Using the image on the Moment of Inertia Tab, where the following criteria are considered: Assign the values to “Apply torque” = 2 Nm, “Brake force” fr = 0.2 N. “Platform Mass” m= 0.25 kg. Use"radians" for angle units. Write down the values that appear in the graphs of torque, a moment of inertia, and angular acceleration. Then, obtain the other physical quantities by applying the equations of rotational dynamics that correspond to: Time:4.5 Applied torque:2 N-m Brake torque: Net torque: Angular impulse: Moment of inertia: Angular acceleration: Initial angular velocity: Final angular velocity:
Using the image on the Moment of Inertia Tab, where the following criteria are considered: Assign the values to “Apply torque” = 2 Nm, “Brake force” fr = 0.2 N. “Platform Mass” m= 0.25 kg. Use"radians" for angle units. Write down the values that appear in the graphs of torque, a moment of inertia, and angular acceleration. Then, obtain the other physical quantities by applying the equations of rotational dynamics that correspond to: Time:4.5 Applied torque:2 N-m Brake torque: Net torque: Angular impulse: Moment of inertia: Angular acceleration: Initial angular velocity: Final angular velocity:
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Using the image on the Moment of Inertia Tab, where the following criteria are considered:
Assign the values to “Apply torque” = 2 Nm, “Brake force” fr = 0.2 N. “Platform Mass” m= 0.25 kg.
Use"radians" for angle units.
Write down the values that appear in the graphs of torque, a moment of inertia, and angular acceleration. Then, obtain the other physical quantities by applying the equations of rotational dynamics that correspond to:
Time:4.5
Applied torque:2 N-m
Brake torque:
Net torque:
Angular impulse:
Moment of inertia:
Angular acceleration:
Initial angular velocity:
Final angular velocity:
![Intro
Torque
Moment of Inertia
Angular Momentum
PLET
10
Applied Torque
'applied2 N-m
Tbrake=-0.8 N-m
Ine 1.2 N-m
5
2
Go!
Clear
-5
Torques
V
Brake Torque
- 10
2.5
t-oa
Net Torque
Om
time (s)
1
2
= 2 kg*m^2
4
-2
Controls
R=Outer Radius
4.00 m
2.5
time (s)
Elnner Radius
0,00 m
ladybug= 0.6 rad/s^2
etle= 0 rad/s^2
1 ta
Platform Mass
0.25 |kg
platform 0.6 rad/s^2
Force of Brake
0.20 N
* 0.5
"be
V Ruler
100
-0.5
Show
Velocity Vector
-1
Show
Acceleration Vector
Angle Units
O degrees
2.5
time (s)
V Show Components
O radians
Sim Speed
Momert of hertia (kgtm^2)
(WN) arbuo](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0e0874e5-dc10-47de-89ad-deba02b1036e%2F082df3a6-e0ee-45a9-8394-6f5d86e1b204%2Fql3g9c_processed.png&w=3840&q=75)
Transcribed Image Text:Intro
Torque
Moment of Inertia
Angular Momentum
PLET
10
Applied Torque
'applied2 N-m
Tbrake=-0.8 N-m
Ine 1.2 N-m
5
2
Go!
Clear
-5
Torques
V
Brake Torque
- 10
2.5
t-oa
Net Torque
Om
time (s)
1
2
= 2 kg*m^2
4
-2
Controls
R=Outer Radius
4.00 m
2.5
time (s)
Elnner Radius
0,00 m
ladybug= 0.6 rad/s^2
etle= 0 rad/s^2
1 ta
Platform Mass
0.25 |kg
platform 0.6 rad/s^2
Force of Brake
0.20 N
* 0.5
"be
V Ruler
100
-0.5
Show
Velocity Vector
-1
Show
Acceleration Vector
Angle Units
O degrees
2.5
time (s)
V Show Components
O radians
Sim Speed
Momert of hertia (kgtm^2)
(WN) arbuo
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