Exact(46)
Of importance is the characterization of the material behaviors.
Both linear and nonlinear hardening material behaviors are treated numerically.
The existence of liquids adds complexity to the system, changes the tool/work interfacial condition, and affects material behaviors.
Material behaviors predicted by such a local theory are assumed to be scale-independence in the constitutive law.
The finite element models are analyzed based on elastoplastic material behaviors as well as mesh sensitivity.
The foundation of newest cutting forces models still is cutting force coefficients that represent material behaviors.
Similar(14)
It is often frequency dependent to model nonlinear material behavior.
Isotropic elastic material behavior was assumed for the soil foundation.
Otherwise, the material behavior is brittle in nature.
Bi-axial material behavior for the bi-directional excitation; Materials show degradation behavior.
The material behavior was simulated using finite element method.
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