[1] Ebrahimi-Mamaghani A, Mirtalebi SH, Ahmadian MT (2020) Magneto-mechanical stability of axially functionally graded supported nanotubes. Mater Res Express 6(3): 1250-1255.

[2] Ebrahimi-Mamaghani A, Sarparast H, Rezaei M (2020) On the vibrations of axially graded Rayleigh beams under a moving load. Appl Math Model 84(3): 554-570.

[3] Ebrahimi-Mamaghani A, Sotudeh-Gharebagh R, Zarghami R, Mostoufi N (2019) Dynamics of two-phase flow in vertical pipes. J Fluid Struct 87(1): 150-173.

[4] Ebrahimi-Mamaghani A, Sotudeh-Gharebagh R, Zarghami R, Mostoufi N (2020) Thermo-mechanical stability of axially graded Rayleigh pipes. Mech Based Des Struc 1-30.

[5] Ebrahimi Mamaghani A, Hosseini R, Shahgholi M, Sarparast H (2018) Free lateral vibration analysis of inhomogeneous beams under various boundary conditions. Journal of Solid and Fluid Mechanics 8(1): 123-135. (In Persian)

[6] Ebrahimi Mamaghani A, sarparast H (2018) Target energy transfer from a doubly clamped beam subjected to the harmonic external load using nonlinear energy sink. Journal of Solid and Fluid Mechanics 8(9): 165-177. (In Persian)

[7] Hosseini R, Ebrahimi mamaghani A, Nouri M (2017) An Experimental Investigation into width reduction effect on the efficiency of piezopolymer vibration energy harvester. Journal of Solid and Fluid Mechanics 7(3): 41-51. (In Persian)

[8] Mamaghani AE, Khadem S, Bab S (2016) Vibration control of a pipe conveying fluid under external periodic excitation using a nonlinear energy sink. Nonlinear Dynam 86(1): 1761-1795.

[9] Mamaghani AE, Khadem SE, Bab S, Pourkiaee SM (2018) Irreversible passive energy transfer of an immersed beam subjected to a sinusoidal flow via local nonlinear attachment. Int J Mech Sci 138(8): 427-447.

[10] Mamaghani AE, Zohoor H, Firoozbakhsh K, Hosseini R (2013) Dynamics of a running below-knee prosthesis compared to those of a normal subject. Journal of Solid Mechanics 6(3): 152-160.

[11] Hosseini R, Hamedi M, Ebrahimi Mamaghani A, Kim HC, Kim J, Dayou J (2017) Parameter identification of partially covered piezoelectric cantilever power scavenger based on the coupled distributed parameter solution. Int J Smart Nano Mater 8(2): 110-124.

[12] Safarpour M, Rahimi A, Alibeigloo A, Bisheh H, Forooghi A (2019) Parametric study of three-dimensional bending and frequency of FG-GPLRC porous circular and annular plates on different boundary conditions. Mech Based Des Struc 1-31.

[13] Jermsittiparsert K, Ghabussi A, Forooghi A, Shavalipour A, Habibi M, Won Jung D, Safa M (2020) Critical voltage, thermal buckling and frequency characteristics of a thermally affected GPL reinforced composite microdisk covered with piezoelectric actuator. Mech Based Des Struc 1-23.

[14] Abdelmalek Z, Karbon M, Eyvazian A, Forooghi A, Safarpour H, Tlili I (2020) On the dynamics of a curved microtubule-associated proteins by considering viscoelastic properties of the living biological cells. J Biomol Struct Dyn 1-15.

[15] Esfahani S, Esmaeilzade Khadem S, Ebrahimi Mamaghani A (2019) Size-dependent nonlinear vibration of an electrostatic nanobeam actuator considering surface effects and inter-molecular interactions. Int J Mech Mater Des 15(1): 489-505.

[16] Esfahani S, Khadem SE, Mamaghani AE (2019) Nonlinear vibration analysis of an electrostatic functionally graded nano-resonator with surface effects based on nonlocal strain gradient theory. Int J Mech Sci 151(1): 508-522.

