Search Results - "Wave equation"

Exact wave solutions and obliqueness of truncated M-fractional Heisenberg ferromagnetic spin chain model through two analytical techniques.

Authors: Raheel, M. Zafar, Asim Bekir, Ahmet et al.

Source: Waves in Random & Complex Media. Jun2026, Vol. 36 Issue 3, p2997-3015. 19p.

Stability results of locally coupled wave and Euler Bernoulli equations with local Kelvin–Voigt dampings.

Authors: Ahmedi, Wafa Ben Aissa, Akram

Source: SeMA Journal. Jun2026, Vol. 83 Issue 2, p215-253. 39p.

Periodicity of FEM Discrete Models and Its Influence on Solutions to the 1-D Wave Equation.

Authors: Waszkowiak, Wiktor Doliński, Łukasz Kowalski, Paweł et al.

Source: Applied Sciences (2076-3417); May2026, Vol. 16 Issue 10, p5150, 31p

Output regulation analysis and proportional‐derivative controller design for a single‐input single‐output linear wave system.

Authors: Wang, Zi‐Wei Liu, Jun‐Jun

Source: Asian Journal of Control; May2026, Vol. 28 Issue 3, p1410-1418, 9p

EXPONENTIAL BOUNDARY STABILIZATION OF A ONE-DIMENSIONAL ANTI-DAMPED WAVE EQUATION VIA INTEGRAL TRANSFORMATION.

Authors: EL HASSANI, MUSTAPHA EL KAHOUI, ABDELKARIM

Source: Gulf Journal of Mathematics. 2026, Vol. 23 Issue 1, p1-15. 15p.

Benchmark Problems for the One-Dimensional Wave Equation Under Mixed Boundary Conditions: Initial-Value and Two-Time Specifications.

Authors: Vadai, Zsolt Kézi, Csaba

Source: Applied Sciences (2076-3417); Apr2026, Vol. 16 Issue 8, p3755, 21p

Exponential Growth of Solutions to the Wave Equations with Boundary Fractional Derivative Damping and a Boundary Source Term.

Authors: Bahri, Noureddine Braik, Abdelkader Beniani, Abderrahmane et al.

Source: Journal of Nonlinear Mathematical Physics. 4/15/2026, Vol. 33 Issue 1, p1-21. 21p.

Approximate Solution and Simulation for Fractional Burger Equation with Two Initial Conditions.

Authors: Aldeen Jameel, Huda Emad Shihab, Fatimah Ahmed Al-Azzawi, Saad Naji

Source: Baghdad Science Journal; 2026, Vol. 23 Issue 4, p1241-1254, 14p

On a space-time implementation of the wave equation using virtual elements.

Authors: Wriggers, P. Junker, Ph.

Source: Computational Mechanics. Jan2026, Vol. 77 Issue 1, p197-211. 15p.

Subjects: Spacetime, Wave equation, Structural components, Finite element method, Discretization methods, Numerical analysis, Hamilton's principle function

VARIATIONAL APPROACH FOR THE FRACTAL GENERALIZED BOGOYAVLENSKY-KONOPELCHENKO EQUATION.

Authors: SUN, Yi LU, Jun-Feng

Source: Thermal Science. 2026, Vol. 30 Issue 2A, p837-846. 10p.

Subjects: Variational approach (Mathematics), Wave equation, Fractional differential equations, Derivatives (Mathematics), Partial differential equations

A NEW METHOD FOR NUMERICAL SOLUTION OF WAVE EQUATION IN HYPERBOLIC MODEL BASED ON STOCHASTIC SIMULATION.

Authors: TIAN, Yi¹ ttxsun@163.com

Source: Thermal Science. 2026, Vol. 30 Issue 2A, p1117-1123. 7p.

Subjects: Wave equation, Monte Carlo method, Numerical solutions to equations, Jacobi method, Finite difference method, Theory of wave motion

Unified Entropic Dynamics Framework for Classical, and Quantum Wave Equations.

Authors: Nawaz, Shahid Saleem, Muhammad Anwar, Muhammad S. et al.

Source: Journal of Holography Applications in Physics. Summer2026, Vol. 6 Issue 3, p72-96. 25p.

Existence and Finite Dimension of a Global Attractor for a Kirchhoff Wave Equation With a Memory Term and a Weak Damping.

Authors: Qin, Yuming Dai, Leijia Wang, Hongli

Source: Asymptotic Analysis. Mar2026, Vol. 146 Issue 4, p302-322. 21p.

A MOTION PLANNING PROBLEM FOR ANTI-DAMPED WAVE EQUATION.

Authors: EL HASSANI, MUSTAPHA EL KAHOUI, ABDELKARIM

Source: Gulf Journal of Mathematics. 2026, Vol. 22 Issue 2, p1-15. 15p.

Solving Fuzzy Non-homogeneous Wave Equations via Laplace Residual Power Series Approach.

Authors: Ghazouani, Aziz El Elomari, M'hamed

Source: New Mathematics & Natural Computation. Mar2026, Vol. 22 Issue 1, p29-39. 11p.

GENERALIZATION OF THE ONE-DIMENSIONAL WAVE EQUATION VIA (p, q)- DEFORMATION.

Authors: ALTOUM, SAMI H.

Source: Journal of Computational Analysis & Applications; 2026, Vol. 35 Issue 2, p1-12, 12p

Seismic simulation for distributed acoustic sensing data using a novel stress and strain-rate elastic wave equation.

Authors: Zhao, Chong Yang, Ji-Dong Huang, Jian-Ping et al.

Source: Petroleum Science (KeAi Communications Co.). Feb2026, Vol. 23 Issue 2, p626-642. 17p.

Stable Determination of the Initial Data in an IBVP for the Wave Equation Outside a Non-trapping Obstacle.

Authors: Choulli, Mourad¹ mourad.choulli@univ-lorraine.fr

Source: Communications on Applied Mathematics & Computation. Feb2026, Vol. 8 Issue 1, p87-93. 7p.

Diverse wave solutions to the new extended (2+1)-dimensional nonlinear evolution equation: Phase portrait, bifurcation and sensitivity analysis, chaotic pattern, variational principle, and Hamiltonian.

Authors: Liang, Yan-Hong Wang, Kang-Jia

Source: International Journal of Geometric Methods in Modern Physics. Feb2026, Vol. 23 Issue 2, p1-16. 16p.

Asymptotic behavior of the wave equation under time-dependent fractional damping.

Authors: Bidi, Younes Fahad Aljurbua, Saleh Bchatnia, Ahmed et al.

Source: Journal of Inequalities & Applications. 1/5/2026, Vol. 2026 Issue 1, p1-19. 19p.