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In the presented paper are analyzed rehabilitation problems of surface plane elements under exploitation.
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Ultimately malaria is a problem of surface water.
An alternative approach to the problem of surface catalysis involves the consideration of electronic factors in catalyst and reactants.
Wu et al. [18] formulated the problem of surface normal recovery as a rank minimization problem, which can be solved via convex optimization.
In this article we deal with a two-dimensional problem of surface waves generated by a time dependent sea-bottom upheaval on a beach with uniform slope.
The problem of surface degradation due to precipitation of Al2O3 particles during internal oxidation was sought to overcome by the design of an Ni Ni 1.5 at.% Al composite tape.
The problem of surface fatigue wear becomes severe as the contact between cam and follower exceeds the plasticity limit of material.
We consider the scattering problem of surface waves, under the combined effects of variable bathymetry and a semi-infinite floating elastic plate, in the time domain.
In the present work, Modified ε constrained Differential Evolution (Mod-εDE) is used to optimize process parameters of constrained optimization problem of Surface Grinding Process (SGP).
We apply a level set formulation to the problem of surface advancement in three-dimensional topograhy simulation of deposition, etching, and lithography processes in integrated circuit fabrication.
This paper is concerned with 2D localised vibration in incompressible pre-stressed fibre-reinforced elastic solids and the closely related problem of surface wave propagation in such materials.
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