Journal Articles (25)
- 1. Md. Saifur Rahman, Tabassum Akter Trishna; "Modified harmonic balance method for forced nonlinear vibration of beam on an elastic foundation", Journal of Noise & Vibration Worldwide, 2023
- 2. M. Wali Ullah, M. Saifur Rahman, M. Alhaz Uddin; "Free vibration analysis of nonlinear axially loaded beams using a modified harmonic balance method", Partial Differential Equations in Applied Mathematics, 2022
- 3. M. Wali Ullah, M. Alhaz Uddin and M. Saifur Rahman; "An analytical technique for handling forced Van der Pol vibration equation", Journal of Bangladesh Academy of Sciences, 2021
- 4. M. Wali Ullah, M. Alhaz Uddin and M. Saifur Rahman; "A Modified Harmonic Balance Method for Solving Strongly Generalized Nonlinear Damped Forced Vibration Systems", Journal of Nonlinear Dynamics and Systems Theory, 2021
- 5. A.S.M.Z. Hasan and M. Saifur Rahman*; "Multi-level Residue Harmonic Balance Method for Nonlinear Vibration of the Beam", Journal of Low Frequency Noise, Vibration and Active Control, 2021
- 6. M. Shamsul Alam, M. Ashraful Huq, M. Kamrul Hasan, M. Saifur Rahman*; "A new technique for solving a class of strongly nonlinear oscillatory equations", Journal of Chaos, Solitons and Fractals, 2021
- 7. Ismot Ara Yeasmin, Nazmul Sharif, M. Saifur Rahman, M.S. Alam; "Analytical technique for solving the quadratic nonlinear oscillator", Results in Physics (2020), doi: https://doi.org/10.1016/j.rinp.2020.103303, 2020
- 8. M W Ullah, M S Rahman* and M A Uddin; "A modified harmonic balance method for solving forced vibration problems with strong nonlinearity", Journal of Low Frequency Noise, Vibration and Active Control, Vol. 0(0) 1–9. DOI: 10.1177/1461348420923433, 2020
- 9. Ismot Ara Yeasmin, M. Saifur Rahman*, M.S. Alam; "The modified Lindstedt-Poincare method for solving a quadratic nonlinear oscillator", Journal of Low Frequency Noise, Vibration & Active Control DOI: 10.1177/1461348420979758, 2020
- 10. M. Abul Kalam Azad, M. Saifur Rahman, M. Helal Uddin Molla; "A new technique for obtaining approximate solution of higher order nonlinear differential equation", Journal of Interdisciplinary Mathematics, 2019
- 11. M. Saifur Rahman, Ahmed Hossain; "Modified harmonic balance method for solving nonlinear free vibration problem of beam resting on nonlinear elastic foundation", Journal of Vibration Testing and System Dynamics, Vol. 3(2): pp-131-143., 2019
- 12. M. Saifur Rahman, A.S.M.Z. Hasan and Ismot Ara Yeasmin; "Modified multi-level residue harmonic balance method for solving nonlinear vibration problem of beam resting on nonlinear elastic foundation.", Journal of Applied and Computational Mechanics. Vol. 5(4): pp-627-638., 2018
- 13. M. Saifur Rahman, A.S.M.Z. Hasan; "Modified Harmonic Balance Method for the Solution of Nonlinear Jerk Equations", Journal of Results in Physics; Vol. 8: pp. 893-897, 2018
- 14. M. Saifur Rahman and Yiu-Yin. Lee; "New modified multi-level residue harmonic balance method for solving nonlinearly vibrating double-beam problem", Journal of Sound and Vibration; Vol. 406: pp. 295-327., 2017
- 15. A.S.M.Z. Hasan, M. Saifur Rahman, Y.Y. Lee and A. Y. T. Leung; "Multi-level residue harmonic balance solution for the nonlinear natural frequency of axially loaded beams with an internal hinge", Journal of Mechanics of Advanced Materials and Structures; DOI:10.1080/15376494.2016.1227492, 2016
- 16. M. Saifur Rahman, A.S.M.Z. Hasan and Y.Y. Lee; "Free Vibration Analysis of Third and Fifth Order Nonlinear Axially Loaded Beams Using the Multi-level Residue Harmonic Balance Method", Journal of Vibration Engineering & Technologies; Vol. 4(1): pp. 69-78, 2016
- 17. M Kamrul Hasan, M Ashraful Huq, M Saifur Rahman, M M Rahman and M S Alam; "A new implicit method for numerical solution of singular initial value problems. International", Journal of Conceptions on Computing and Information Technology; Vol. 2 (1): pp. 87-91., 2014
- 18. Md. Abdur Razzak, M. Saifur Rahman, K. C. Roy, B. M. Ikramul Haque, M. S. Alam; "An analytical technique to find approximate solutions of nonlinear non-oscillatory systems", Bulletin Calcutta Mathematical Society; Vol. 105(3): pp. 155-176, 2013
- 19. A. K. Azad, M. Alal Hosen, M. Saifur Rahman and M. S. Alam; "A perturbation technique to compute initial amplitude and phase for the Krylov-Bogoliubov-Mitropolskii method", Tamkang Journal of Mathematics; Vol. 43(4): pp. 563-575, 2012
- 20. M. Saifur Rahman, M. Majedur Rahman, M. Sajedur Rahaman and M. Shamsul Alam; "Harmonic balance solution of coupled nonlinear non-conservative differential equation", GANIT J. Bangladesh Math. Soc.; Vol. 32: pp. 1- 14, 2012
- 21. Md. Alal Hosen, M. Saifur Rahman, M. Shamsul Alam, M. Ruhul Amin; "An analytical technique for solving a class of strongly nonlinear conservative systems", Journal of Applied Mathematics and Computation; Vol. 218: pp. 5474-5486, 2012
- 22. M. Shamsul Alam, Kamalesh Chendra Roy, M. Saifur Rahman and Md. Mossaraf Hossain; "An analytic technique to find approximate solution of non-linear damped oscillatory system", Journal of the Franklin institute; Vol. 348: pp. 899-916, 2011
- 23. M. E. Haque, M. Saifur Rahman, S.S. Shanta, Mohamad Ahmad Izani and Mohamad Faisal Abd Karim; "Harmonic balance solution of quadratic nonlinear oscillator", Far East Journal of Applied Mathematics; Vol. 51(2): pp. 105-114, 2011
- 24. M. Abul Kalam Azad, M. Shamsul Alam, M. Saifur Rahman, Bimolendu Shekhar Sarkar; "A general multiple-time-scale method for solving an n-th order weakly nonlinear differential equation with damping", Communications of the Korean Mathematical Society; Vol. 26(4): pp. 695-708, 2011
- 25. M. Saifur Rahman, M.E. Haque and S.S. Shanta; "Harmonic Balance Solution of Nonlinear Differential Equation (Non-Conservative)", Journal of Advances in Vibration Engineering; Vol. 9(4): pp. 345-356, 2010
Conference Papers (2)
- 1. M. Wali Ullah, M. Alhaz Uddin and M. Saifur Rahman; "ANALYTICAL SOLUTION OF MODIFIED FORCED VAN DER POL VIBRATION EQUATION USING MODIFIED HARMONIC BALANCE METHOD", Khulna University Studies, 2022
- 2. M. Saifur Rahman, M. Alal Hosen, M. Shamsul Alam; "Harmonic Balance Solution of Mulholland Equation", International Multi-Conference of engineers and Computer Scientists 2011, March 16-18, Hong Kong, 2011