The third law of thermodynamics tells us that the entropy of an isolated system, that is, a system that does not undergo any energy transfer or material exchange with the outside world, will never decrease. A closed system will inevitably become increasingly chaotic, disorganized, helpless, and ineffective until it falls into a state of silent, monotonous equilibrium, and remains in this state.

Look, it looks like the poor family in the story, who don’t get any sunlight and live in a shabby house. If they don’t plan to get sunlight and heat to save themselves, they will have to endure the excrement of a drunkard in the end.

At the beginning of the story, the upper class live in mansions designed by famous designers and enjoy the luxurious sunshine.

The lower class live in semi-basements in slums, enduring the urination of drunkards in front of the windows.

The third law of thermodynamics was originally developed to describe the consumption process of available energy. When there is a temperature difference between two objects, as heat is transferred from the warmer object to the lower temperature object, the heat, that is, the available energy, will inevitably be dissipated into space. Once we understand that heat is not an invisible fluid, but rather the energy produced by the motion of molecules, and that the temperature difference between two objects is due to differences in the average speed of the molecules, we will have an updated understanding of entropy and the third law of thermodynamics. It is a general and more statistically significant understanding.

It’s like, in order to absorb a little bit of heat (energy, food and clothing), the poor family plans to “parasitize” all the members of the rich family, and the rich people’s kindness will be revealed because of their money. It started by bringing heat to poor families. The poor know that only through such a plan can they get a chance of survival, but how do they know that in the end they will fall short and all their efforts will disappear.

We can describe order as the set of all the different microscopic states in a system. In the example of heat transfer, the states are the velocities and positions of all the components in the two objects. Among all the states, the active states that can be found probably only account for a small part, and the vast majority are disordered and disordered states.

From a probabilistic perspective, any change in the system, whether it is a random swing of a certain part or an external interference, will push the system into disorder or failure. This is not Nature intends this because the number of states of order is much greater than that of order.

Mr. Sai sincerely does not deceive me.

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