shreddinglicks
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With a quick online search I see that most sources state that the boundary condition at the interface of two materials in contact having contact resistance is
-ksub1*u'sub1 = -ksub2*u'sub2 =q
usub1 - usub2 = R*q
I've tried to produce a solution consisting of two equations, each describing the temperature distribution in each material with questionable results.
Am I expecting to have one set of eigenvalues for both derived equations? Or does each equation have its own eigenvalues?
-ksub1*u'sub1 = -ksub2*u'sub2 =q
usub1 - usub2 = R*q
I've tried to produce a solution consisting of two equations, each describing the temperature distribution in each material with questionable results.
Am I expecting to have one set of eigenvalues for both derived equations? Or does each equation have its own eigenvalues?