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In order to assess the compliance of these architectures with international safety standards, the frequency of hazardous failures must be analyzed by developing and solving proper formal models.
The dimensioning of the drying cooking chamber has been performed by developing and solving a dynamic model that takes into account the heat and mass transfer phenomena on a local scale.
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A two-dimensional model is developed and solved by the finite element method.
To evaluate these policies, stochastic reward net models are developed and solved by Stochastic Petri Net Package (SPNP).
The discretized equations of motion are developed and solved by using the Newmark-β integration scheme with respect to time.
On a 2D silicon nanowire geometry, Cahn-Hilliard equation and Ginzberg-Landau equations are developed and solved by finite element method.
First, with the proviso that phase holdup, pressure drop, and liquid distribution are fundamental criteria for the efficient design of trickle beds, the multiphase flow constitutive equations have been developed and solved by the conservative unstructured finite volume method.
The mathematical model based on the conservation equations of energy is developed and solved by the central finite difference method to obtain temperature distribution, entropy generation, and exergy loss.
The complex eigenvalue is developed and solved numerically by using simple proportional feedback control strategy.
The problem is solved by developing and implementing a 3D Boundary Element Method formulation using a normal derivative integral equation (TBEM), thereby allowing the definition of models in which only the discretization of the barriers as single open surfaces is required.
Although necessary proofs of principle, the problems will not be solved by linking a single database to a single article, by linking a single database to several articles, or by linking several databases to a single issue of a single journal; nor will they be solved by developing and protecting proprietary mark-up tools and ontologies.
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