Hossein Bakhshi Khaniki

Mr Hossein Bakhshi Khaniki

Researcher

School of Electrical and Mechanical Engineering

Faculty of Sciences, Engineering and Technology


  • Journals

    Year Citation
    2023 Khaniki, H. B., Ghayesh, M. H., & Chin, R. (2023). Theory and experiment for dynamics of hyperelastic plates with modal interactions. International Journal of Engineering Science, 182, 43 pages.
    DOI Scopus2
    2023 Khaniki, H. B., Ghayesh, M. H., Chin, R., & Amabili, M. (2023). Hyperelastic structures: A review on the mechanics and biomechanics. International Journal of Non-Linear Mechanics, 148, 104275.
    DOI Scopus1
    2023 Khaniki, H. B., & Ghayesh, M. H. (2023). Highly nonlinear hyperelastic shells: Statics and dynamics. International Journal of Engineering Science, 183, 103794.
    DOI
    2022 Khaniki, H. B., Ghayesh, M. H., Chin, R., & Hussain, S. (2022). Internal resonance and bending analysis of thick visco-hyper-elastic arches. Continuum Mechanics and Thermodynamics, 35(1), 44 pages.
    DOI
    2022 Khaniki, H. B., Ghayesh, M. H., Chin, R., & Chen, L. Q. (2022). Experimental characteristics and coupled nonlinear forced vibrations of axially travelling hyperelastic beams. Thin-Walled Structures, 170, 29 pages.
    DOI Scopus14 WoS8
    2022 Rajasekaran, S., Khaniki, H. B., & Ghayesh, M. H. (2022). Static, stability and dynamic characteristics of asymmetric bi-directional functionally graded sandwich tapered elastic arches in thermo-mechanical environments. European Journal of Mechanics, A/Solids, 92, 35 pages.
    DOI Scopus4 WoS4
    2022 Khaniki, H. B., Ghayesh, M. H., Chin, R., & Hussain, S. (2022). Nonlinear continuum mechanics of thick hyperelastic sandwich beams using various shear deformable beam theories. Continuum Mechanics and Thermodynamics, 34(3), 781-827.
    DOI Scopus5 WoS4
    2022 Rajasekaran, S., Khaniki, H. B., & Ghayesh, M. H. (2022). On the mechanics of shear deformable micro beams under thermo-mechanical loads using finite element analysis and deep learning neural network. Mechanics Based Design of Structures and Machines, 45 pages.
    DOI Scopus1 WoS1
    2022 Rajasekaran, S., Khaniki, H. B., & Ghayesh, M. H. (2022). Thermo-mechanics of multi-directional functionally graded elastic sandwich plates. Thin-Walled Structures, 176, 27 pages.
    DOI Scopus1 WoS1
    2022 Khaniki, H. B., Ghayesh, M. H., Chin, R., & Amabili, M. (2022). A review on the nonlinear dynamics of hyperelastic structures. Nonlinear Dynamics, 110(2), 963-994.
    DOI Scopus5 WoS3
    2022 Bakhshi Khaniki, H., Ghayesh, M. H., Hussain, S., & Amabili, M. (2022). Porosity, mass and geometric imperfection sensitivity in coupled vibration characteristics of CNT-strengthened beams with different boundary conditions. Engineering with Computers, 38(3), 2313-2339.
    DOI Scopus15 WoS14
    2021 Khaniki, H. B., Ghayesh, M. H., & Amabili, M. (2021). A review on the statics and dynamics of electrically actuated nano and micro structures. International Journal of Non-Linear Mechanics, 129, 103658-1-103658-33.
    DOI Scopus22 WoS17
    2021 Khaniki, H. B., Ghayesh, M. H., Hussain, S., & Amabili, M. (2021). Effects of geometric nonlinearities on the coupled dynamics of CNT strengthened composite beams with porosity, mass and geometric imperfections. Engineering with Computers, 38(SUPPL 4), 26 pages.
    DOI Scopus9 WoS4
