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The increase in the fluidelastic effect is attributed to the phase difference between the boundary layer separation point motion and the tube motion.
Results for the younger stand (Stand 3) showed less bias (2.83%), which is possibly due to recent thinning of this stand that minimised the difference between the boundary and interior stems.
Physical problems involving heat exchange between the ends of a rod and the surrounding environment can be formulated as a set of equations representing the heat equation and boundary conditions relating the heat fluxes to the difference between the boundary temperatures and the temperature of the surrounding fluid through a function f.
The level of conflict, which can be evaluated by the difference between the 3' boundary region and the rest of the region (Δ-CBIrest – 3' boundary) should then increase with the splicing frequency.
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To compare the two approaches, the finite-element system is reduced to a boundary-value system using incomplete Gauss Jordan elimination, and the coefficient matrices are used to construct an effective matrix determining the difference between the boundary- and the finite-element solutions.
In Section 6, we clarify some differences between the boundary condition we use (see Definition 1(3)) and the standard boundary condition met in the literature.
In practice, one can assume the boundary conditions, which results in large errors, as the solution of an elliptic equation is continuously dependent on the boundary conditions, and there may be a large difference between the assumed boundary conditions and the real boundary conditions.
The energy difference between the grain boundary and the crystallite/amorphous phase interface hinders grain boundary mobility, leading to a gradual decrease in the grain size of the nanocrystallites.
The temperature difference between the thermal boundary layer and the droplet surface results in an extra heat flux to the droplet surface, which increases the vaporization rate.
We show that the formation of an amorphous matrix during the film growth is driven by the energy difference between the grain boundary energy and the crystallite/amorphous phase interfacial energy.
The initial conditions are then varied to reduce the difference between the given boundary conditions and those that are obtained by the most recent integration.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com