List of Articles Beam

• Open Access Article
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  1 - Natural Frequency and Dynamic Analyses of Functionally Graded Saturated Porous Beam Resting on Viscoelastic Foundation Based on Higher Order Beam Theory
  M Babaei K Asemi P Safarpour
  10.22034/jsm.2019.666691
  20.1001.1.20083505.2019.11.3.11.4
• Open Access Article
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  2 - Effect of the Multi Vibration Absorbers on the Nonlinear FG Beam Under Periodic Load with Various Boundary Conditions
  H Ahmadi K Foroutan
  10.22034/jsm.2019.666688
  20.1001.1.20083505.2019.11.3.4.7
• Open Access Article
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  3 - Vibration Analysis of Rotary Tapered Axially Functionally Graded Timoshenko Nanobeam in Thermal Environment
  N Shafiei M Hamisi M Ghadiri
  10.22034/jsm.2019.563759.1273
  20.1001.1.20083505.2020.12.1.2.8
• Open Access Article
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  4 - Refined Zigzag Theory for Nonlinear Dynamic Response of an Axially Moving Sandwich Nanobeam Embedded on Visco-Pasternak Medium Using MCST
  A Ghorbanpour Arani M Abdollahian
  20.1001.1.20083505.2020.12.4.3.5
• Open Access Article
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  5 - Vibration Analysis of Size-Dependent Piezoelectric Nanobeam Under Magneto-Electrical Field
  M Ghadiri M Karimi Asl M Noroozi
  10.22034/jsm.2019.1864682.1446
  20.1001.1.20083505.2020.12.3.6.6
• Open Access Article
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  6 - An Approximate Solution of Functionally Graded Timoshenko Beam Using B-Spline Collocation Method
  D Mahapatra Sh Sanyal Sh Bhowmick
  10.22034/jsm.2019.665909
  20.1001.1.20083505.2019.11.2.5.6
• Open Access Article
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  7 - Vibrations of Multi-Layer Beam with Nanocomposite Face Sheets Reinforced with Graphene Platelets and Porous Core
  A Mihankhah Zahra Khoddami Maraghi Ali Ghorbanpour Arani Shahriar  Niknejad
  https://doi.org/10.60664/jsm.2023.2091751
  20.1001.1.20083505.2023.15.3.2.3
• Open Access Article
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  8 - Nonlinear Modeling of Bolted Lap Jointed Structure with Large Amplitude Vibration of Timoshenko Beams
  M Jamal-Omidi F Adel
  10.22034/jsm.2019.664231
  20.1001.1.20083505.2019.11.1.16.5
• Open Access Article
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  9 - Size-Dependent Forced Vibration Analysis of Three Nonlocal Strain Gradient Beam Models with Surface Effects Subjected to Moving Harmonic Loads
  K Rajabi Sh Hosseini Hashemi A.R Nezamabadi
  10.22034/jsm.2019.664215
  20.1001.1.20083505.2019.11.1.4.3
• Open Access Article
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  10 - Numerical Analysis of Composite Beams under Impact by a Rigid Particle
  N Akbari B Chabsang
  10.22034/jsm.2019.664217
  20.1001.1.20083505.2019.11.1.5.4
• Open Access Article
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  11 - Free Vibration Analysis of Functionally Graded Piezoelectric Material Beam by a Modified Mesh Free Method
  M Foroutan Sh Sharafi S Mohammadi
  10.22034/jsm.2019.664225
  20.1001.1.20083505.2019.11.1.10.9
• Open Access Article
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  12 - On Static Bending, Elastic Buckling and Free Vibration Analysis of Symmetric Functionally Graded Sandwich Beams
  A.S Sayyad P.V Avhad
  10.22034/jsm.2019.664227
  20.1001.1.20083505.2019.11.1.12.1
• Open Access Article
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  13 - Effect of Temperature Dependency on Thermoelastic Behavior of Rotating Variable Thickness FGM Cantilever Beam
  M.M.H Mirzaei A Loghman M Arefi
  10.22034/jsm.2019.666768
  20.1001.1.20083505.2019.11.3.14.7
• Open Access Article
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  14 - An Efficient Finite Element Formulation Based on Deformation Approach for Bending of Functionally Graded Beams
  H Ziou M Himeur H Guenfoud M Guenfoud
  10.22034/jsm.2019.1867884.1437