    2021 Bakhshi Khaniki, H., Hajghayesh, M., Chin, R., & Amabili, M. (2021). Large amplitude vibrations of imperfect porous-hyperelastic beams via a modified strain energy. Journal of Sound and Vibration, 513, 43 pages.
    DOI Scopus21 WoS15
    2020 Bakhshi Khaniki, H., & Ghayesh, M. H. (2020). On the dynamics of axially functionally graded CNT strengthened deformable beams. European Physical Journal Plus, 135(6), 24 pages.
    DOI Scopus15 WoS12
    2020 Bakhshi Khaniki, H., & Ghayesh, M. H. (2020). A review on the mechanics of carbon nanotube strengthened deformable structures. Engineering Structures, 220, 29 pages.
    DOI Scopus33 WoS32
    2019 Rajasekaran, S., & Khaniki, H. B. (2019). Bi-directional functionally graded thin-walled non-prismatic Euler beams of generic open/closed cross section Part I: Theoretical formulations. Thin-Walled Structures, 141, 627-645.
    DOI Scopus17 WoS15
    2019 Rajasekaran, S., & Khaniki, H. B. (2019). Bi-directional functionally graded thin-walled non-prismatic Euler beams of generic open/closed cross section Part II: Static, stability and free vibration studies. Thin-Walled Structures, 141, 646-674.
    DOI Scopus7 WoS6
    2019 Rajasekaran, S., & Khaniki, H. B. (2019). Size-dependent forced vibration of non-uniform bi-directional functionally graded beams embedded in variable elastic environment carrying a moving harmonic mass. Applied Mathematical Modelling, 72, 129-154.
    DOI Scopus52 WoS51
    2019 Khaniki, H. B. (2019). On vibrations of FG nanobeams. International Journal of Engineering Science, 135, 23-36.
    DOI Scopus42 WoS44
    2019 Rajasekaran, S., & Bakhshi Khaniki, H. (2019). Finite element static and dynamic analysis of axially functionally graded nonuniform small-scale beams based on nonlocal strain gradient theory. Mechanics of Advanced Materials and Structures, 26(14), 1245-1259.
    DOI Scopus39 WoS54
    2018 Khaniki, H. B., Hosseini-Hashemi, S., & Nezamabadi, A. (2018). Buckling analysis of nonuniform nonlocal strain gradient beams using generalized differential quadrature method. Alexandria Engineering Journal, 57(3), 1361-1368.
    DOI Scopus42 WoS31
    2018 Hashemi, S. H., & Khaniki, H. B. (2018). Dynamic response of multiple nanobeam system under a moving nanoparticle. Alexandria Engineering Journal, 57(1), 343-356.
    DOI Scopus33 WoS26
    2018 Rajasekaran, S., & Khaniki, H. B. (2018). Bending, buckling and vibration analysis of functionally graded non-uniform nanobeams via finite element method. Journal of the Brazilian Society of Mechanical Sciences and Engineering, 40(11), 35 pages.
    DOI Scopus24 WoS24
    2018 Rajasekaran, S., & Khaniki, H. B. (2018). Free vibration analysis of bi-directional functionally graded single/multi-cracked beams. International Journal of Mechanical Sciences, 144, 341-356.
    DOI Scopus45 WoS42
    2018 Khaniki, H. B., Hosseini-Hashemi, S., & Khaniki, H. B. (2018). Dynamic analysis of nano-beams embedded in a varying nonlinear elastic environment using Eringen’s two-phase local/nonlocal model. European Physical Journal Plus, 133(7), 16 pages.
    DOI Scopus17 WoS15
    2018 Khaniki, H. B., & Rajasekaran, S. (2018). Mechanical analysis of non-uniform bi-directional functionally graded intelligent micro-beams using modified couple stress theory. Materials Research Express, 5(5), 25 pages.
    DOI Scopus44 WoS44
    2018 Hosseini-Hashemi, S., & Khaniki, H. B. (2018). Three dimensional dynamic response of functionally graded nanoplates under a moving load. Structural Engineering and Mechanics, 66(2), 249-262.
