The key idea
Start with the central idea, then test it against a concrete element or example. A scientific model is useful when we know what it explains — and where its limits are.
Why it matters
For steady flow, conservation of mass constrains how density, cross-sectional area and flow speed vary along a stream tube.
A picture to remember
For an incompressible fluid, narrowing the available area increases the mean flow speed.
The key idea
Start with the central idea, then test it against a concrete element or example. A scientific model is useful when we know what it explains — and where its limits are.
The key idea
For steady flow, conservation of mass constrains how density, cross-sectional area and flow speed vary along a stream tube.
For steady flow, conservation of mass constrains how density, cross-sectional area and flow speed vary along a stream tube.