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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
Electric Charges and Fields
Illustration - 1
Flux Through a Circle
Duration: 4.11 Min
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Illustration - 2
Expansion of Ring due to Charge
Duration: 4.34 Min
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Illustration - 3
Force Between Skew Lines
Duration: 5.31 Min
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Illustration - 4
Oscillating Dipole in a Cup
Duration: 3.39 Min
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Illustration - 5
Electric Potential at a Co-ordinate
Duration: 2.42 Min
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Illustration - 6
Electric Field due to a Dipole in Normal Direction
Duration: 4.06 Min
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Illustration - 7
Force Between two Electric Dipoles
Duration: 2.38 Min
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Illustration - 8
Potential due to a Hollowed Sphere
Duration: 3.39 Min
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Illustration - 9
Oscillating Charged Ball
Duration: 7.20 Min
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Illustration - 10
Free Ball at a Vertex of n-gon
Duration: 4.36 Min
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Illustration - 11
Zero Potential Locus
Duration: 3.48 Min
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Illustration - 12
Electric Line from One Charge to Another
Duration: 4.44 Min
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Illustration - 13
Electric Potential at the Edge of a Disc
Duration: 5.01 Min
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Illustration - 14
Work in Charge Transportation
Duration: 3.39 Min
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Illustration - 15
Electric Field Inside a Cavity
Duration: 5.08 Min
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Illustration - 16
Force Between Hemispherical Shells
Duration: 5.47 Min
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Illustration - 17
Rotating Rod with a Dipole
Duration: 3.35 Min
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Illustration - 18
Electric Field in Overlapping Charged Spheres
Duration: 3.24 Min
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Illustration - 19
Holding Two Halves of a Shell
Duration: 3.59 Min
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Illustration - 20
Electric Field Inside a Uniformly Charged Hollow Sphere
Duration: 5.14 Min
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Illustration - 21
Null Point in Surrounding of a Dipole in Uniform Electric Field
Duration: 4.45 Min
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Illustration - 22
Interaction Energy of Two Dipoles
Duration: 5.26 Min
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Illustration - 23
Equipotential Surface in Surrounding
Duration: 5.20 Min
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Illustration - 24
Earthing of a System of Spheres
Duration: 4.42 Min
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Illustration - 25
Connecting a Metal Body Inside a Shell
Duration: 3.35 Min
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Illustration - 26
Potential at Common Centre of Concentric Shells
Duration: 2.49 Min
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Illustration - 27
Electric Flux Through a Cylinder
Duration: 2.57 Min
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Illustration - 28
Potential Difference Inside and Outside of a Cylinder
Duration: 5.00 Min
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Illustration - 29
Equilibrium Inside a Liquid
Duration: 5.29 Min
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Illustration - 30
Electric Field due to a Non-uniformly Charged Ball
Duration: 5.59 Min
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Illustration - 31
Distance of Closest Approach in Space
Duration: 5.46 Min
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Illustration - 32
Non Uniformly Charged Rod
Duration: 4.51 Min
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Illustration - 33
Projectile Above a Charged Sheet
Duration: 3.26 Min
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Illustration - 34
Uniform Circular Motion in Uniform Electric Field
Duration: 5.29 Min
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Illustration - 35
Vertical Looping in Electric Field
Duration: 3.17 Min
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Illustration - 36
Equilibrium Over a Square
Duration: 4.07 Min
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Illustration - 37
Distance of Closest Approach for in-line Collision
Duration: 4.26 Min
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Illustration - 38
Potential Inside a Non-uniformly Charged Sphere
Duration: 5.57 Min
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Illustration - 39
Vertical Looping in Electric Field 2
Duration: 5.54 Min
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Illustration - 40
Connecting Isolated Spheres
Duration: 4.35 Min
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Illustration - 41
Coalescing Charged Mercury Drops
Duration: 3.11 Min
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Illustration - 42
Non-uniformly Charged Ring
Duration: 5.23 Min
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Illustration - 43
Electric Field due to Polarization
Duration: 5.48 Min
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Post your question related to above video lecture
Sir I have a question that can we do this problem using the torque
7 years ago by Raghav G
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sir why workdone in this video is Ui-Uf ?why not Uf-Ui?
8 years ago by ariya
Ans 1 ->
As it is not the external work done... here we are calculating the work done by electric field.... and internal work by system forces is Ui-Uf which I have explained in the videos of basics of work-energy
8 years ago by
Physics Galaxy
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