His scientific interests lie mostly in Composite material, Buckling, Nonlinear system, Mechanics and Galerkin method. In his research on the topic of Composite material, Metal matrix composite is strongly related with Finite element method. His research integrates issues of Elasticity, Neutral plane, Boundary layer, Axial symmetry and Nanoshell in his study of Buckling.
His work carried out in the field of Nonlinear system brings together such families of science as Partial differential equation, Mathematical analysis, Boundary value problem, Differential equation and Classical mechanics. His Mechanics research is multidisciplinary, relying on both Amplitude and Piezoelectricity. His Galerkin method research incorporates themes from Beam and Timoshenko beam theory.
The scientist’s investigation covers issues in Composite material, Nonlinear system, Mechanics, Boundary value problem and Finite element method. His Nonlinear system research includes elements of Classical mechanics, Timoshenko beam theory, Buckling and Differential equation. As a part of the same scientific study, Mohammad Mohammadi Aghdam usually deals with the Buckling, concentrating on Boundary layer and frequently concerns with Surface stress.
His Mechanics research includes themes of Thermal conduction, Structural engineering, Axial symmetry and Material properties. His study in Boundary value problem is interdisciplinary in nature, drawing from both Conical surface, Geometry and Partial differential equation. His studies in Finite element method integrate themes in fields like Transverse plane, Stress and Volume fraction.
Mohammad Mohammadi Aghdam mostly deals with Composite material, Nonlinear system, Porosity, Nanocomposite and Mechanics. The various areas that Mohammad Mohammadi Aghdam examines in his Composite material study include Nanoparticle, Galerkin method and Graphene. His Nonlinear system study integrates concerns from other disciplines, such as Instability, Buckling, Differential equation, Nanoshell and Surface energy.
Within one scientific family, Mohammad Mohammadi Aghdam focuses on topics pertaining to Classical mechanics under Buckling, and may sometimes address concerns connected to Virtual work and Elasticity. His studies deal with areas such as Velocity potential, Boundary value problem and Neutral plane as well as Mechanics. His Boundary value problem study necessitates a more in-depth grasp of Mathematical analysis.
Composite material, Porosity, Nonlinear system, Nanocomposite and Scanning electron microscope are his primary areas of study. The concepts of his Composite material study are interwoven with issues in Nanoparticle and Crystallite. His research investigates the connection with Porosity and areas like Galerkin method which intersect with concerns in Axial symmetry.
Mohammad Mohammadi Aghdam has included themes like Boundary value problem, Deflection, Differential equation, Mechanics and Graphene in his Nonlinear system study. Mohammad Mohammadi Aghdam usually deals with Differential equation and limits it to topics linked to Virtual work and Buckling. His biological study spans a wide range of topics, including Nano- and Timoshenko beam theory.
Saeid Sahmani;Mohammad Mohammadi Aghdam;Timon Rabczuk
A. Fallah;M.M. Aghdam
Y. Heydarpour;M.M. Aghdam;P. Malekzadeh
Saeid Sahmani;Mohammad Mohammadi Aghdam;Timon Rabczuk
A. Fallah;M.M. Aghdam
S. Sahmani;M.M. Aghdam
MM Aghdam;DJ Smith;Martyn J Pavier
H. Kabir;M.M. Aghdam
H. Niknam;M.M. Aghdam
Hossein Kabir;Mohammad Mohammadi Aghdam
S. Sahmani;M.M. Aghdam
S. Sahmani;M.M. Aghdam
M. Mohammadzadeh-Keleshteri;H. Asadi;H. Asadi;M.M. Aghdam
S. Sahmani;M.M. Aghdam
Reza Hedayati;Mojtaba Sadighi;Mohammad Mohammadi Aghdam;Amir Abbas Zadpoor
M.M. Aghdam;A. Dezhsetan
S. Sahmani;M. M. Aghdam
S. Sahmani;M.M. Aghdam
Saeid Sahmani;Mohammad Mohammadi Aghdam;Timon Rabczuk
S. Sahmani;A. Khandan;S. Esmaeili;S. Saber-Samandari
S. Sahmani;M.M. Aghdam
S. Sahmani;M.M. Aghdam
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