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Fluid Mechanics with teacher's notes

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Chapter 9<br />

Summary<br />

Teaching Tip<br />

Ask students to prepare a concept<br />

map of the chapter. The concept<br />

map should include most of the<br />

vocabulary terms, along <strong>with</strong><br />

other integral terms or concepts.<br />

342<br />

KEY TERMS<br />

buoyant force (p. 319)<br />

fluid (p. 318)<br />

ideal fluid (p. 332)<br />

mass density (p. 319)<br />

pressure (p. 325)<br />

temperature (p. 331)<br />

342<br />

Chapter 9<br />

CHAPTER 9<br />

Summary<br />

KEY IDEAS<br />

Section 9-1 <strong>Fluid</strong>s and buoyant force<br />

• A fluid is a material that can flow, and thus it has no definite shape. Both<br />

gases and liquids are fluids.<br />

• Buoyant force is an upward force exerted by a fluid on an object floating<br />

on or submerged in the fluid.<br />

• The magnitude of a buoyant force for a submerged object is determined<br />

by Archimedes’ principle and is equal to the weight of the displaced fluid.<br />

Section 9-2 <strong>Fluid</strong> pressure and temperature<br />

• Pressure is a measure of how much force is exerted over a given area.<br />

• The pressure in a fluid increases <strong>with</strong> depth.<br />

Section 9-3 <strong>Fluid</strong>s in motion<br />

• Moving fluids can exhibit laminar (smooth) flow or turbulent flow.<br />

• An ideal fluid is incompressible, nonviscous, and nonturbulent.<br />

• According to the continuity equation, the amount of fluid leaving a pipe<br />

during some time interval equals the amount entering the pipe during<br />

that same time interval.<br />

• According to Bernoulli’s principle, swift-moving fluids exert less pressure<br />

than slower-moving fluids.<br />

Section 9-4 Properties of gases<br />

• An ideal gas obeys the ideal gas law. The ideal gas law relates the volume, pressure,<br />

and temperature of a gas confined to a container.<br />

Variable symbols<br />

Quantities Units Conversions<br />

r density kg/m 3<br />

kilogram per = 10 –3 g/cm 3<br />

meter 3<br />

P pressure Pa pascal = N/m 2<br />

= 10 −5 atm<br />

T temperature K kelvin<br />

°C degrees Celsius = K − 273<br />

k B Boltzmann’s constant J/K joules per kelvin<br />

Copyright © by Holt, Rinehart and Winston. All rights reserved.

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