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LinearExpansion

Thermal Expansion

When heat is supplied to material, its dimensions(length, area, volume) can be changed due to change in its temperature.The phenomenon of change in dimensions of an object due to heat supplied is known as thermal expansion. Types Of Thermal Expansion There are three types of thermal expansion.(I) Linear Expansion(II) Area Expansion(III) Volume Expansion (I) Linear

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AbsoluteTemperature

Absolute Temperature

Absolute Zero Temperature Theoretically, there is no limit for maximum temperature but there is a sharp point for minimum temperature that no body can have the temperature lower than this minimum value of temperature which is known as absolute zero temperature. Absolute Zero Temperature From p-T Graph The variation of pressure(P) with temperature(T) can be

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IdealGasEquation

Ideal Gas Equation

There are three characteristics of gas which describe its behaviour. These are pressure(P), volume(V) and temperature(T). The relation among pressure, volume and temperature of a gas is given by these two laws. (1) Boyle’s Law It is given by English chemist Robert Boyle (1627-1691). According to this law at constant temperature, pressure is inversely proportional

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LongitudinalWaves

Longitudinal Waves

These are the waves in which the individual particles of the medium oscillate along the direction of wave propagation. We consider a long hollow cylinder AB closed at one end and having a movable piston at the other end. If we suddenly move the piston rapidly towards right, a small layer of air just near

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Transversewave

Transverse Wave

These are the waves in which the individual particles of the medium oscillate perpendicular to the direction of the wave propagation. Example: Waves in string, ripples on the surface of water, movement of sting of stringed musical instruments like sitar, guitar etc. We consider a horizontal string with its one end fixed to a rigid

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Degreeoffreedom

Degree Of Freedom

The total number of co-ordinate or independent quantities required to describe completely the position and configuration of a dynamic system is known as number of degree of freedom of the system. It is represented by f and expressed as (I) In case of monoatomic gas, such a helium, neon, organ, kripton, etc have translational degree

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Kinetictheoryofidealgas

Kinetic Theory Of Ideal Gas

All matter is made up of molecules. The molecules of a gas are in state of rapid and continuous motion. Their velocity depends on temperature. Using this molecular motion, various properties of a gas like pressure, temperature, energy etc, can be explained. Hence this theory is called kinetic theory of gases which was developed by

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