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Let us now consider the issue of evaluating the term of Eq. (19.5), for a typical element
where and for the element. Thus, the conduction contribution of an element to the residual equation at a node takes the form of a 3 ×3 matrix multiplied by a 3×1 vector. Substituting for and one can obtain all the entries of the 3 ×3 matrix .
For and we get
which yields
Next, for and we get
which yields
finally for and we get
which yields
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