SOLVED:Curvilinear, or streamline, coordinates are defined in Fig. P4.26, where n is normal to the streamline in the plane of the radius of curvature R. Euler's frictionless momentum equation (4.36) in streamline coordinates becomes (∂ V)/(∂ t) V (∂ V)/(∂ s)=-(1)/(ρ)(∂ p)/(∂ s) gs -V (∂θ)/(∂ t)-(V^2)/(R)=-(1)/(ρ)(∂ p)/(∂ n) gn Show that the integral of Eq. (1) with respect to s is none other than our old friend Bernoulli's equation (3.54)

What are coordinates?

What is the Difference between curvilinear and Rotation? circul... | Filo

What is curvilinear motion and when is it used?

3D Shapes By Mrs. Guillory