Research Article
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Year 2021, Volume: 22 Issue: 3, 260 - 273, 29.09.2021
https://doi.org/10.18038/estubtda.867690

Abstract

References

  • [1] Thai C H, Kulasegaram, S, Tran LV, Nguyen-Xuan H. Generalized shear deformation theory for functionally graded isotropic and sandwich plates based on isogeometric approach. Computers & Structures, 2014; 141: 94-112.
  • [2] Wang YQ, Zu JW. Vibration behaviors of functionally graded rectangular plates with porosities and moving in thermal environment. Aerospace Science and Technology, 2017; 69: 550-562.
  • [3] Yu TT, Yin S, Bui TQ, Hirose S. A simple FSDT-based isogeometric analysis for geometrically nonlinear analysis of functionally graded plates. Finite Elements in Analysis and Design, 2015; 96: 1-10.
  • [4] Farsadi T, Rahmanian M, Kurtaran H. Nonlinear analysis of functionally graded skewed and tapered wing-like plates including porosities: A bifurcation study. Thin-Walled Structures, 2021; 160: 107341.
  • [5] Mahamood RM, Akinlabi ET. Types of functionally graded materials and their areas of application. In Functionally Graded Materials, 2017: 9-21, Springer, Cham.
  • [6] Librescu L, Oh SY, Song O. Thin-walled beams made of functionally graded materials and operating in a high temperature environment: vibration and stability. Journal of Thermal Stresses 2005; 28 (6-7): 649-712.
  • [7] Oh SY, Librescu L, Song O. Thermoelastic modeling and vibration of functionally graded thin-walled rotating blades. AIAA journal, 2003; 41(10): 2051-2061.
  • [8] Bahaadini R, Saidi AR. Aeroelastic analysis of functionally graded rotating blades reinforced with graphene nanoplatelets in supersonic flow. Aerospace Science and Technology, 2018; 80: 381-391.
  • [9] Piovan MT, Machado SP. Thermoelastic dynamic stability of thin-walled beams with graded material properties. Thin-walled structures. 2011; 49(3): 437-447.
  • [10] Latalski J, Warminski J. Dynamics of rotating thin-walled cantilever composite beam excited by translational motion. Procedia Engineering. 2016; 144: 1039-1046.
  • [11] Sina SA, Ashrafi MJ, Haddadpour H, Shadmehri F. Flexural–torsional vibrations of rotating tapered thin-walled composite beams. Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering, 2011; 225(4): 387-402.
  • [12] Oh Y, Yoo HH. Vibration analysis of rotating pretwisted tapered blades made of functionally graded materials. International Journal of Mechanical Sciences, 2016; 119: 68-79.
  • [13] Fazelzadeh SA, Hosseini M. Aerothermoelastic behavior of supersonic rotating thin-walled beams made of functionally graded materials. Journal of Fluids and Structures, 2007; 23(8): 1251-1264.
  • [14] Fazelzadeh SA, Malekzadeh P, Zahedinejad P, Hosseini M. Vibration analysis of functionally graded thin-walled rotating blades under high temperature supersonic flow using the differential quadrature method. Journal of Sound and Vibration, 2007; 306(1-2): 333-348.
  • [15] Oh SY, Song O, Librescu L. Effects of pretwist and presetting on coupled bending vibrations of rotating thin-walled composite beams. International Journal of Solids and Structures, 2003; 40(5): 1203-1224.
  • [16] Oh SY, Librescu L, Song O. Vibration of turbomachinery rotating blades made-up of functionally graded materials and operating in a high temperature field. Acta Mechanica, 2003; 166(1-4): 69-87.
  • [17] Maalawi K. Functionally graded bars with enhanced dynamic performance. Journal of Mechanics of Materials and Structures, 2011; 6(1): 377-393.
  • [18] Farsadi T. Enhancement of static and dynamic performance of composite tapered pretwisted rotating blade with variable stiffness. Journal of Vibration and Acoustics, 2021; 143(2).
  • [19] Farsadi T, Şener Ö, Kayran A. Free vibration analysis of uniform and asymmetric composite pretwisted rotating thin walled beam. In ASME International Mechanical Engineering Congress and Exposition, American Society of Mechanical Engineers 2017 November; 58349: V001T03A016).
  • [20] Librescu L, Song O. Thin-walled composite beams: theory and application. Springer Science & Business Media, 2006; 131.
  • [21] Asadi D, Farsadi T, Kayran A. Flutter Optimization of a Wing–Engine System with Passive and Active Control Approaches. AIAA Journal, 2021; 1-19.

COMPARATIVE STUDY OF FUNCTIONALLY GRADED MATERIAL MODELS FOR STRUCTURAL DESIGN OF THIN-WALLED BLADES

Year 2021, Volume: 22 Issue: 3, 260 - 273, 29.09.2021
https://doi.org/10.18038/estubtda.867690

Abstract

In this work, three theories of Functionally Graded Material (FGM) are compared for structural dynamic and static performance of the thin-walled rotating blade. For this purpose, the pretwisted Thin Wall Rotating Beam (TWRB) with a fixed angular velocity is considered. The goal is to find the desirable FG model with improved free vibration, static deformation, and buckling behavior of the FGM blades. The Euler–Lagrange equations of motion of the energetic system are extracted utilizing Hamilton's principle. The Extended Galerkin`s Method (EGM) is used to solve the governing equation of motions. The effects of some parameters, such as the FGM models, angular velocity, and pretwist angle on the mechanical behavior of the FG beams are studied.

