This principle, referred to as the equation of conservation, describes how the speed of a fluid changes as it moves through a pipe . Essentially, it asserts that for an incompressible liquid, the mass flow rate persists constant along a pathway . Mathematically, this is expressed as A₁V₁ = A₂V₂,
A principle, referred to as the equation of continuity , describes how the rate of a fluid changes as it moves through a channel. Essentially, it states that for an constant density liquid, the quantity flow rate stays unchanged along a streamline . Mathematically, this becomes expressed as A₁V₁
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