The question of how the observed evolution of organized structures from initial chaos in the expanding universe can be reconciled with the laws of statistical mechanics is studied, with emphasis on effects of the expansion and gravity. This article is a stub you can help The Comics Wiki by expanding it. In this situation, heat Q becomes a negative value, and s will be a negative value. The first reference by Qmechanic gives you the precise value. The second law of thermodynamics states that in a reversible process, the entropy of the universe is constant, whereas in an irreversible process, such as the transfer of heat from a hot object to a cold object, the entropy of the universe increases. The current entropy in the Universe is all stored in photons. This is the reason that in our known universe, entropy s is always positive. History of character is unknown.
Entropy is a measure of the disorder of a system. That is the second law of thermodynamics. But in another universe such as black holes, energy as well as mass are swallowed and the energy Q is converted backed to mass to formed a very densed mass in the core of black hole. Some major sources of entropy increase are listed. Since the photons of the CMBR do not at present interact with anything, the entropy of the Universe is very close to being a constant. Statistical entropy is the logarithm of the number of microstates consistent with the observed macroscopic properties of a system, hence a measure of uncertainty about its precise state. *one caveat is that the total energy of the universe is not defined, so this requires some care to actually translate into cosmology Similarly, if the universe is an isolated system, then its entropy too must increase with time. Indeed, the implication is that the universe must ultimately suffer a “heat death” as its entropy progressively increases toward a maximum value and all parts come into thermal equilibrium at a uniform temperature . All other processes - meaning, all real processes - have the effect of increasing the entropy of the universe. So a reversible isothermal heat transfer that would leave the entropy of the universe constant is just an idealization - and hence could not occur. The initial state of the universe is a very low entropy state and the entropy is increasing as the temperature decreases.
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