Dr. Arash Reza

Assistant Professor
Islamic Azad University, Iran

Highest Degree
Ph.D. in Solid Mechanics from Shahid Chamran University of Ahvaz, Iran

My URL
https://livedna.org/98.17226

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Area of Interest:

Physical Science Engineering
Generation Mechanisms
Functionally Graded
Structural Analysis
Nonlinear Vibrations

Selected Publications

  1. Reza, A. and M. Shishesaz, 2016. Transient load concentration factor due to a sudden break of fibers in the viscoelastic PMC under tensile loading. Int. J. Solids Struct., 88-89: 1-10.
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  2. Reza, A., H.M. Sedighi, and M. Soleimani, 2015. Dynamic load concentration caused by a break in a lamina with viscoelastic matrix. Steel Compos. Struct., 18: 1465-1478.

  3. Reza, A. and H.M. Sedighi, 2015. Nonlinear vertical vibration of tension leg platforms with homotopy analysis method. Adv. Appl. Maths. Mech., 7: 357-368.
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  4. Reza, A., M. Shishesaz, and K. Naderan-Tahan, 2014. The effect of viscoelasticity on creep behavior of double-lap adhesively bonded joints. Latin Am. J. Solids Struct., 11: 35-50.
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  5. Shishesaz, M., A. Reza, and M. Daniali, 2013. Stress distribution in single lap joints with a cracked composite adherend—part ii: laminated adherends. J. Adhes., 90: 933-954.

  6. Shishesaz, M., A. Reza, and M. Daniali, 2013. Stress distribution in single lap joints with a cracked composite adherend—part i: single lamina adherends. J. Adhesion, 90: 912-931.
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  7. Shishesaz, M. and A. Reza, 2013. The effect of viscoelasticity of polymeric adhesives on shear stress distribution in a single-lap joint. J. Adhesion, 89: 859-880.
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  8. Shishesaz, M. and A. Reza, 2013. The effect of viscoelasticity of adhesives on shear stress distribution in a do.uble-lap joint using analytical method J. Adhesion Sci. Technol., 27: 2233-2250.
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  9. Sedighi, H.M., A. Reza, and J. Zare, 2013. Using parameter expansion method and min-max approach for the analytical investigation of vibrating micro-beams pre-deformed by an electric field. Adv Struct. Eng., 16: 693-699.

  10. Sedighi, H.M., A. Reza, and J. Zare, 2013. The effect of quintic nonlinearity on the investigation of transversely vibrating buckled Euler-Bernoulli beams. J. Theor. Appl. Mech., 51: 959-968.
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  11. Sedighi, H.M. and A. Reza, 2013. High precise analysis of lateral vibration of quintic nonlinear beam. Latin Am. J. Solids Struct., .
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  12. Sedighi, H.M., A. Reza, and J. Zare, 2012. Analytical approximation of nonlinear frequency of cantilever beam vibrations. J. Vibroengineering, 14: 270-279.

  13. Sedighi, H.M., A. Reza, and J. Zare, 2011. Study on the frequency–amplitude relation of beam vibration. Int. J. Phys. Sci., 6: 8051-8056.
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  14. Sedighi, H.M., A. Reza, and J. Zare, 2011. Dynamic analysis of preload nonlinearity in nonlinear beam vibration. J. Vibroengineering, 13: 778-787.
Member since September, 2017