Munson, Young and Okiishi's Fundamentals of Fluid Mechanics, Binder Ready Version 8th Edition

Published by Wiley
ISBN 10: 1119080703
ISBN 13: 978-1-11908-070-1

Chapter 2 - Problems - Page 81: 2.5

Answer

See explanation

Work Step by Step

a) Convert mmHg to pascals: $1\text{ mmHg}=`133.322\text{ Pa}$ Systolic pressure: $120\cdot 133.322\approx 16,000\text{ Pa}$ Diastolic pressure: $70\cdot 133.322\approx 9,333\text{ Pa}$ b) Convert $120\text{ mmHg}$ to psi: $16,000\div 6894.76\approx 2.32\text{ psi}$ As a typical car pressure is around $30-35\text{ psi}$, it follows that $120\text{ mmHg}$ is far too low for a car tire. It would result in a dangerously underinflated tire, risking poor handling, increased wear, and potential tire failure.
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