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The R-ratio effect was considered using the Walker's equation.
The aggregation effect was considered by using the hybrid quantum mechanics and molecular mechanics approach.
The ionic wind effect was considered as the dominant mechanism of AC electric field on flame.
Due to irregularities of the biomass particle shape, a special drag effect was considered.
Buoyancy effect was considered in the numerical model by incorporating Boussinesq-approximation.
Similarly, the non-continuum effect was considered in calculation of heat transfer.
One fixed and one random effect was considered, in order to analyze the difference between subsets of cells and to consider the replicates variance, respectively.
The Mullins effect was considered as a continuous type of damage that can be modelled within the continuum damage theory.
When the age effect was considered, an increase in colonic temperature under intense heat was detected over the last week.
Traditionally this pseudosepctral effect was considered a drawback since it can be the source of immense numerical errors, as shown for instance in the works of L. N. Trefethen.
The drag force effect was considered in a gas condensate flow study and no experimental data are available for testing of these systems.
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