    DOI Scopus14 WoS14
    2018 Khaniki, H. B. (2018). Vibration analysis of rotating nanobeam systems using Eringen's two-phase local/nonlocal model. Physica E: Low-Dimensional Systems and Nanostructures, 99, 310-319.
    DOI Scopus56 WoS56
    2018 Khaniki, H. B. (2018). On vibrations of nanobeam systems. International Journal of Engineering Science, 124, 85-103.
    DOI Scopus71 WoS68
    2017 Khaniki, H. B., Zohoor, H., & Sohrabpour, S. (2017). Performance analysis and geometry optimization of metal belt-based continuously variable transmission systems using multi-objective particle swarm optimization. Journal of the Brazilian Society of Mechanical Sciences and Engineering, 39(11), 4289-4303.
    DOI Scopus12 WoS5
    2017 Hashemi, S. H., & Khaniki, H. B. (2017). Dynamic Behavior of Multi-Layered Viscoelastic Nanobeam System Embedded in a Viscoelastic Medium with a Moving Nanoparticle. Journal of Mechanics, 33(5), 559-574.
    DOI Scopus37 WoS37
    2017 Rajasekaran, S., & Khaniki, H. B. (2017). Bending, buckling and vibration of small-scale tapered beams. International Journal of Engineering Science, 120, 172-188.
    DOI Scopus64 WoS59
    2017 Bakhshi Khaniki, H., & Hosseini-Hashemi, S. (2017). Dynamic transverse vibration characteristics of nonuniform nonlocal strain gradient beams using the generalized differential quadrature method. European Physical Journal Plus, 132(11), 15 pages.
    DOI Scopus32 WoS29
    2017 Bakhshi Khaniki, H., & Hosseini-Hashemi, S. (2017). Buckling analysis of tapered nanobeams using nonlocal strain gradient theory and a generalized differential quadrature method. Materials Research Express, 4(6), 14 pages.
    DOI Scopus47 WoS45
    2017 Bakhshi Khaniki, H., & Hosseini-Hashemi, S. (2017). The size-dependent analysis of multilayered microbridge systems under a moving load/mass based on the modified couple stress theory. European Physical Journal Plus, 132(5), 18 pages.
    DOI Scopus47 WoS45
    2017 Bakhshi Khaniki, H., & Hosseini-Hashemi, S. (2017). Dynamic response of biaxially loaded double-layer viscoelastic orthotropic nanoplate system under a moving nanoparticle. International Journal of Engineering Science, 115, 51-72.
    DOI Scopus59 WoS61
    2017 Bakhshi Khaniki, H., & Hosseini Hashemi, S. (2017). Free vibration analysis of nonuniform microbeams based on modified couple stress theory: An analytical solution. International Journal of Engineering, Transactions B: Applications, 30(2), 1224-1232.
    DOI Scopus5
    - Free Vibration Analysis of Functionally Graded Materials Non-uniform Beams (n.d.). International Journal of Engineering, 29(12).
    DOI
    - Bakhshi Khaniki1, H., Hashemi2, S. H., & Khaniki2, H. B. (n.d.). Comparison between using generalized differential quadrature method and analytical solution in analyzing vibration behavior of nonuniform nanobeam systems. Characterization and Application of Nanomaterials, 1(2).
    DOI
    - Analytical Solution for Free Vibration of a Variable Cross-section Nonlocal Nanobeam (n.d.). International Journal of Engineering, 29(5).
    DOI

Teaching

    • Advanced Vibrations (undergraduate and postgraduate students) - 2022
    • Advanced Vibrations (undergraduate and postgraduate students) - 2021

    Tutoring

      • Dynamics and Control I (Machine Dynamics) - 2020

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