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Fluids in Motion

Continuity, Bernoulli, viscosity, Poiseuille flow, and blood flow

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Fluids in Motion

Ideal Flow

Continuity, A1v1=A2v2A_1v_1 = A_2v_2, makes a fluid speed up where a pipe narrows. Bernoulli's equation, P+12ฯv2+ฯgh=constantP + \tfrac{1}{2}\rho v^2 + \rho gh = \text{constant} is energy conservation for ideal flow: faster means lower pressure.

Real Flow and the Circulation

Viscous flow obeys Poiseuille's law: flow scales with r4r^4, so small changes in vessel radius control blood flow. Blood is slowest in the capillaries, where the total cross-sectional area is largest, and the biggest pressure drop is across the arterioles.

Key Takeaways

  • Narrower means faster means lower pressure (ideal flow).
  • Halving a vessel's radius cuts flow 16-fold (viscous flow).
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๐Ÿ“Œ Related Topics in Chemical & Physical Foundations

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What is Fluids in Motion?โ–พ
Continuity, Bernoulli, viscosity, Poiseuille flow, and blood flow
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Fluids in Motion is part of the MCAT Prep course on Study Mondo, specifically in the Chemical & Physical Foundations section. You can explore the full course for more related topics and practice resources.