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Mathematical and Computational Approaches in Applied Mechanics

It is difficult to talk about mechanics without mentioning at least one contribution made by Prof. J.N. Reddy, who has embraced all aspects of applied mechanics, from continuums to engineering theories. He is best known for his research on the shear deformation theories of beams, plates, and shells...

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Guardado en:
Formato: Online
Lenguaje:inglés
Publicado: MDPI - Multidisciplinary Digital Publishing Institute 2026
Materias:
Functionally graded material
Al2O3
Adhesive
Thermal stress
Elasticity theory
Finite difference method
Micro particles
Beam
Thermal analysis
Third-order shear deformation theory
Finite element model
Buckling loads
Cracked Euler–Bernoulli columns
Winkler elastic medium
R-function method
Elastic foundation
Linear static finite element analysis
Functionally graded plates
Carbon nanotubes
Monte Carlo simulation
Multiple regression modeling
Higher-order methods
Approximation theory
Spectral elements
Approximate Fekete points
Weierstrass theorem
Metamaterial beam
Winkler–Pasternak foundation
Forced vibrations
Graphene origami
Boundary element method
Fractional order
Three-dimensional
Thermal stress wave propagation
Anisotropic materials
FG nanocomposite orthotropic material
Cross-ply cylindrical shells
Stability
Thermal environment
Two-parameter elastic foundation
Axial buckling load
Mode shape projection
Laminated composite plates
Damage detection
Signal processing
Bridge vibrations
Semi-active DVA
Adjustable vibration absorber
Viscous variable damping dashpot
Moving load
Vibration reduction
Nonlinear finite element analysis
Circular
Annular plates
Third-order theory
Functionally graded porous materials
Modified couple stress theory
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thema EDItEUR::T Technology, Engineering, Agriculture, Industrial processes::TB Technology: general issues::TBX History of engineering and technology
Acceso en línea:ONIX_20260416T142754_9783725858514_44
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