Dr. Mohammad Silani

silani@iut.ac.ir

Office

Room 41, Department of Mechanical Engineering, Isfahan University of Technology, Isfahan, 8415683111, IRAN

Phone

+98 313 3912667

Fax

+98 313 3912628

Research Interests

Multiscale Modeling of Materials

Computational Mechanics

FEM and XFEM

Composite and Nanocomposite Materials

Scaled Boundary Finite Element Method (SBFEM)

Computational Homogenization

Stochastic Modeling of Nano-materials

type: Journal
Title	Conference / Journal	Date
Prediction of Wear Behavior in Surface Contact Using CDM and ANN Models	International Journal of Mechanical Engineering and Robotics Research	2026-03
Molecular Dynamics Analysis of Temperature and Shear Stress Effects on Nickel Bi-Crystal Amorphization	IRANIAN JOURNAL OF CHEMISTRY and CHEMICAL ENGINEERING-INTERNATIONAL ENGLISH EDITION شيمي و مهندسي شيمي	2026-01
Multi-objective optimization of AlCrN coated carbide cutting tools for stress and temperature reduction	Journal of Manufacturing Processes	2026-01
Comparative analysis of local and nonlocal elasticity theories at the nanoscale via FEM and MD simulations	MECHANICS OF ADVANCED MATERIALS AND STRUCTURES	2025-12
Phase-field modeling of stressed grain growth in nanocrystalline metals	INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES	2025-11
Optimizing angular velocity in a shape memory alloy heat engine: The role of key design variables	Smart Materials and Structures	2025-11
Mechanics-based phase-field model for directional microstructure evolution: Multiscale finite element simulation of IN718 IN DED process	COMPUTATIONAL MATERIALS SCIENCE	2025-10
Molecular Dynamics Study of Alumina Nanoparticles; Effects on Silicon Bicrystal Amorphization at Varying Temperatures and External Shear Stresses	IRANIAN JOURNAL OF CHEMISTRY and CHEMICAL ENGINEERING-INTERNATIONAL ENGLISH EDITION شيمي و مهندسي شيمي	2025-09
Atomistic informed phase-field modeling of edge dislocation evolution in ?3, ?9, and ?19 silicon bi-crystals	COMPUTATIONAL MATERIALS SCIENCE	2025-05
Stress analysis of nanostructures including nanovoids and inclusions based on nonlocal elasticity theory with different kernels	International Journal of Applied Mechanics	2025-05