Entropy between Micro- and Macro Level

Two Levels define Entropy: Micro and Macro Two levels Define Entropy The conventional physical definition of entropy characterises it as a difference between two levels: a detail level and an overview level. Example Coffee Cup The thermal entropy according to Boltzmann is classic, using the example of an ideal gas. The temperature (1 value) is directly linked to the kinetic energies of the individual gas molecules (1023 values). With certain adjustments, this applies to any material object, e.g. also to a coffee cup: Thermal macro state: temperature of the liquid in the cup. Thermal micro state: kinetic energy of all

What is Entropy?

Definition of Entropy The term entropy is often avoided because it contains a certain complexity. The phenomenon entropy, however, is constitutive for everything that is going on in our lives. A closer look is worth the effort. Entropy is a measure of information and it is defined as: Entropy is the information - known at micro, - but unknown at macro level. The challenge of this definition is: to understand what is meant by the micro and macro states and ​to understand why entropy is a difference. ​What is Meant by Micro and Macro Level? The micro level contains the

By |2025-11-15T12:31:44+00:004. September 2024|Categories: Entropy|Tags: , , , , , , |0 Comments

Information Reduction 5: The Classic Glass of Water

Information reduction in thermodynamics A very specific example of information reduction can be found in the field of thermodynamics. What makes this example so special is its simplicity. It clearly illustrates the basic structure of information reduction without the complexity found in other examples, such as those from biology. And it’s a subject many of us will already be familiar with from our physics lessons at school. What is temperature? A glass of water contains a huge amount of water molecules, all moving at different speeds and in different directions. These continuously collide with other water molecules, and their speed

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