(Solved): The flow in the Eulerian representation is described by equations: \[ x_{1}^{\prime}=\lamb ...

The flow in the Eulerian representation is described by equations:
\[ x_{1}^{\prime}=\lambda_{1}*x_{1},
x_{2}^{\prime}=\lambda_{2}*x_{2},
x_{3}^{\prime}=\lambda_{3}*x_{3} \] where \( \lambda_{1}, \lambda_{2}, \lambda_{3} \) are constant.
Find: a) Tensor of deformations
b) Tensor of velocity of
deformations
c) Tensor of velocity of stresses
d) Get the exact variant of the
Navier-Stoker equation

The flow in the Eulerian representation is described by equations: $$x_1^{?}={?}_1{x}_1,x_2^{?}={?}_2{x}_2,x_3^{?}={?}_3{x}_3$$ where $${?}_1,{?}_2,{?}_3$$ are constant. Find: a) Tenser of deformations b) Tensor of velocity of deformations c) Tensor of relocity of stresses d) Get the exact variant of the Navier-Stoker equation