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The efficiency and accuracy of the DDM are verified by using the forward finite difference method.
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For the first point, we use the forward finite difference such that ∇ ( J ( 1 ) ) = J ( 2 ) - J ( 1 ).
Time integration was done using the forward Euler scheme and diffusion was calculated using a finite volume scheme (see for example [22]).
In this paper, the forward finite differences technique for this proposal was adopted.
First we approximate the second order differential operators using a forward finite difference method as follows: frac{partial^{2} u x,s)}{partial t^{2}}=frac {u x,t_{n+1} -2u x,t_{n})+u x,t_{n-1})}{(Delta t)^{2}}+O(Delta t)^{2}, (5) where (s in[t_{n},t_{n+1}]).
In Section 2, we give temporal discretization using a forward finite difference scheme of Eq. (1).
The new algorithm and its software implementation are validated through two application examples, in which DDM-based response sensitivities are compared with their counterparts obtained using forward finite difference (FFD) analysis.
The diffusion equation ∂c/∂t = D ∇ c, with the albumin concentration c and the diffusion coefficient D, was solved using the finite difference method with the Forward Time, Centered Space (FTCS) scheme (Ames, 1992).
The cracks are modeled as massless rotational springs and the forward problem is solved using the finite element method.
The cracks are modeled as rotational springs and the forward problem is solved using the finite element method.
The use of forward finite differences and central finite differences for the determination of the gradients of the objective function within Dynamic-Q is also investigated.
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