  20.1001.1.20083505.2020.12.2.7.5
• Open Access Article
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  15 - Vibration Behavior of Thick Sandwich Composite Beam with Flexible Core Resting on Incompressible Fluid Foundation
  M Khosravi Saeed  Jafari Mehrabadi Keramat  Malekzadeh Fard
  https://doi.org/10.60664/jsm.2023.1081715
  20.1001.1.20083505.2023.15.1.4.1
• Open Access Article
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  16 - Vibration Analysis of a Magneto Thermo Electrical Nano Fiber Reinforced with Graphene Oxide Powder Under Refined Beam Model
  R Selvamani J Rexy F Ebrahimi
  10.22034/jsm.2020.1895052.1557
  20.1001.1.20083505.2021.13.1.7.0
• Open Access Article
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  17 - Vibration of Timoshenko Beam-Soil Foundation Interaction by Using the Spectral Element Method
  S Hamioud S Khalfallah S Boudaa
  10.22034/jsm.2020.1879476.1503
  20.1001.1.20083505.2020.12.3.9.9
• Open Access Article
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  18 - Considering Bending and Vibration of Homogeneous Nanobeam Coated by a FG Layer
  H Salehipour M Jamshidi A Shahsavar
  10.22034/jsm.2019.1870709.1457
  20.1001.1.20083505.2020.12.2.12.0
• Open Access Article
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  19 - Size-Dependent Higher Order Thermo-Mechanical Vibration Analysis of Two Directional Functionally Graded Material Nanobeam
  M Mahinzare S Amanpanah M Ghadiri
  10.22034/jsm.2019.1866704.1427
  20.1001.1.20083505.2021.13.1.2.5
• Open Access Article
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  20 - Free Vibration Analysis of Elastically Connected Beams with Step
  H Nayebi Mohammad Mahdi Najafizadeh
  https://doi.org/10.60664/jsm.2023.2051742
  20.1001.1.20083505.2023.15.3.1.2
• Open Access Article
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  21 - A Comparison Between the Linear and Nonlinear Dynamic Vibration Absorber for a Timoshenko Beam
  H Kouhi R Ansari E Salahshoor B Miripour Fard
  10.22034/jsm.2020.1905148.1625
  20.1001.1.20083505.2021.13.4.4.3
• Open Access Article
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  22 - Nonlinear Free Vibration Analysis of Functionally Graded Sandwich Beam with Magnetorheological Fluid Core Using Timoshenko Beam Theory
  Omid Miraliyari Saeed Jafari Mehrabadi Mohammad Mahdi Najafizadeh
  https://doi.org/10.60664/jsm.2023.1081713
  20.1001.1.20083505.2023.15.2.1.0
• Open Access Article
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  23 - A Novel Spring-Based Model for Damage Investigation of Functionally Graded Beams
  S Karimi M Bozorgnsab R Taghipour M.M Alipour
  10.22034/jsm.2021.1928249.1690
  20.1001.1.20083505.2022.14.3.5.9
• Open Access Article
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  24 - Modal data-based breathing crack localization in beam-column structures subjected toaxial and transverse harmonic loading
  Payam Mirzaii Fahimeh Akhlaghi M Bozorgnsab Reza Taghipour Omid Yazdanpanah
  https://doi.org/10.60664/jsm.2024.3071783
• Open Access Article
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  25 - Exact Closed Form Characteristic Equations for Transverse Vibration of Timoshenko Beams
  Shahriar Hosseini-Hashemi K Hosseini-Hashemi Reza  Nazemnezhad
  https://doi.org/10.60664/jsm.2023.2101757
  20.1001.1.20083505.2023.15.3.4.5
• Open Access Article
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  26 - Dynamical stability of bi-directionally graded moving beams
  Mohammad Hasan Babaei Rochi Jalil Jamali
  https://doi.org/10.60664/jsm.2024.3071784
• Open Access Article
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  27 - Multiscale Analysis of Transverse Cracking in Cross-Ply Laminated Beams Using the Layerwise Theory
  W Jin Na J.N Reddy
  20.1001.1.20083505.2010.2.1.1.7
• Open Access Article
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  28 - Vibration Analysis of Magneto-Electro-Elastic Timoshenko Micro Beam Using Surface Stress Effect and Modified Strain Gradient Theory under Moving Nano-Particle
