Moir.Adrian
New Member
According to Ludwig Boltzmann, any group of particles within the boundaries of a system that move in the same direction with the same amount of force, is in his own words, "infinitely improbable." And an example of such an arrangement would be the solar system itself, because each planet is revolving around the sun in the same direction with the same amount of force produced by the sun's gravitational effect. And a biological example of a dynamically ordered state would the human body, because the circulatory system must move in one direction with the same amount of force produced by each heart beat, otherwise, the systems flow of particles would become blocked or choked. So the only way for a dynamically ordered system to occur, is by the application of a method, simply because there is a procedure in place. And a method must derive by design, because a method is specific, which is the diametric opposite of that which is random.
Quotation:
To quote Max Planck; “The logarithmic connection between entropy and probability was first stated by L. Boltzmann in his kinetic theory of gases.” The idea that the second law of thermodynamics or entropy law, is a law of disorder, or that dynamically ordered states are infinitely improbable, is due to Boltzmann's view of the second law of thermodynamics. In particular, it was Boltzmann's attempt to reduce it to a stochastic collision function, or law of probability following from the random collisions of mechanical particles.
The second law, he argued, was thus simply the result of the fact that in a world of mechanically colliding particles disordered states are the most probable, because there are so many more possible disordered states than ordered ones; a system will almost always be found either in the state of maximum disorder; the macrostate with the greatest number of accessible microstates such as a gas in a box at equilibrium, or moving towards it. A dynamically ordered state, is one with molecules moving at the same speed and in the same direction, Boltzmann concluded, is thus; "the most improbable case conceivable; an infinitely improbable configuration of energy." - source; Wikipedia Encyclopedia (Ludwig Boltzmann - Second thermodynamics law as a law of disorder).
(Definition of System by Oxford Languages)
a set of principles or procedures according to which something is done; an organized scheme or method.
Similar:
method
Quotation:
To quote Max Planck; “The logarithmic connection between entropy and probability was first stated by L. Boltzmann in his kinetic theory of gases.” The idea that the second law of thermodynamics or entropy law, is a law of disorder, or that dynamically ordered states are infinitely improbable, is due to Boltzmann's view of the second law of thermodynamics. In particular, it was Boltzmann's attempt to reduce it to a stochastic collision function, or law of probability following from the random collisions of mechanical particles.
The second law, he argued, was thus simply the result of the fact that in a world of mechanically colliding particles disordered states are the most probable, because there are so many more possible disordered states than ordered ones; a system will almost always be found either in the state of maximum disorder; the macrostate with the greatest number of accessible microstates such as a gas in a box at equilibrium, or moving towards it. A dynamically ordered state, is one with molecules moving at the same speed and in the same direction, Boltzmann concluded, is thus; "the most improbable case conceivable; an infinitely improbable configuration of energy." - source; Wikipedia Encyclopedia (Ludwig Boltzmann - Second thermodynamics law as a law of disorder).
(Definition of System by Oxford Languages)
a set of principles or procedures according to which something is done; an organized scheme or method.
Similar:
method