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The molecules of diatomic and linear polyatomic gases are made up of two atoms joined rigidly to one another by a bond. Such a particle cannot only move as a entire but can also rotate about one of the three co-ordinate dimensions. Though its moment of inertia about the axis joining the two atoms is negligible compared to that about the other two dimensions. As it have only 2 rotational motions. Therefore, a simple particle has 5 degrees of freedom. At sufficiently great temperatures it has vibration energy in addition to its two degrees of freedom, Therefore at high temperatures a diatomic particle has 7 degrees of freedom, 3 translational, 2 rotational and 2 vibration.
Degree of freedom, f = 5 (3 translational +2 rotational) at room temperature
f = 7 (3 translational+2 rotational+2 vibration) at high temperature
The higher power level band is called as the conduction band. (i) It is also called as empty band of minimum energy. (ii) This band is partially filled by the electrons. (
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a wave of eqn y=0.005sin(8x-3t).find displacement when x=0.3 t=20s?in the answer given y=0.005sin(80*3-0.3*20)= y=0.005sin(-36+12pi).what is this 12pi?
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