References

  • [1] Thai C H, Kulasegaram, S, Tran LV, Nguyen-Xuan H. Generalized shear deformation theory for functionally graded isotropic and sandwich plates based on isogeometric approach. Computers & Structures, 2014; 141: 94-112.
  • [2] Wang YQ, Zu JW. Vibration behaviors of functionally graded rectangular plates with porosities and moving in thermal environment. Aerospace Science and Technology, 2017; 69: 550-562.
  • [3] Yu TT, Yin S, Bui TQ, Hirose S. A simple FSDT-based isogeometric analysis for geometrically nonlinear analysis of functionally graded plates. Finite Elements in Analysis and Design, 2015; 96: 1-10.
  • [4] Farsadi T, Rahmanian M, Kurtaran H. Nonlinear analysis of functionally graded skewed and tapered wing-like plates including porosities: A bifurcation study. Thin-Walled Structures, 2021; 160: 107341.
  • [5] Mahamood RM, Akinlabi ET. Types of functionally graded materials and their areas of application. In Functionally Graded Materials, 2017: 9-21, Springer, Cham.
  • [6] Librescu L, Oh SY, Song O. Thin-walled beams made of functionally graded materials and operating in a high temperature environment: vibration and stability. Journal of Thermal Stresses 2005; 28 (6-7): 649-712.
  • [7] Oh SY, Librescu L, Song O. Thermoelastic modeling and vibration of functionally graded thin-walled rotating blades. AIAA journal, 2003; 41(10): 2051-2061.
  • [8] Bahaadini R, Saidi AR. Aeroelastic analysis of functionally graded rotating blades reinforced with graphene nanoplatelets in supersonic flow. Aerospace Science and Technology, 2018; 80: 381-391.
  • [9] Piovan MT, Machado SP. Thermoelastic dynamic stability of thin-walled beams with graded material properties. Thin-walled structures. 2011; 49(3): 437-447.
  • [10] Latalski J, Warminski J. Dynamics of rotating thin-walled cantilever composite beam excited by translational motion. Procedia Engineering. 2016; 144: 1039-1046.
  • [11] Sina SA, Ashrafi MJ, Haddadpour H, Shadmehri F. Flexural–torsional vibrations of rotating tapered thin-walled composite beams. Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering, 2011; 225(4): 387-402.
  • [12] Oh Y, Yoo HH. Vibration analysis of rotating pretwisted tapered blades made of functionally graded materials. International Journal of Mechanical Sciences, 2016; 119: 68-79.
  • [13] Fazelzadeh SA, Hosseini M. Aerothermoelastic behavior of supersonic rotating thin-walled beams made of functionally graded materials. Journal of Fluids and Structures, 2007; 23(8): 1251-1264.
  • [14] Fazelzadeh SA, Malekzadeh P, Zahedinejad P, Hosseini M. Vibration analysis of functionally graded thin-walled rotating blades under high temperature supersonic flow using the differential quadrature method. Journal of Sound and Vibration, 2007; 306(1-2): 333-348.
  • [15] Oh SY, Song O, Librescu L. Effects of pretwist and presetting on coupled bending vibrations of rotating thin-walled composite beams. International Journal of Solids and Structures, 2003; 40(5): 1203-1224.
  • [16] Oh SY, Librescu L, Song O. Vibration of turbomachinery rotating blades made-up of functionally graded materials and operating in a high temperature field. Acta Mechanica, 2003; 166(1-4): 69-87.
  • [17] Maalawi K. Functionally graded bars with enhanced dynamic performance. Journal of Mechanics of Materials and Structures, 2011; 6(1): 377-393.
  • [18] Farsadi T. Enhancement of static and dynamic performance of composite tapered pretwisted rotating blade with variable stiffness. Journal of Vibration and Acoustics, 2021; 143(2).
  • [19] Farsadi T, Şener Ö, Kayran A. Free vibration analysis of uniform and asymmetric composite pretwisted rotating thin walled beam. In ASME International Mechanical Engineering Congress and Exposition, American Society of Mechanical Engineers 2017 November; 58349: V001T03A016).
  • [20] Librescu L, Song O. Thin-walled composite beams: theory and application. Springer Science & Business Media, 2006; 131.
  • [21] Asadi D, Farsadi T, Kayran A. Flutter Optimization of a Wing–Engine System with Passive and Active Control Approaches. AIAA Journal, 2021; 1-19.
There are 21 citations in total.

Details

Primary Language English
Subjects Engineering
Journal Section Articles
Authors

Touraj Farsadi 0000-0002-9363-3805

Publication Date September 29, 2021
Published in Issue Year 2021 Volume: 22 Issue: 3

Cite

AMA Farsadi T. COMPARATIVE STUDY OF FUNCTIONALLY GRADED MATERIAL MODELS FOR STRUCTURAL DESIGN OF THIN-WALLED BLADES. Estuscience - Se. September 2021;22(3):260-273. doi:10.18038/estubtda.867690