Show that the following stresses can be expressed in terms of velocity gradients and fluid properties...

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Show that the following stresses can be expressed in terms of velocity gradients and fluid properties in rectangular coordinate sysytem. av du + dx dy Txy = tyx = μ(= dw T₁² = T₁₂y = μ(² dy dz dw T ₁x = T₁x = μ(² er + dx + du əz P-2² μVV + σ₁=-P ди +2μ dx 0₁ - - P- NV + 24 yy G₁ = -P. - P - /3 μV V + 2 +2μ dw dz Show that the following stresses can be expressed in terms of velocity gradients and fluid properties in rectangular coordinate sysytem. av du + dx dy Txy = tyx = μ(= dw T₁² = T₁₂y = μ(² dy dz dw T ₁x = T₁x = μ(² er + dx + du əz P-2² μVV + σ₁=-P ди +2μ dx 0₁ - - P- NV + 24 yy G₁ = -P. - P - /3 μV V + 2 +2μ dw dz

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To express the stresses in terms of velocity gradients and fluid properties well start with the gene... View the full answer