In the variational problem of fluid flow, what is the correct matrix form of C in the bilinear form Bv(w,v)= e(Dw)TC(Dv)dx?

( begin{pmatrix}1&0&0 0&2&0 0&0&2 end{pmatrix} )

( begin{pmatrix}2&0&0 0&2&0 0&0&1 end{pmatrix} )

( begin{pmatrix}2&0&0 0&1&0 0&0&2 end{pmatrix} )

( begin{pmatrix}2&0&0 0&2&0 0&0&1 end{pmatrix} )

( begin{pmatrix}1&0&0 0&2&0 0&0&2 end{pmatrix} )

In the variational problem of fluid flow, what is the correct matrix f

1.	In the variational problem of fluid flow, what is the correct matrix form of C in the bilinear form B_v(w,v)= _{_e}(Dw)^TC(Dv)dx?
A.	( begin{pmatrix}2&0&0 0&2&0 0&0&1 end{pmatrix} )
B.	( begin{pmatrix}2&0&0 0&1&0 0&0&2 end{pmatrix} )
C.	( begin{pmatrix}2&0&0 0&2&0 0&0&1 end{pmatrix} )
D.	( begin{pmatrix}1&0&0 0&2&0 0&0&2 end{pmatrix} )
Answer» D. ( begin{pmatrix}1&0&0 0&2&0 0&0&2 end{pmatrix} )

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In the variational problem of fluid flow, what is the correct matrix form of C in the bilinear form Bv(w,v)= e(Dw)TC(Dv)dx?

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In the variational problem of fluid flow, what is the correct matrix form of C in the bilinear form B_v(w,v)= _{_e}(Dw)^TC(Dv)dx?