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According to application of nano-beams as nano-sensors, actuators, nano-generators, transistors, diodes and resonators in nano-electromechanical systems and in biotechnology it is important to investigate the vibrational behavior of nano-beams. In this study, the differential transformation method (DTM) is employed for vibration analysis of size-dependent nano-beams considering the coupled surface and nonlocality effects for various boundary conditions. The Eringen's nonlocal elasticity theory takes into account the effect of small size while the Gurtin-Murdoch model is used to incorporate the…mehr

Produktbeschreibung
According to application of nano-beams as nano-sensors, actuators, nano-generators, transistors, diodes and resonators in nano-electromechanical systems and in biotechnology it is important to investigate the vibrational behavior of nano-beams. In this study, the differential transformation method (DTM) is employed for vibration analysis of size-dependent nano-beams considering the coupled surface and nonlocality effects for various boundary conditions. The Eringen's nonlocal elasticity theory takes into account the effect of small size while the Gurtin-Murdoch model is used to incorporate the surface effects. The derived governing differential equation solved by DTM which demonstrated to have high precision and computational efficiency in the vibration analysis of nano-beams.
Autorenporträt
Dr. Farzad Ebrahimi is an Assistant Professor since 2010 in Mechanical Engineering at IKI University, Qazvin, Iran. He has several years of teaching and industrial experience. He is involved in several international journals as editor and reviewer. His research interests focus on areas of smart materials and structures.