aphi | Propagation of laser pulses in plasma | |

beta1-1 | Gross-Pitaevsku equation, unstable, large perturbation | |

beta1-2 | Gross-Pitaevsku equation, stable, small perturbation | |

beta1-3 | Gross-Pitaevsku equation, large non-linear term, small perturbation | |

beta1-4 | No Title | |

beta2-1 | Gross-Pitaevsku equation, Schrödinger version | |

beta2-2 | Gross-Pitaevsku equation, Schrödinger version (large non-linearity) | |

beta2m-1 | Gross-Pitaevsky equation, Schrödinger version, zero frequency | |

beta2m-2 | Gross-Pitaevsky equation, Schrödinger version, large frequency | |

beta2m2d-1 | Gross-Pitaevsku equation, Schrödinger version, 2D case, zero frequency | |

beta2m2d-2 | Gross-Pitaevsku equation, Schrödinger version, 2D case, large frequency, with offset | |

beta2m2d-5a | Gross-Pitaevsku equation, Schrödinger version, 2D case, large frequency, nonzero "chirp" | |

beta2m-3a | Gross-Pitaevsky equation, Schrödinger version, small frequency | |

beta2m-3b | Gross-Pitaevsky equation, Schrödinger version, large frequency | |

beta2m-5a | Gross-Pitaevsky equation, Schrödinger version, with "chirp" | |

courant | Courant number | |

cylbreak144 | No Title | |

cylbreak18 | No Title | |

cylbreak2d-12-512 | Stability in presence of cubic non-linearity in two dimensions | |

cylbreak2d-48-512 | Stability in presence of cubic non-linearity in two dimensions | |

cylbreak36 | No Title | |

cylbreak72 | No Title | |

cylbreak9 | No Title | |

cylsol1-18 | No Title | |

cylsol1-72 | No Title | |

cylsol1-9 | No Title | |

cylsol2-18 | No Title | |

cylsol2-36 | No Title | |

cylsol2-72 | No Title | |

cylsol2-9 | No Title | |

dumbbell1 | Dumbbell shaped region (starting from larger cavity) | |

dumbbell2 | Dumbbell shaped region (starting from the axis) | |

dumbbell3 | Dumbbell shaped region (starting from smaller cavity) | |

eps035 | Ginzburg-Landau equation (2D case) for ϵ = 0.35 | |

eps040 | Ginzburg-Landau equation (2D case) for ϵ = 0.40 | |

eps041 | Ginzburg-Landau equation (2D case) for ϵ = 0.41 | |

eps042 | Ginzburg-Landau equation (2D case) for ϵ = 0.42 | |

eps043 | Ginzburg-Landau equation (2D case) for ϵ = 0.43 | |

eps044 | Ginzburg-Landau equation (2D case) for ϵ = 0.44 | |

eps045 | Ginzburg-Landau equation (2D case) for ϵ = 0.45 | |

eps046 | Ginzburg-Landau equation (2D case) for ϵ = 0.46 | |

eps047 | Ginzburg-Landau equation (2D case) for ϵ = 0.47 | |

eps048 | Ginzburg-Landau equation (2D case) for ϵ = 0.48 | |

eps049 | Ginzburg-Landau equation (2D case) for ϵ = 0.49 | |

eps050 | Ginzburg-Landau equation (2D case) for ϵ = 0.50 | |

eps051 | Ginzburg-Landau equation (2D case) for ϵ = 0.51 | |

eps052 | Ginzburg-Landau equation (2D case) for ϵ = 0.52 | |

eps053 | Ginzburg-Landau equation (2D case) for ϵ = 0.53 | |

eps054 | Ginzburg-Landau equation (2D case) for ϵ = 0.54 | |

eps055 | Ginzburg-Landau equation (2D case) for ϵ = 0.55 | |

eps056 | Ginzburg-Landau equation (2D case) for ϵ = 0.56 | |

ginzburg2d050 | No Title | |

ginzburg2d055 | No Title | |

ginzburg2d060 | No Title | |

ginzburg2d445 | No Title | |

ginzburg3d30 | No Title | |

ginzburg3d35 | No Title | |

ginzburg3d40 | No Title | |

ginzburg3d45 | No Title | |

ginzburg3d50 | No Title | |

ginzburg3d55 | No Title | |

ginzburgl3d48m | No Title | |

ginzburgl3d50 | No Title | |

ginzburgl3d50m | No Title | |

ginzburgl3d52m | No Title | |

ginzburgl3d54m | No Title | |

heat | No Title | |

plane72 | No Title | |

plane72arg | No Title | |

sphere00 | No Title | |

sphere01 | No Title | |

sphere0m1 | No Title | |

sphere10 | No Title | |

sphere10b1 | No Title | |

sphere11 | No Title | |

sphere1m1 | No Title | |

spherem10 | No Title |

*Mathematica*program for generation of these web pages.- Documents related to Qatar, 2011
- Unpublished reports
- Home page