If aPΦP=aEΦP+aWΦW+aNΦN+aSΦS+S is the general form of a 2-D steady-state diffusion problem, what is aE by considering the following stencil?

\(\frac{\Gamma_E A_E}{\delta x_{WP}}\)

\(\frac{\Gamma_E A_E}{\delta y_{PE}}\)

\(\frac{\Gamma_E A_E}{\delta x_{PE}}\)

\(\frac{\Gamma_E A_E}{\delta x_{WP}}\)

If aPΦP=aEΦP+aWΦW+aNΦN+aSΦS+S is the general form of a 2-D stead

1.	If aPΦP=aEΦP+aWΦW+aNΦN+aSΦS+S is the general form of a 2-D steady-state diffusion problem, what is aE by considering the following stencil?
A.	\(\frac{\Gamma_E A_E}{\delta y_{PE}}\)
B.	\(\frac{\Gamma_E A_E}{\delta y_{PE}}\)
C.	\(\frac{\Gamma_E A_E}{\delta x_{PE}}\)
D.	\(\frac{\Gamma_E A_E}{\delta x_{WP}}\)
Answer» D. \(\frac{\Gamma_E A_E}{\delta x_{WP}}\)

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If aPΦP=aEΦP+aWΦW+aNΦN+aSΦS+S is the general form of a 2-D steady-state diffusion problem, what is aE by considering the following stencil?

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