  M Mohammadimehr H Mohammadi Hooyeh
  20.1001.1.20083505.2018.10.1.1.3
• Open Access Article
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  29 - Double Cracks Identification in Functionally Graded Beams Using Artificial Neural Network
  F Nazari M.H Abolbashari
  20.1001.1.20083505.2013.5.1.2.9
• Open Access Article
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  30 - Free Vibration of Functionally Graded Beams with Piezoelectric Layers Subjected to Axial Load
  M Karami Khorramabadi
  20.1001.1.20083505.2009.1.1.3.2
• Open Access Article
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  31 - A Nonlocal First Order Shear Deformation Theory for Vibration Analysis of Size Dependent Functionally Graded Nano beam with Attached Tip Mass: an Exact Solution
  M Ghadiri A Jafari
  20.1001.1.20083505.2018.10.1.2.4
• Open Access Article
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  32 - Free Vibration Analysis of a Nonlinear Beam Using Homotopy and Modified Lindstedt-Poincare Methods
  M.T Ahmadian M Mojahedi H Moeenfard
  20.1001.1.20083505.2009.1.1.4.3
• Open Access Article
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  33 - Non Uniform Rational B Spline (NURBS) Based Non-Linear Analysis of Straight Beams with Mixed Formulations
  R Ranjan J.N Reddy
  20.1001.1.20083505.2018.10.1.3.5
• Open Access Article
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  34 - Mechanical Behavior of an Electrostatically-Actuated Microbeam under Mechanical Shock
  M Fathalilou A Motallebi H Yagubizade Gh Rezazadeh K Shirazi Y Alizadeh
  20.1001.1.20083505.2009.1.1.6.5
• Open Access Article
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  35 - Dynamic Characteristics and Vibrational Response of a Capacitive Micro-Phase Shifter
  M Fathalilou M Sadeghi S Afrang G Rezazadeh
  20.1001.1.20083505.2011.3.1.6.9
• Open Access Article
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  36 - Free Vibrations of Continuous Grading Fiber Orientation Beams on Variable Elastic Foundations
  S Kamarian M.H Yas A Pourasghar
  20.1001.1.20083505.2012.4.1.6.6
• Open Access Article
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  37 - Dynamic Response of an Axially Moving Viscoelastic Timoshenko Beam
  H Seddighi H.R Eipakchi
  20.1001.1.20083505.2016.8.1.6.4
• Open Access Article
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  38 - Vibration and Stability Analysis of a Pasternak Bonded Double-GNR-System Based on Different Nonlocal Theories
  A Ghorbanpour Arani R Kolahchi H Vossough M Abdollahian
  20.1001.1.20083505.2013.5.1.8.5
• Open Access Article
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  39 - A Simple Finite Element Procedure for Free Vibration and Buckling Analysis of Cracked Beam-Like Structures
  M.R Shirazizadeh H Shahverdi A Imam
  20.1001.1.20083505.2016.8.1.7.5
• Open Access Article
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  40 - Nonlinear Finite Element Analysis of Bending of Straight Beams Using hp-Spectral Approximations
  R Ranjan
  20.1001.1.20083505.2011.3.1.8.1
• Open Access Article
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  41 - A Comparative Study of Least-Squares and the Weak-Form Galerkin Finite Element Models for the Nonlinear Analysis of Timoshenko Beams
  W Kim J.N Reddy
  20.1001.1.20083505.2010.2.2.1.9
• Open Access Article
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  42 - Vibration Response of an Elastically Connected Double-Smart Nanobeam-System Based Nano-Electro-Mechanical Sensor
  A Ghorbanpour Arani S.A Mortazavi R Kolahchi A.H Ghorbanpour Arani
  20.1001.1.20083505.2015.7.2.1.4
• Open Access Article
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  43 - Dynamic Stability of Functionally Graded Beams with Piezoelectric Layers Located on a Continuous Elastic Foundation
  N Omidi M Karami Khorramabadi A Niknejad
  20.1001.1.20083505.2009.1.2.6.7
• Open Access Article
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  44 - Mechanical Behavior of a FGM Capacitive Micro-Beam Subjected to a Heat Source
