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The interpretations of results demonstrate that 2D approximation techniques come near quite well to the actual 3D problem.
This paper presents a two-dimensional numerical (2D) model for analysing the full three-dimensional (3D) problem of heat transport problems in laminated composite plates.
The singular atomic potentials are replaced by pseudopotentials and the discretization of the 3D problem is done on a composite mesh refined in part of the domain.
To solve the large-scale 3D problem with approximately 80,000 solid elements, a renumbering technique and the out-of-core skyline solver was employed.
The phenomenon of the interaction between the excavation process, the reinforcements and the ground reaction is a three-dimensional (3D) problem.
Firstly, it is shown that 2D numerical analysis may be accurately used for simulating the original truly 3D problem: a "layer-equivalence" methodology is proposed.
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CT data were transferred to the workstations for subsequent reading: either primary 2D reading with 3D problem-solving or primary 3D reading with 2D problem-solving.
Yup, now Afghanistan has an H1N1 problem.
The CO2 problem is simple.
FreeBSD 4.0 + ncurses 5.0 problem.
Solution Set 2. Problem Set 3, due 9/18.
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