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Computational Methods for Fatigue and Fracture

The development of modern numerical methods has led to significant advances in the field of fatigue and fracture, which are pivotal issues in structural integrity. Because of the permanent tendency to shorten time-to-market periods and the development cost, the use of the finite element method, exte...

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Formato: Online
Idioma:inglês
Publicado em: MDPI - Multidisciplinary Digital Publishing Institute 2022
Assuntos:
finite element method
Taguchi method
tooth surface contact stress
tooth profile deviations
meshing errors
lead crowning modifications
critical load
fracture
tubular cantilever beam
U-notch
theory of critical distances
LEFM
mesh density
mixed mode stress intensity factors
fatigue crack growth
FEM
fatigue failure
design flaws
mechanical system
parametric ALT
hinge kit system
XFEM
ANSYS mechanical
smart crack growth
stress intensity factors
fatigue life prediction
gears
Single Tooth Bending Fatigue
STBF
Finite Element Model
material characterization
multiaxial fatigue
critical plane
metal casting
mold design
simulation
optimization
fatigue life
reliability
n/a
thema EDItEUR::T Technology, Engineering, Agriculture, Industrial processes::TB Technology: general issues
thema EDItEUR::T Technology, Engineering, Agriculture, Industrial processes::TB Technology: general issues::TBX History of engineering and technology
Acesso em linha:ONIX_20221025_9783036552996_57
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Resumo:The development of modern numerical methods has led to significant advances in the field of fatigue and fracture, which are pivotal issues in structural integrity. Because of the permanent tendency to shorten time-to-market periods and the development cost, the use of the finite element method, extended finite element method, peridynamics, or meshless methods, among others, has represented a viable alternative to experimental methods. This Special Issue aims to focus on the new trends in computational methods to address fatigue and fracture problems. Research on innovative and successful industrial applications as well as on nonconventional numerical approaches is also addressed.

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