الأبحاث العلمية
My Papers’ Citations
[1] Galal AA, Amer TS, Elneklawy
AH, El-Kafly HF. Studying the influence of a gyrostatic moment on the
motion of a charged rigid body containing a viscous incompressible liquid. The
European Physical Journal Plus 2023; 138(10): 959.
[2] Amer TS, El-Kafly HF, Elneklawy
AH, Galal AA. Analyzing the spatial motion of a rigid body subjected to
constant body-fixed torques and gyrostatic moment. Scientific Reports
2024; 14(1): 5390.
[3] Amer TS, El-Kafly HF, Elneklawy
AH, Galal AA. Analyzing the dynamics of a charged rotating rigid body under
constant torques. Scientific Reports 2024; 14(1): 9839.
[4] Amer TS, El-Kafly HF, Elneklawy
AH, Amer WS. Modeling analysis on the influence of the gyrostatic moment on
the motion of a charged rigid body subjected to constant axial torque.
Journal of Low Frequency Noise, Vibration and Active Control 2024; 43(4): 1593–1610.
[5] Amer TS, Elneklawy AH,
El-Kafly HF. A novel approach to solving Euler’s nonlinear equations for a 3DOF
dynamical motion of a rigid body under gyrostatic and constant torques. Journal
of Low Frequency Noise, Vibration and Active Control 2024; 44(1): 111–129.
[6] Amer TS, Amer WS, Fakharany
M, Elneklawy AH, El-Kafly HF. Modeling of the Euler-Poisson equations
for rigid bodies in the context of the gyrostatic influences: An innovative
methodology. European Journal of Pure and Applied Mathematics 2025; 18(1):
5712.
[7] Amer TS, Elneklawy AH,
El-Kafly HF. Analysis of Euler’s equations for a symmetric rigid body subject
to time-dependent gyrostatic torque. Journal of Low Frequency Noise,
Vibration and Active Control 2025; 44(2): 831-843.
[8] Amer TS, El-Kafly HF, Elneklawy
AH, Galal AA. Stability analysis of a rotating rigid body: The role of
external and gyroscopic torques with energy dissipation. Journal of Low
Frequency Noise, Vibration and Active Control 2025; 44(3): 1502-1515.
[9] Amer TS, Elneklawy AH,
El-Kafly HF. Dynamical motion of a spacecraft containing a slug and influenced
by a gyrostatic moment and constant torques. Journal of Low Frequency Noise,
Vibration and Active Control 2025; 44(3): 1708-1725.
[10] Elneklawy AH.
Analyzing the motion of a charged rigid body under the influence of a
gyrostatic torque. in Engineering and Technology for Sustainable Development
Conference, Tanta, 2025. arXiv:2503.00494
[11] Amer TS, Alanazy A, Elneklawy
AH, Amer WS, El-Kafly HF. A novel study on the fourth first integral for
the rotatory motion of an impacted charged rigid body by external torques. Journal
of Low Frequency Noise, Vibration and Active Control 2025; 44(4): 1949-1960.
[12] Phan L, Gatti A, Han Z, et
al. Humanity's Last Exam, 2025. arXiv:2501.14249v7
[13] Amer TS, Alanazy A, Elneklawy
AH, Amer WS, El-Kafly HF. Asymptotic solutions for the 3D motion of
asymmetric charged gyrostatic satellite using Poincaré small parameter
technique. Aerospace Science Technology 2025; 168: 110764.
[14] Elneklawy AH, Amer
TS, Alanazy A, El-Kafly HF, Sallam AA. Nonlinear dynamical behavior of a
three-degree-of-freedom asymmetric rigid body under gyroscopic torque. Journal
of Low Frequency Noise, Vibration and Active Control 2026; 45(1): 150-177.
[15] Elneklawy AH, Amer TS,
Elkilany SA, Abo Seliem AS, Hegazy N. Damping-based attitude control of a
gyrostatic satellite in resistive media. Journal of Applied and
Computational Mechanics 2026; 12(3): 910-918.
[16] Elneklawy AH Amer TS,
El-Kafly HF. Nonlinear dynamical motion of a nearly spherical gyrostat
containing a spherical slug filled with a viscous liquid. Journal of
Nonlinear Mathematical Physics 2025; 32(1): 91.
[17] Amer TS, Elneklawy AH,
El-Kafly HF. Application of Krylov-Bogoliubov-Mitropolski method to asymmetric
gyrostatic 3D motion in multi-fields. Scientific Reports 2025; 15(1):
42548.
[18] Amer TS, El-Kafly HF, Elneklawy
AH, Galal AA, Energy Decay in a Gyrostatically Influenced Rigid Body, Journal
of Vibration Engineering & Technologies 2026; 14(2): 93.
[19] Amer TS, Hussein RK, Ivanova
EA, Elneklawy AH. Semi-analytic solutions for finite-rotation attitude
dynamics of gyrostatic rigid bodies. European Journal of Mechanics -
A/Solids 2026; 119: 106131.
[20] Elneklawy AH. Nonlinear
dynamic behavior of a nearly spherical gyrostat containing a spherical slug
filled with a viscous fluid. Engineering Conference for the Higher Institute
of Engineering and Technology in Tanta 2026.
[21] Elneklawy AH, Amer TS,
Elkilany SA, Abo Seliem AS, Hegazy N. Optimization of asymmetric gyrostatic
satellite kinematics in a resistive medium: A novel elliptic function solution.
Scientific Reports 2026; 16(1): 12212.
[22] Hussein RK, Ibrahem MA, Amer
TS, Elneklawy AH. Rotational dynamics and stability of gyrostatic
systems with prescribed internal mass motion: Asymptotic methods and spacecraft
attitude control. Mathematics 2026; 14(9): 1463.
[23] Elneklawy AH, Amer
TS, Elkilany SA, Abo Seliem AS, Hegazy N. Optimal stabilization of rotational
motion for a charged spacecraft with viscous fluid: Analytical and numerical
analysis. CEAS Space Journal 2026.
https://doi.org/10.1007/s12567-026-00725-z
[24] Alanazy A, Amer TS, Elneklawy
AH. Rotational dynamics of nearly spherical rigid bodies with gyrostatic
momentum under perturbing moments: A novel analytical and numerical
investigation. International Journal of Engineering Science 2026; 226:
104582.
[25] Amer TS, El-Sabaa FM, Elneklawy
AH, Gad HM. Non-Integrability of a coupled two-mode quartic Hamiltonian via
Kovalevskaya exponents. Journal of Complex and Multiphysics Engineering
Systems. 2026;1(3):319-327.
[26] Ershkov S, Amer TS, Elneklawy
AH. On the rotational trapped motion of a satellite near collinear
equilibrium points {L1, L2} in the planar ER3BP with variable eccentricity:
Semi-analytical results and Melnikov chaos analysis. Icarus 2026; 460: 117277.
[27] Elneklawy AH, Amer
TS, Ershkov SV. Parametric resonance and chaos in gyroscopic systems: Analysis
of electromagnetically perturbed spacecraft dynamics. Acta Astronautica
2026; 249: 690-703.
[28] Sallam AA, Amer TS, Elneklawy
AH. Rotational dynamics and robust Lyapunov control of a viscously damped
asymmetric gyrostat. Mechanics Research Communications 2026; 157: 104777.