  I JafarSadeghi-Pournaki M.R Zamanzadeh R Shabani G Rezazadeh
  20.1001.1.20083505.2011.3.2.5.0
• Open Access Article
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  45 - Application of Piezoelectric and Functionally Graded Materials in Designing Electrostatically Actuated Micro Switches
  A Hosseinzadeh M.T Ahmadian
  20.1001.1.20083505.2010.2.2.7.5
• Open Access Article
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  46 - Nonlocal Vibration of Y-SWCNT Conveying Fluid Considering a General Nonlocal Elastic Medium
  A.H Ghobanpour Arani A Rastgoo A Ghorbanpour Arani M. Sh. Zarei
  20.1001.1.20083505.2016.8.2.1.1
• Open Access Article
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  47 - Wave Propagation Analysis of CNT Reinforced Composite Micro-Tube Conveying Viscose Fluid in Visco-Pasternak Foundation Under 2D Multi-Physical Fields
  A. H Ghorbanpour Arani M.M Aghdam M.J Saeedian
  20.1001.1.20083505.2018.10.2.1.5
• Open Access Article
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  48 - hp-Spectral Finite Element Analysis of Shear Deformable Beams and Plates
  R Ranjan J.N Reddy
  20.1001.1.20083505.2009.1.3.8.1
• Open Access Article
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  49 - Dynamics Analysis of the Steady and Transient States of a Nonlinear Piezoelectric Beam by a Finite Element Method
  M Jabbari M Ghayour H.R Mirdamadi
  20.1001.1.20083505.2016.8.2.2.2
• Open Access Article
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  50 - Analysis of Nonlinear Vibrations for Multi-walled Carbon Nanotubes Embedded in an Elastic Medium
  A Ghorbanpour Arani H Rabbani S Amir Z Khoddami Maraghi M Mohammadimehr E Haghparast
  20.1001.1.20083505.2011.3.3.5.2
• Open Access Article
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  51 - Mathematical Modeling for Thermoelastic Double Porous Micro-Beam Resonators
  R Kumar R Vohra M.G Gorla
  20.1001.1.20083505.2018.10.2.4.8
• Open Access Article
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  52 - A New Finite Element Formulation for Buckling and Free Vibration Analysis of Timoshenko Beams on Variable Elastic Foundation
  A Mirzabeigy M Haghpanahi R Madoliat
  20.1001.1.20083505.2017.9.2.5.2
• Open Access Article
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  53 - Effect of Temperature Changes on Dynamic Pull-in Phenomenon in a Functionally Graded Capacitive Micro-beam
  B Mohammadi-Alasti G Rezazadeh M Abbasgholipour
  20.1001.1.20083505.2012.4.3.5.9
• Open Access Article
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  54 - In-Plane and out of Plane Free Vibration of U-Shaped AFM Probes Based on the Nonlocal Elasticity
  M Ghadiri S.A.H Hosseini M Karami M Namvar
  20.1001.1.20083505.2018.10.2.5.9
• Open Access Article
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  55 - Vibration Analysis of a Nonlinear Beam Under Axial Force by Homotopy Analysis Method
  A.A Motallebi M Poorjamshidian J Sheikhi
  20.1001.1.20083505.2014.6.3.5.3
• Open Access Article
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  56 - Surface Effects on Free Vibration Analysis of Nanobeams Using Nonlocal Elasticity: A Comparison Between Euler-Bernoulli and Timoshenko
  Sh Hosseini – Hashemi M Fakher R Nazemnezhad
  20.1001.1.20083505.2013.5.3.7.8
• Open Access Article
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  57 - Effect of Surface Energy on the Vibration Analysis of Rotating Nanobeam
  M Safarabadi M Mohammadi A Farajpour M Goodarzi
  20.1001.1.20083505.2015.7.3.5.0
• Open Access Article
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  58 - Optimal Nonlinear Energy Sinks in Vibration Mitigation of the Beams Traversed by Successive Moving Loads
  D Younesian A Nankali E Motieyan
  20.1001.1.20083505.2011.3.4.2.1
• Open Access Article
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  59 - Theoretical Formulations for Finite Element Models of Functionally Graded Beams with Piezoelectric Layers
  J.N Reddy S Doshi A Muliana
  20.1001.1.20083505.2011.3.4.3.2
• Open Access Article
