With the finite difference scheme and the central differencing in spatial domain, the 2D anisotropic diffusion rule can be then expressed as: I ( i, j, t + 1 ) = I ( i, j, t ) + λ ⋅ [ c N ⋅ ∇ I N ( i, j, t ) + c S ⋅ ∇ I S ( i, j, t ) + c W ⋅ ∇ I W ( i, j, t ) + c E ⋅ ∇ I E ( i, j, t ) ] (12).
While we acknowledge central differences in these samples that include ethnicity, the age ranges, sample size, and the cell types represented, in this discussion we highlight these and other pathways with a comparison of the two different tissues as a guide.
The strategy for estimating the time step length is illustrated in Section 5. Examples compare the efficiency of AVI with central differences in Section 6.
In a study by Zaidel-Bar et al., the dynamics of the formation and maturation of these adhesion structures has been reported and some central differences in their composition have been shown (Zaidel-Bar et al., 2003).
Diffusion terms are discretized with a second order central difference scheme in space.
The one-dimensional transient heat conduction equation is solved using a central difference scheme in conjunction with the Crank-Nicolson method.
The method is oriented on turbulent flow simulations and consists of a second-order central difference approximation in space and a third-order semi-implicit Runge Kutta scheme for time advancement.
The energy functional of the arch is obtained by the generalized shell theory, and the finite element model for wave motion analysis is constructed according to Hamilton's principle and the central difference method in time domain.
In this study, to fully capture the coupling effect between the planar axial and transverse vibrations, the nonlinear coupled equations of a riser's dynamic motion are formulated and then solved by the central difference method in the time domain.
Furthermore, a novel method based on central difference method in conjunction with composite Simpson's integration scheme along the element axis is developed to take account of shear-slip.
