Home
Project
Workshop
Nodal Centres
Apply for Nodal Centre Program
Nodal Centre List
Free online demo
Nodal Centre Inaugurations
Unique Login ID
News & Events
Publications
Survey
Faculty Survey
Student Survey
Contact us
Login
.
you are here->
home
->
Physical Sciences
->
Mechanics Virtual Lab (Pilot)
->
Moment of Inertia of Flywheel
.
.
Moment of Inertia of Flywheel
.
.
Theory
Procedure
Self Evaluation
Simulator
Assignment
Reference
Feedback
1)
Moment of momentum is called
Rotational torque
Angular momentum
Torque
Moment of inertia
2)
The dimensional formula for MI is
ML²T°
MLT⻲
MLT°
M°L²T°
3)
When a ballet dancer on a rotating table brings his stretched hands close to his chest, then
Angular velocity decreases
MI increases
MI decreases
Angular momentum increases
4)
If the mass distribution of a given body shifts towards the axis of rotation , its moment of inertia
Become double
Remain unaffected
Decrease
Increase
5)
We consider the moment of inertia of a body when it’s motion is
Linear
Curved
Rotational
none of the above
Cite this Simulator:
vlab.amrita.edu,. (2011). Moment of Inertia of Flywheel. Retrieved 8 November 2024, from vlab.amrita.edu/?sub=1&brch=74&sim=571&cnt=3
.....
.....
.....
Copyright @ 2024 Under the NME ICT initiative of MHRD
Powered by
Amrita
Virtual Lab Collaborative Platform
[ Ver 00.13. ]