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  60 - Vibration Analysis of Multi-Step Bernoulli-Euler and Timoshenko Beams Carrying Concentrated Masses
  K Torabi H Afshari H Najafi
  20.1001.1.20083505.2013.5.4.2.5
• Open Access Article
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  61 - Optimal Locations on Timoshenko Beam with PZT S/A for Suppressing 2Dof Vibration Based on LQR-MOPSO
  M Hasanlu A Bagheri
  20.1001.1.20083505.2018.10.2.11.5
• Open Access Article
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  62 - A Modified Couple Stress Theory for Postbuckling Analysis of Timoshenko and Reddy-Levinson Single-Walled Carbon Nanobeams
  M Akbarzadeh Khorshidi M Shariati
  20.1001.1.20083505.2015.7.4.1.8
• Open Access Article
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  63 - Optimization of Functionally Graded Beams Resting on Elastic Foundations
  M.H Yas S Kamarian J.E Jam A Pourasghar
  20.1001.1.20083505.2011.3.4.6.5
• Open Access Article
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  64 - A Simple and Systematic Approach for Implementing Boundary Conditions in the Differential Quadrature Free and Forced Vibration Analysis of Beams and Rectangular Plates
  S.A Eftekhari
  20.1001.1.20083505.2015.7.4.2.9
• Open Access Article
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  65 - Vibration Suppression of Simply Supported Beam under a Moving Mass using On-Line Neural Network Controller
  S Rezaei M Pourseifi
  20.1001.1.20083505.2018.10.2.12.6
• Open Access Article
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  66 - Exact Implementation of Multiple Initial Conditions in the DQ Solution of Higher-Order ODEs
  S.A Eftekhari
  20.1001.1.20083505.2016.8.3.6.8
• Open Access Article
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  67 - Analysis of Rectangular Stiffened Plates Based on FSDT and Meshless Collocation Method
  Sh Hosseini B Soltani
  20.1001.1.20083505.2017.9.3.9.8
• Open Access Article
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  68 - Crack Influences on the Static and Dynamic Characteristic of a Micro-Beam Subjected to Electro Statically Loading
  A.R Shahani G Rezazadeh A Rahmani
  20.1001.1.20083505.2018.10.3.12.8
• Open Access Article
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  69 - Modal Testing and Finite Element Analysis of Crack Effects on Turbine Blades
  K.R.P Babu B.R Kumar K.M Rao
  20.1001.1.20083505.2016.8.3.12.4
• Open Access Article
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  70 - Nonlocal Piezomagnetoelasticity Theory for Buckling Analysis of Piezoelectric/Magnetostrictive Nanobeams Including Surface Effects
  A Ghorbanpour Arani M Abdollahian A.H Rahmati
  20.1001.1.20083505.2017.9.4.3.4
• Open Access Article
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  71 - Coupled Bending-Longitudinal Vibration of Three Layer Sandwich Beam using Exact Dynamic Stiffness Matrix
  A. Zare B Rafezy W.P Howson
  20.1001.1.20083505.2017.9.4.4.5
• Open Access Article
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  72 - Exact Closed-Form Solution for Vibration Analysis of Truncated Conical and Tapered Beams Carrying Multiple Concentrated Masses
  K Torabi H Afshari M Sadeghi H Toghian
  20.1001.1.20083505.2017.9.4.6.7
• Open Access Article
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  73 - Influence of Temperature Change on Modal Analysis of Rotary Functionally Graded Nano-beam in Thermal Environment
  E Shahabinejad N Shafiei M Ghadiri
  20.1001.1.20083505.2018.10.4.7.5
• Open Access Article
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  74 - Effect of the Interparticle Interactions on Adsorption-Induced Frequency Shift of Nano-beam-Based Nanoscale Mass-Sensors: A Theoretical Study
  K Rajabi Sh Hosseini-Hashemi
  20.1001.1.20083505.2018.10.4.12.0
• Open Access Article
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  75 - Extended Finite Element Method for Statics and Vibration Analyses on Cracked Bars and Beams
  F Mottaghian A Darvizeh A Alijani
  20.1001.1.20083505.2018.10.4.15.3