- Centripetal Force
- The formula of Centripetal Force
- Centrifugal Force
- The formula of Centrifugal Force
- Difference between Centripetal and Centrifugal Force
- Illustrated Examples
- FAQs
Centripetal Force
The centripetal force acts with respect to the center of curvature in a curvilinear motion. The unit of the Centripetal force is Newton (N). it is always perpendicular to the displacement of the object. If the object accelerates due to any force, the centripetal force changes its direction or speed of the motion acting on it. In simple words, if the object changes its direction, it means the object is accelerating.
The formula of Centripetal Force
The calculation of the centripetal force shows the relationship between the mass, tangential velocity, and radius of the object. The centripetal force will be quadrupled when the tangential velocity is doubled. The illustration of the centripetal force is as follows:
F = mac = mv2 / r
Here, F = centripetal force,
M = mass of the object,
V = velocity of the object,
Ac = Centripetal acceleration,
And r = radius of the object.
Centrifugal Force
If an object experiences an outward force while moving in the circular motion, that force is defined as centrifugal force. The force depends on certain factors like the mass of the object, radius, and the velocity of the object’s rotation. The unit of the centrifugal force is Newton. It drives the object away from the center, which is not entirely applicable in the real world.
The formula of Centrifugal Force
The centrifugal force calculation also shows the relation between the velocity, mass, and radius, but it is a negative product. The calculation is as follows:
Fc = - mv2 / r
Here, Fc = Centrifugal force,
M = mass of the object,
V = velocity of the object,
And r = radius of the object.
Difference between Centripetal and Centrifugal Force
Centripetal Force |
Centrifugal Force |
---|---|
1. The centripetal force attracts the object at the center of the curvature. |
1. The centrifugal force makes the object go away from the center of the curvature. |
2. The center approaches the object in centripetal force. |
2. The object approaches the center in centrifugal force. |
3. The example of the centripetal forces includes a satellite orbiting a planet. |
3. Examples of centrifugal force include the mud dust flying off a tire. |
Centripetal and centrifugal force for Class 10
The chapter ‘Force’ holds a weightage of 8 marks in total. It includes only 2 questions consisting of a short question of 3 marks and one long question of 5 marks as per the new pattern of 2021.
Illustrated Examples
Example 1) Write the formula of Centripetal force.
Answer – The formula of centripetal force is F = mac = mv2 / r.
Example 2) State the examples of Centrifugal force.
Answer – The examples of Centrifugal force include a bike making a turn, vehicle driving around a curve, equatorial railways, etc.
Example 3) Write the formula of centrifugal force.
Answer – The centrifugal force can be calculated using the following formula:
Fc = - mv2 / r
FAQs
Q: What do you mean by centripetal force?
Q: What is Centrifugal force?
Q: What are the examples of Centripetal force?
Q: What is the Unit of centripetal and centrifugal force.
Q: What is the difference between centripetal and centrifugal forces?
Physics Motion Exam
Student Forum
Other Topics under this Chapter
- Rotation and Revolution
- Uniform and Non Uniform Motion
- Derivation of Centripetal Acceleration
- Derivation of Escape Velocity
- Drift Velocity Derivation
- Hubbles Law
- Kinematics of Machines
- Kinematics Equations of Motion
- Derivation of Compton Effect
- Derive Equation of Motion by Calculus method
- Terminal Velocity derivation
- Centripetal and Centrifugal Force
Other Class 11th Physics Chapters
- Physics Mechanical Properties of Solids
- NCERT Class 11 Physics
- NCERT Class 11 Notes
- NCERT Notes
- Physics Motion in Plane
- Physics Mechanical Properties of Fluids
- Physics Motion in Straight Line
- Physics System of Particles and Rotational Motion
- Physics Oscillations
- Physics Waves
- Physics Thermal Properties of Matter
- Physics Motion
- Physics Gravitation
- Physics Thermodynamics
- Physics Work, Energy and Power
- Physics Units and Measurement
- Physics Laws of Motion
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