Author Related Publications

  • Laila Fouad Sedeek Morad, "Vibration analysis of Euler–Bernoulli nanobeams embedded in an elastic medium by a sixth-order compact finite difference method", Elsevier, 2015 More
  • Laila Fouad Sedeek Morad, "“Exponential higher-order compact scheme for 3D steady convection–diffusion problem”", Elsevier, 2014 More
  • Laila Fouad Sedeek Morad, "Non-uniform HOC scheme for the 3D convection–diffusion equation", Science Publishing Group, 2013 More
  • Laila Fouad Sedeek Morad, "Numerical analysis of nonlinear free and forced vibrations of buckled curved beams resting on nonlinear elastic foundations", Elsevier, 2018 More
  • Laila Fouad Sedeek Morad, "Iterative Differential Quadrature Solutions for Bratu Problem", Elsevier Journal, 2017 More

Department Related Publications

  • Salwa Amien Mohamed ebrhiem, "Adaptive FAS-Multigrid Method for Nonlinear Elliptic Equations on Unstructured Grids", لايوجد, 1900 More
  • Amr Mohamed Salaheldeen Abdelaziem Mohamed, "Evaluation o Green's unction derivatives or exponentially graded elasticity", لايوجد, 1900 More
  • Salwa Amien Mohamed ebrhiem, "Optimally efficient multigrid algorithms for incompressible Euler equations", Emerald Group Publishing Limited, 2008 More
  • Salwa Amien Mohamed ebrhiem, "Adaptive FAS-multigrid method for nonlinear elliptic equations on unstructured grids", Wiley InterScience, 2007 More
  • Rania Bahgat Mohamed Amer, "An Efficient Method To Solve Thermal Wave Equations", Published by Scientific Research Publishing, 2014 More
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