A truncated cone of length ? cm traveling through a fluid at a speed of 8.38 m/s is shown. The narrow end of the cylinder has a diameter of 2.32cm, whereas the wider end has a diameter of 3.53 cm. The drag force acting on the cylinder is 24.6 newtons.The drag force ?? acting on an object passing through a fluid is given by?d=12??Γ?2 where ? is the effective cross‑sectional area of the object, Γ (the Greek letter gamma) is the drag coefficient, ? is the density of the fluid, and ? is the speed of the object.Calculate the drag coefficient Γ of the object if the fluid is water of density 1000.00 kg/m3. A truncated cone of length L cm traveling through a fluid at a speed of 8.38 m/s is shown. The narrow end of the cylinder has adiameter of 2.32cm, whereas the wider end has a diameter of 3.53 cm. The drag force acting on the cylinder is 24.6 newtons.VThe drag force Fa acting on an object passing through a fluid is given by1Fa-PAT²where A is the effective cross-sectional area of the object, I' (the Greek letter gamma) is the drag coefficient, p is the density ofthe fluid, and v is the speed of the object.Calculate the drag coefficient I of the object if the fluid iswater of density 1000.00 kg/m³.T =

Name: A truncated cone of length ? cm traveling through a fluid at a speed
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Description: A truncated cone of length ? cm traveling through a fluid at a speed of 8.38 m/s is shown. The narrow end of the cylinder has a diameter of 2.32cm, whereas the wider end has a diameter of 3.53 cm. The drag force acting on the cylinder is 24.

The diameter of the narrow end: The diameter of the wider end: the drag force: The speed of the cone…

Answered: A truncated cone of length L cm…

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter14: Fluid Mechanics

Section: Chapter Questions

Problem 93P: A spherical particle falling at a terminal speed in a liquid must have the gravitational force...

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A truncated cone of length ? cm traveling through a fluid at a speed of 8.38 m/s is shown. The narrow end of the cylinder has a diameter of 2.32cm, whereas the wider end has a diameter of 3.53 cm. The drag force acting on the cylinder is 24.6 newtons. The drag force ?? acting on an object passing through a fluid is given by ?d=12??Γ?2 where ? is the effective cross‑sectional area of the object, Γ (the Greek letter gamma) is the drag coefficient, ? is the density of the fluid, and ? is the speed of the object. Calculate the drag coefficient Γ of the object if the fluid is water of density 1000.00 kg/m3.

A truncated cone of length L cm traveling through a fluid at a speed of 8.38 m/s is shown. The narrow end of the cylinder has a
diameter of 2.32cm, whereas the wider end has a diameter of 3.53 cm. The drag force acting on the cylinder is 24.6 newtons.
V
The drag force Fa acting on an object passing through a fluid is given by
1
Fa
-
PAT²
where A is the effective cross-sectional area of the object, I' (the Greek letter gamma) is the drag coefficient, p is the density of
the fluid, and v is the speed of the object.
Calculate the drag coefficient I of the object if the fluid is
water of density 1000.00 kg/m³.
T =

Expert Solution

Step 1: Given data

The diameter of the narrow end: $d subscript 1 equals 2.32 space cm equals 0.0232 space straight m$

The diameter of the wider end: $d subscript 2 equals 3.53 space cm equals 0.0353 space straight m$

the drag force: $F subscript d equals 24.6 space straight N$

The speed of the cone through the fluid: $v equals 8.38 space straight m divided by straight s$

The density of the fluid: $rho equals 1000.00 space kg divided by straight m cubed$

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