What is the absolute temperature?
Absolute temperature is the temperature measured by a scale starting at zero, with zero the coldest theoretically achievable temperature in nature. There are two common absolute temperature scales derived from the Fahrenheit scale and Celsius or Centiprade, scale. The first is Rankine Scale and the second is Kelvin Scale. Although they are still used for common purposes, both Celsius and Fahrenheit, with their lower value below zero, are less desirable for computing scientific purposes. Zero Rankine is identical to zero degree Celsius. Since the temperatures differ depending on the season and the situation, a scale with temporary gradations has been developed that allows comparison. Two fixed points - a global, unchanging standard are required to create useful scales. The logical option to establish standard temperature -ways E was water because it is abundant, accessible, changes the condition at certain temperatures and can be easily cleaned. However, as mentioned above, the temperature concerns heat and heat concernspositive levels with atomic and molecular movement.
energy can be absorbed by atoms and molecules in different ways, such as electron excitation, electron transfer from lower to higher orbital state. In general, however, energy is absorbed and increases the movement of the entire atom or molecule. This energy - energy leading to "kines" or movement - is a kinetic energy. There is an equation that combines kinetic energy to heat: E = 3/2 kt, where E is the average kinetic energy of the system, K is the Boltzmann constant and t is an absolute temperature in the degrees of Kelvin. Note that if the absolute temperature is zero, the equation indicates T, if they are absolute temperature there is no kinetic energy at all.
The type of energy in fact still exists at absolute zero degrees, although this is not what the above -mentioned classical physical equation indicates. The remaining movement is predicted quantum mechanismis associated with a specific type of energy called "vibrating energy to zero point". Quantitatively, this energy can be calculated mathematically from the equation for a quantum harmonic oscillator and with the knowledge of Heisenberg's uncertainty principle. This principle of physics dictates that it is not possible to know both the location and the momentum of very small particles, therefore, if the location is known, the particles must maintain a slight vibrating component.