[17] Sarparast H, Ebrahimi-Mamaghani A (2019) Vibrations of laminated deep curved beams under moving loads. Compos Struct 226(3): 111262.

[18] Mirtalebi SH, Ahmadian MT, Ebrahimi-Mamaghani A (2019) On the dynamics of micro-tubes conveying fluid on various foundations. SN Appl Sci 1(1): 547.

[19] Mirtalebi SH, Ebrahimi-Mamaghani A, Ahmadian MT (2019) Vibration control and manufacturing of intelligibly designed axially functionally graded cantilevered macro/micro-tubes. IFAC-PapersOnLine 52(2): 382-387.

[20] Zhu, X., Lu, Z., Wang, Z., Xue, L., and Ebrahimi-Mamaghani, A. (2020). Vibration of Spinning Functionally Graded Nanotubes Conveying Fluid. Engineering with Computers. doi: 10.1007/s00366-020-01123-7.

[21] Kiani, K. (2014). Longitudinal and transverse instabilities of moving nanoscale beam-like structures made of functionally graded materials. Composite Structures 107(1):610-619.

[22] Li L, Zhang D (2015) Dynamic analysis of rotating axially FG tapered beams based on a new rigid–flexible coupled dynamic model using the B-spline method. Compos Struct 124(2): 357-367.

[23] Zhu K, Chung J (2019) Vibration and stability analysis of a simply-supported Rayleigh beam with spinning and axial motions. Appl Math Model 66(3): 362-382.

[24] Yang XD, Yang JH, Qian YJ, Zhang W, Melnik RV (2018) Dynamics of a beam with both axial moving and spinning motion: An example of bi-gyroscopic continua. Eur J Mech A-Solid 69(3): 231-237.

[25] Ghayesh MH, Ghazavi MR, Khadem SE (2010) Non-linear vibration and stability analysis of an axially moving rotor in sub-critical transporting speed range. Struct Eng Mech 34(5): 507-523.

[26] Sahebkar S, Ghazavi M., Khadem S, Ghayesh M (2011) Nonlinear vibration analysis of an axially moving drillstring system with time dependent axial load and axial velocity in inclined well. Mech Mach Theory 46(6): 743-760.

[27] Li X, Qin Y, Li Y, Zhao X (2018) The coupled vibration characteristics of a spinning and axially moving composite thin-walled beam. Mech Adv Matl Struct 25(5): 722-731.

[28] Rezaee M, Lotfan S (2015) Non-linear nonlocal vibration and stability analysis of axially moving nanoscale beams with time-dependent velocity. Int J Mech Sci 96(2): 36-46.

[29] Zinati RF, Rezaee M, Lotfan S (2019) Nonlinear vibration and stability analysis of viscoelastic rayleigh beams axially moving on a flexible intermediate support. Iranian Journal of Science and Technology, Transactions of Mechanical Engineering 1-15.

[30] Ghayesh MH (2011) Nonlinear forced dynamics of an axially moving viscoelastic beam with an internal resonance. Int J Mech Sci 53(1): 1022-1037.

[31] Dehrouyeh-Semnani AM, Nikkhah-Bahrami M, Yazdi MRH (2017) On nonlinear stability of fluid-conveying imperfect micropipes. Int J Eng Sci 120(2): 254-271.

[32] Bahaadini R, Saidi AR (2018) On the stability of spinning thin-walled porous beams. Thin Wall Struct 132(5): 604-615.

[33] Bahaadini R, Saidi AR (2018) Stability analysis of thin-walled spinning reinforced pipes conveying fluid in thermal environment. Eur J Mech A-Solid 72(1): 298-309.

[34] Dehrouyeh-Semnani AM, Nikkhah-Bahrami M, Yazdi MRH (2017) On nonlinear stability of fluid-conveying imperfect micropipes. Int J Eng Sci 120(2): 254-271.

[35] Filipich C, Maurizi M, Rosales M (1987) Free vibrations of a spinning uniform beam with ends elastically restrained against rotation. J Sound Vib 116(2): 475-482.