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High School/JEE/NEET/IPhO Physics | 17-19 Yrs

Mechanics

Heat & Thermodynamics

Oscillation & Waves

Properties of Matter

Gravitation

Electrostatics

Electric Current & Circuits

Magnetic Effects

Optics

Modern Physics

KTG and Thermodynamics

Illustration - 1 Sliding Pistons in a Tube of different Cross Sections

Duration: 5.38 Min

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Illustration - 2 Temperature Gradient in a Container

Duration: 2.57 Min

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Illustration - 3 Lifting a Glass Tube

Duration: 4.50 Min

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Illustration - 4 Mass of a Gas in a Vessel

Duration: 5.57 Min

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Illustration - 5 Evacuation of a Gas From a Chamber

Duration: 3.37 Min

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Illustration - 6 Temperature Gradient of a Gas

Duration: 4.58 Min

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Illustration - 7 Tension in a string connecting Pistons in a tube

Duration: 2.34 Min

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Illustration - 8 Displacement of a Mercury Column

Duration: 6.13 Min

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Illustration - 9 Maximum Gas Temperature in a Thermodynamic Process

Duration: 3.47 Min

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Illustration - 10 Gas under a Piston connected to Spring

Duration: 4.03 Min

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Illustration - 11 Two step Thermodynamic Process on a Gas

Duration: 4.29 Min

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Illustration - 12 External Work on a system of two Gas Chambers

Duration: 7.44 Min

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Illustration - 13 Molar Heat capacity of a Gas in Tuna Process

Duration: 3.13 Min

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Illustration - 14 A Floating Cylinder in Water

Duration: 5.05 Min

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Illustration - 15 Gas Pressure variation with height

Duration: 3.48 Min

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Illustration - 16 Mercury Over a Piston

Duration: 3.37 Min

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Illustration - 17 Ratio of Gas Masses in a Mixture

Duration: 3.53 Min

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Illustration - 18 Breaking of a Container

Duration: 1.15 Min

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Illustration - 19 Centre of Mass of a Gas

Duration: 5.38 Min

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Illustration - 20 Heat Supply to two Cylinders

Duration: 2.51 Min

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Illustration - 21 Work Done by Gas having varying Specific Heat

Duration: 2.52 Min

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Illustration - 22 Adiabatic Exponent for a Mixture of Gases

Duration: 4.39 Min

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Illustration - 23 Breaking of a Gas Container

Duration: 2.58 Min

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Illustration - 24 External Work in displacing a Piston

Duration: 4.32 Min

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Illustration - 25 Re-plotting of Indicator Diagram-1

Duration: 3.57 Min

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Illustration - 26 Re-plotting of Indicator Diagram-2

Duration: 3.13 Min

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Illustration - 27 Isothermal Curve to Adiabatic Curve

Duration: 4.18 Min

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Illustration - 28 Excitation of Atomic Hydrogen Gas

Duration: 2.32 Min

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Illustration - 29 Heat Exchange Between Two Gases

Duration: 4.55 Min

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Illustration - 30 Air leakage from a tyre puncture

Duration: 2.55 Min

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Illustration - 31 Work Done in a Cyclic Process

Duration: 2.57 Min

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Illustration - 32 Process Equation of a Gas in a Specific Process

Duration: 3.53 Min

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Illustration - 33 Different Processes on Identical Gases

Duration: 4.25 Min

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Illustration - 34 Heating of a Gas with Modified Gas Law

Duration: 2.32 Min

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Illustration - 35 Internal Energy of Adiabatic Process

Duration: 2.38 Min

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Illustration - 36 Minimum Pressure of an Expending Gas

Duration: 3.21 Min

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Illustration - 37 Mercury Overflow Due to Gas Expansion

Duration: 4.37 Min

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Illustration - 38 Heat and Work Done in a Linear Process

Duration: 5.34 Min

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Illustration - 39 A Gas Undergoing a Cyclic Process-1

Duration: 3.04 Min

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Illustration - 40 A Gas Undergoing a Cyclic Process-2

Duration: 4.58 Min

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Illustration - 41 A Gas Undergoing a Cyclic Process-3

Duration: 7.42 Min

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Illustration - 42 A Gas Undergoing a Cyclic Process-4

Duration: 3.20 Min

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Illustration - 43 Air Pressure in a Rotating Tube

Duration: 3.51 Min

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Illustration - 44 Change in Collision Rate of Molecules

Duration: 4.41 Min

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Illustration - 45 Heating the Gas in a Cylinder

Duration: 3.40 Min

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Illustration - 46 Pressure Increment With Volume of a Gas

Duration: 4.01 Min

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Illustration - 47 Atmospheric Temperature of a Planet

Duration: 2.51 Min

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Illustration - 48 Gas Pressure in a Varying Temperature Tube

Duration: 3.33 Min

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SIR, if a thermodynamic process is represented by a P vs V curve where P and V are not considered on perpendicular axis, how to compute work done in that case? the symbols stand for their usual meaning.

5 years ago by satya

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Sir, why change in volume is l times delta s?

10 years ago by Navneeth

Ans 1 ->

Here when the pistons displace by l, at the side of large piston volume increases by S1(l) and at the side of smaller piston volume reduces by S2(l) so change in volume (total expansion) willb e (l) x (S1 - S2)

10 years ago by Physics Galaxy

Ans 2 ->

8 years ago by jeevan99

Ans 3 ->

Because the change in volume is 1times delta s

6 years ago by Anmol Mishra

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High School/JEE/NEET/IPhO Physics | 17-19 Yrs

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