Theory of Quantization of Temperature in Linear Harmonic Oscillator

Abstract

Here a theoretically relation is presented between the frequency and the temperature of a linear harmonic oscillator. A mathematical derivation is proved here, that shows how frequency of linear harmonic oscillator varies with the temperature. This is also shown that, at given frequency of oscillator only a minimum value of temperature can be found out till at particular limit. This theory also gives a new concept of quantization of temperature for harmonic oscillator or all the bodies whose are constructed of such type of oscillator. Term of uncertainty in temperature is also explained in this theory.