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High School/JEE/NEET/IPhO Physics | 17-19 Yrs
Mechanics
Kinematics
Newton’s Laws of Motion
Work Energy Power
Circular Motion
System of Particles
Rigid Body Dynamics
Heat & Thermodynamics
Heat Transfer
KTG and Thermodynamics
Thermal Expansion & Calorimetry
Oscillation & Waves
Simple Harmonic Motion
Waves
Properties of Matter
Properties of Matter
Fluid Statics & Dynamics
Gravitation
Gravitation
Electrostatics
Electric Charges and Fields
Capacitance
Electric Current & Circuits
Current Electricity
Magnetic Effects
Magnetic Effects and Electromagnetic Induction
Optics
Geometrical Optics
Wave Optics
Modern Physics
Atomic and Nuclear Physics
Rigid Body Dynamics
Illustration - 1
Equilibrium of two Planks on a Rough Plane
Duration: 3.51 Min
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Illustration - 2
A Ball rolling on a Sphere
Duration: 5.03 Min
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Illustration - 3
A Disc rotating about a Chord
Duration: 5.35 Min
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Illustration - 4
A Sphere rolling on a Wedge
Duration: 5.31 Min
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Illustration - 5
Kinetic Energy of a Sphere rolling in a Circle
Duration: 4.20 Min
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Illustration - 6
A Moving Particle sticks to a Rod
Duration: 5.38 Min
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Illustration - 7
A cylinder completing the Rotation
Duration: 5.54 Min
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Illustration - 8
A Rod pulled on a Rough Surface
Duration: 3.29 Min
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Illustration - 9
Moment of Inertia of a Rectangular Lamina about its diagonal
Duration: 3.15 Min
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Illustration - 10
Normal Reaction on a Sliding Block
Duration: 4.48 Min
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Illustration - 11
A Rod resting over a Step
Duration: 4.55 Min
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Illustration - 12
A Rod supported by a String, Spring and a Support
Duration: 4.31 Min
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Illustration - 13
A Cylinder spinning at a Corner
Duration: 4.48 Min
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Illustration - 14
Impulse on a hanging Rod by Hinge
Duration: 5.03 Min
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Illustration - 15
Disc attached to a Spring in Motion
Duration: 4.41 Min
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Illustration - 16
A Rotating Tilted Rod
Duration: 5.11 Min
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Illustration - 17
Moment of Inertia of a Hemisphere
Duration: 4.13 Min
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Illustration - 18
Moment of Inertia of a Triangular Lamina
Duration: 5.32 Min
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Illustration - 19
Friction and Normal Reaction on falling Rod
Duration: 6.30 Min
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Illustration - 20
Hitting a Billiard Ball
Duration: 5.45 Min
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Illustration - 21
A freely moving Rod on a Horizontal Plane
Duration: 3.36 Min
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Illustration - 22
A cylinder rolling with an attached Mass
Duration: 7.04 Min
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Illustration - 23
Toppling of a Prism
Duration: 2.18 Min
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Illustration - 24
Stationary Spool rotating on a Surface
Duration: 3.41 Min
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Illustration - 25
Rolling with sliding of a Cylinder on an Incline Plane
Duration: 4.11 Min
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Illustration - 26
A Cylinder rolling down on an unwinding String
Duration: 4.44 Min
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Illustration - 27
A Ball hitting a suspended Composite Rod
Duration: 6.57 Min
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Illustration - 28
A falling Rod on Ground
Duration: 2.49 Min
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Illustration - 29
Force by hinges on a Door
Duration: 5.06 Min
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Illustration - 30
A Rod supported by Strings
Duration: 3.07 Min
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Illustration - 31
A Man walking on rim of a Disc
Duration: 6.02 Min
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Illustration - 32
A String supporting a Circular Motion
Duration: 3.11 Min
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Illustration - 33
Friction on a Sphere in Pure Rolling
Duration: 3.40 Min
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Illustration - 34
A Rod hitting a block in Circular Track
Duration: 4.21 Min
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Illustration - 35
A spinning Ball falling on a Plank
Duration: 5.53 Min
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Illustration - 36
A Block toppling over a Ridge
Duration: 4.53 Min
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Illustration - 37
A rotating Rod on a Sleeve
Duration: 5.03 Min
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Illustration - 38
Acceleration of a falling Rod
Duration: 5.02 Min
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Illustration - 39
A cylinder rolling over an edge without jump
Duration: 5.36 Min
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Illustration - 40
Moment of Inertia of a disc with a hole
Duration: 4.05 Min
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Illustration - 41
A Cylinder on a moving Mount
Duration: 2.43 Min
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Illustration - 42
Acceleration of a point on a Rolling Disc
Duration: 4.22 Min
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Illustration - 43
Moving Belt on rollers on a Surface
Duration: 4.34 Min
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Illustration - 44
A Cylinder in equilibrium on Inclined Plane
Duration: 4.49 Min
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Illustration - 45
Impulse by a colliding Particle on a Rod
Duration: 10.07 Min
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how to calculate distance on the plank between two impact of the ball if it is given angular velocity after 1st impact is zero?
9 years ago by pratik yadav
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