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The effects of gravity on sintering shrinkage and dimensional uniformity are analyzed using a continuum theory of sintering.
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The problem is solved using a continuum model of the lattice structure and equations of the semi-membrane theory of orthotropic cylindrical shells.
Using a nonlinear continuum theory and a suitable perturbation technique, the plane strain problem is reduced to an eigenvalue problem describing the onset of buckling.
Directed continuum theories, which are often used to capture non-local behavior in the context of a continuum theory, will therefore be used.
Hammes-Schiffer and co-workers used a multistate continuum theory in part of their theoretical treatment of PCET by developing the formalism for direct application.
Large ensembles of screw dislocations can be described by a continuum theory.
Processing of metal matrix composites (MMC) by hot isostatic pressing (HIPing) of fibres coated with a titanium alloy is discussed using the continuum theory for sintering.
Dynamic analysis of nanotube structures under excitation of a moving nanoparticle is carried out using nonlocal continuum theory of Eringen.
Exact expressions for the reorganization free energy for an electron transfer reaction at the liquid/liquid interface are derived using electrostatic continuum theory.
Theoretical analysis using elastic continuum theory shows that only pure Type I or Type II boundaries are fully compatible with a/b-laminate.
Combining dedicated experiments to probe the microstructure, structure and mechanical properties with calculation using elastic continuum theory, we prove the existence of fine a/b-laminates within modulation macrotwins of the order of 100 micrometers in size.
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