Computational aspects of the F. E. M Solutions of the convective transport equations:∂tu+∇·(-k∇u+bu)=for∇·(-k∇u+bu)=
f are described. Substructured Iteration Methods and Preconditioned LU & Conjugate Gradient Methods are feasible to overcome the memory neck of the computers. ICCG by Meijerink and Van der Vorst are applied to the 3 dimensional ∇·(-k∇
u)=
f with variable diffusion coefficient
k and compared to the SOR, SLOR, and Pure CG Methods.
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