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The connections between structural components, i.e., joints, are extremely difficult to model accurately by using a pure analytical approach.

Also, the linear logic is proposed to characterize the state of changes in the Petri net model accurately by using symbolic time representation for the purpose of acquiring deterministic behavior.

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SFDEs model phenomena exhibiting anomalous diffusion that cannot be modeled accurately by the classical diffusion equations.

Fractional diffusion equations model phenomena exhibiting anomalous diffusion that cannot be modeled accurately by the second-order diffusion equations.

The signiFractionalputational work andiffusionrequationst of these modelds makes a numerical simulation of three-dimensional sphenomenational diffusion exhibitingcomputanomalous prohibitively expensive.

Fractional diffusion equations model phenomena exhibiting anomalous diffusion that can not be modeled accurately by the second-order diffusion equations.

Fractional diffusion equations model phenomena exhibiting anomalous diffusion that cannot be modeled accurately by the classical second-order diffusion equations.

In this way, predefined reaction types are modeled accurately by interpolating smoothly between non-reactive potential energy terms describing reactants, transition states, and products.

An additional module based on life-time analysis identifies a set of species that can be modeled accurately by quasi-steady state relations.

One of the main limitation of the mass and stiffness proportional damping approximation comes from the fact that the arbitrary variation of damping factors with respect to vibration frequency cannot be modelled accurately by using this approach.

It is shown that the stress strain curves and R-value distribution in all orientations of the sheet surface can be modeled accurately by crystal plasticity if a "finite element per grain" unit cell model is used that accounts for non-uniform deformation as well as grain interactions.

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