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International Journal of Numerical Analysis and Modeling
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  • A Novel Deep Neural Network Algorithm for the Helmholtz Scattering Problem in the Unbounded Domain

    Andy L Yang
    2023-09-19
    24648 2111 Pages:724-738
  • Pollution-Free Finite Difference Schemes for Non-Homogeneous Helmholtz Equation

    K. Wang, Y. S. Wong
    2014-11-01
    33700 2686 Pages:787-815
  • Parallel Preconditioners for Plane Wave Helmholtz and Maxwell Systems with Large Wave Numbers

    L. Yuan, Q.-Y. Hu & H.-B. An
    2016-09-03
    32716 2682 Pages:802-819
  • Analysis of Pollution-Free Approaches for Multi-Dimensional Helmholtz Equations

    Kun Wang, Yau Shu Wong, Jizu Huang
    2018-11-22
    33567 2729 Pages:412-435
  • Isogeometric Solution of Helmholtz Equation with Dirichlet Boundary Condition in Regions with Irregular Boundary: Numerical Experiences

    Victoria Hernández Mederos, Isidro Abellό Ugalde, Rolando M. Bruno Alfonso, Domenico Lahaye, Valia Guerra Ones
    2022-11-28
    293815 3190 Pages:1-28
  • A Multilevel Method for Solving the Helmholtz Equation: The Analysis of the One-Dimensional Case

    S. Andouze, O. Goubet & P. Poullet
    2011-08-01
    32783 2678 Pages:365-372
  • On the Influence of the Wavenumber on Compression in a Wavelet Boundary Element Method for the Helmholtz Equation

    S. C. Hawkins, K. Chen & P. J. Harris
    2007-04-01
    31364 3706 Pages:48-62
  • An Optimal 9-Point Finite Difference Scheme for the Helmholtz Equation with PML

    Z. Chen, D. Cheng, W. Feng & T. Wu
    2013-10-01
    32905 15865 Pages:389-410
  • An Augmented IIM for Helmholtz/Poisson Equations on Irregular Domains in Complex Space

    S.-D. M. Zhang & Z.-L. Li
    2018-08-15
    32985 3937 Pages:166-178
  • Weak Galerkin Method for the Helmholtz Equation with DtN Boundary Condition

    Qingjie Hu, Yinnian He, Kun Wang
    2020-08-04
    35077 2575 Pages:643-661
  • A Mesh-Less, Ray-Based Deep Neural Network Method for the Helmholtz Equation with High Frequency

    Andy L Yang, Feng Gu
    2022-06-22
    37655 2641 Pages:587-601
  • A Hybridizable Weak Galerkin Method for the Helmholtz Equation with Large Wave Number: $hp$ Analysis

    Jiangxing Wang & Zhimin Zhang
    2018-09-18
    31867 2471 Pages:744-761
  • A Weighted Variational Formulation Based on Plane Wave Basis for Discretization of Helmholtz Equations

    Q. Hu & L. Yuan
    2014-11-01
    32469 2653 Pages:587-607
  • Analysis of a Cartesian PML Approximation to the Three Dimensional Electromagnetic Wave Scattering Problem

    J. H. Bramble, J. E. Pasciak
    2012-08-06
    35727 2557 Pages:543-561
  • On a Robust Iterative Method for Heterogeneous Helmholtz Problems for Geophysics Applications

    Y. A. Erlangga, C. Vuik, C. W. Oosterlee
    2005-11-03
    29748 2385 Pages:197-208
  • Estimation of Optimal Acoustic Liner Impedance Factor for Reduction of Radiated Engine Noise

    Y. Cao, M. Y. Hussaini & H. Yang
    2007-04-01
    32687 3812 Pages:116-126
  • Residual-Based a Posteriori Estimators for the T/Ω Magnetodynamic Harmonic Formulation of the Maxwell System

    E. Creuse, S. Nicaise, Z. Tang, Y. L. Menach, N. Nemitz, F. Piriou
    2013-10-01
    32136 2621 Pages:411-429
  • Nonconforming Mixed Finite Element Methods for Stationary Incompressible Magnetohydrodynamics

    D. Shi & Z. Yu
    2013-10-01
    32777 2560 Pages:904-919
  • A Fully Discrete Calderόn Calculus for Two Dimensional Time Harmonic Waves

    V. Dominguez, S. Lu, F.-J. Sayas
    2021-10-20
    33823 2618 Pages:332-345
  • Analysis of an Augmented Fully-Mixed Finite Element Method for a Three-Dimensional Fluid-Solid Interaction Problem

    G. N. Gatica, A. Marquez, S. Meddahi
    2014-11-01
    32940 2577 Pages:624-656
  • Discussion of Dynamics and Operator Splitting Techniques for Two-Phase Flow with Gravity

    K.-A. Lie, J. R. Natvig, H. M. Nilsen
    2012-08-06
    34450 2440 Pages:684-700
  • An Error Estimate of the Coupled Finite-Infinite Element Method for Scattering from an Arc

    W. Sun, & F. Ma
    2014-11-01
    32883 2638 Pages:841-853
  • A Hyperbolic-Elliptic Model of Two-Phase Flow in Porous Media — Existence of Entropy Solutions

    G. M. Coclite, K. H. Karlsen, S. Mishra, N. H. Risebro
    2012-08-06
    34672 2497 Pages:562-583
  • Efficient Finite Difference Methods for Acoustic Scattering from Circular Cylindrical Obstacle

    R. Guo, K. Wang & L.-W. Xu
    2016-11-08
    31993 2750 Pages:986-1002
  • Efficient Energy-Stable Dynamic Modeling of Compositional Grading

    J.-S. Kou & S.-Y. Sun
    2016-05-08
    31865 2718 Pages:218-242
  • Multiscale Feature Detection in Unsteady Separated Flows

    G. Chen, Z. Lin, D. Morse, S. Snider, S. Apte, J. Liburdy & E. Zhang
    2018-07-09
    31216 2544 Pages:17-35
  • A Stochastic Gradient Descent Method for the Design of Optimal Random Interface in Thin-Film Solar Cells

    Dan Wang, Yanzhao Cao, Qiang Li, Jihong Shen
    2021-03-25
    38037 2565 Pages:384-398
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