Integrating the Euler equation along a streamline derives this equation, which predicts the Venturi effect and Torricelli's theorem.
This equation can be applied when an obstacle is present to yield the Kutta-Zhukovski theorem and the symmetry of this equation results in d'Alembert's paradox, which can be resolved because momentum is transferred in the boundary layer. Integrating the Euler equation along a streamline derives this equation, which predicts the Venturi effect and Torricelli's theorem. For ten points, name this equation that is applicable when a fluid's viscosity is negligible and the flow is streamline, a form of energy conservation of energy for ideal fluid flow.
This equation can be applied when an obstacle is present to yield the Kutta-Zhukovski theorem and the symmetry of this equation results in d'Alembert's paradox, which can be resolved because momentum is transferred in the boundary layer.
{Bernoulli}’s equation