269 results on '"El-Dib, Yusry O."'
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2. Galerkin’s method to solve a fractional time-delayed jerk oscillator
3. An innovative efficient approach to solving damped Mathieu–Duffing equation with the non-perturbative technique
4. A new perspective on the dynamic forced 2-DOF system with the non-perturbative approach
5. The periodic property of Gaylord’s oscillator with a non-perturbative method
6. An efficient approach to converting the damping fractal models to the traditional system
7. Suppressing the vibration of the third-order critically damped Duffing equation
8. A novel pattern in a class of fractal models with the non-perturbative approach
9. The damping Helmholtz–Rayleigh–Duffing oscillator with the non-perturbative approach
10. Nonlinear hydromagnetic instability of oscillatory rotating rigid-fluid columns
11. Criteria of vibration control in delayed third-order critically damped Duffing oscillation
12. THE UP-GRATING RANK APPROACH TO SOLVE THE FORCED FRACTAL DUFFING OSCILLATOR BY NON- PERTURBATIVE TECHNIQUE.
13. A comprehensive study of stability analysis for nonlinear Mathieu equation without a perturbative technique.
14. Homotopy perturbation method with rank upgrading technique for the superior nonlinear oscillation
15. Homotopy perturbation method with three expansions
16. Periodic property of the time-fractional Kundu–Mukherjee–Naskar equation
17. Short remarks on the paper: A novel methodology for a time-delayed controller to prevent nonlinear system oscillations.
18. A Nonlinear Azimuthal Instability of Hydromgantic Rigid-Rotating Column
19. Short remarks on the paper: A novel methodology for a time-delayed controller to prevent nonlinear system oscillations
20. Homotopy perturbation method for Fangzhu oscillator
21. The Nonlinear Instability of a Cylindrical Interface Between Two Hydromagnetic Darcian Flows
22. Stability analysis of a time-delayed Van der Pol–Helmholtz–Duffing oscillator in fractal space with a non-perturbative approach.
23. Stability approach for periodic delay Mathieu equation by the He- multiple-scales method
24. Modified multiple scale technique for the stability of the fractional delayed nonlinear oscillator
25. A fractionally time-delayed SD-Van-der-Pol oscillator with a non-perturbative approach
26. An instrumental insight for a periodic solution of a fractal Mathieu–Duffing equation.
27. Successive approximate solutions for nonlinear oscillation and improvement of the solution accuracy with efficient non-perturbative technique
28. A novel technique to obtain a time-delayed vibration control analytical solution with simulation of He’s formula
29. A heuristic approach to the prediction of a periodic solution for a damping nonlinear oscillator with the non-perturbative technique
30. A novelty to the nonlinear rotating Rayleigh–Taylor instability
31. Periodic solution of the cubic nonlinear Klein–Gordon equation and the stability criteria via the He-multiple-scales method
32. Resonance simulation of the coupled nonlinear Mathieu's equation.
33. Periodic solution of the parametric Gaylord's oscillator with a non-perturbative approach
34. Properties of complex damping Helmholtz–Duffing oscillator arising in fluid mechanics
35. A novel pattern in nonlinear interfacial stability for a magnetic fluid column subject to an axial rotation
36. Estimated the frequencies of a coupled damped nonlinear oscillator with the non-Perturbative method
37. An efficient approach to solving fractional Van der Pol–Duffing jerk oscillator
38. Insightful and comprehensive formularization of frequency–amplitude formula for strong or singular nonlinear oscillators
39. Properties of complex damping Helmholtz–Duffing oscillator arising in fluid mechanics.
40. Immediate solution for fractional nonlinear oscillators using the equivalent linearized method
41. Insightful and comprehensive formularization of frequency–amplitude formula for strong or singular nonlinear oscillators.
42. Estimated the frequencies of a coupled damped nonlinear oscillator with the non-Perturbative method.
43. On the modeling of a parametric cubic–quintic nonconservative Duffing oscillator via the modified homotopy perturbation method
44. The simplest approach to solving the cubic nonlinear jerk oscillator with the non‐perturbative method
45. An innovative technique to solve a fractal damping Duffing-jerk oscillator.
46. The non‐conservative forced Toda oscillator
47. THE ENHANCED HOMOTOPY PERTURBATION METHOD FOR AXIAL VIBRATION OF STRINGS
48. A heuristic review on the homotopy perturbation method for non-conservative oscillators
49. A TUTORIAL INTRODUCTION TO THE TWO-SCALE FRACTAL CALCULUS AND ITS APPLICATION TO THE FRACTAL ZHIBER–SHABAT OSCILLATOR
50. Suppressing the vibration of the third-order critically damped Duffing equation
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