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Quasi-steady-state creep equation during a thermal cycle is derived quantitatively based on continuum micromechanics.
While these activities were mainly characterized by empirical fitting functions, we here take a more fundamental approach based on continuum micromechanics.
Determination of engineering properties within the proposed multiscale approach departs from the underlying material composition, on the one hand, and the intrinsic properties of the constituents, i.e., the material phases, on the other hand, employing homogenization techniques based on continuum micromechanics.
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It is based on continuum, pseudo-fluid approximation.
The moment-curvature constitutive law is based on continuum damage mechanics arguments (CDM theory).
A damage model was proposed based on continuum damage mechanics (CDM).
Those models are based on continuum mechanics, and consider Plastic Damage Model to simulate concrete behavior.
An approach based on continuum damage mechanics to fatigue life prediction for structures is proposed.
Continuum models are based on continuum mechanics and allow the coupling of mechanical, hydraulic and thermo-mechanical behaviour.
Section 4 presents the application of the zero reflection controller based on continuum equations.
Previous mathematical models describing the melting of nanoparticles based on continuum theory exist, for instance [21 23].
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