The equation of continuity and this statement help to explain the (*) Venturi Effect, and Torricelli's Law is a special case of this principle.
Integrating a streamline path for Euler's Equation gives this statement. The simplified form of this statement often omits the rho-p-z term. The equation of continuity and this statement help to explain the (*) Venturi Effect, and Torricelli's Law is a special case of this principle. This principle states that an increase in velocity of a fluid causes a decrease in its pressure due to the conservation of energy, and this statement helps explain lift. For 10 points, name this principle of fluid dynamics named after a Swiss mathematician.
Integrating a streamline path for Euler's Equation gives this statement.
{Bernoulli's} Principle