The Entropy Faction

==The Entropy Faction==
In The Pensuke Files, there is an entire faction that engulfs existence, called the Entropy Faction. the Entropy Faction is a faction enveloped by the natural cycle of Entropy. It is simultaneously a representation of the Natural cycle, an exaggerated version of it, as well as a corrupted version of it.
If entropy is like a type of goo slowly expanding, then The Entropy Faction is filled with members forcing it to expand.
The Entropy Faction is a constant force in The Pensukeverse!
Power of Major Entropy Gods
Amortality - They were never born, they technically don't exist
Anthromorphic Personification - They personify something'
Immortality: They don't die!!!
Corruption: Litches, Humans, etc... they can be corrupted into wanting to end it all with The Entropy Faction.
Major 10 Entropy Gods
D E S I D R I U M
Chaos
Diseasus
Oh The Horror
stumplanus
Perversion
G R E E D
(There will be more)
==Entropy, The Natural Law of Physics==
Entropy is a scientific concept and measurable physical property associated with disorder, randomness, or uncertainty. It has applications in various fields, including chemistry, physics, biological systems, cosmology, economics, sociology, weather science, climate change, and information systems. The concept was first recognized by Scottish scientist William Rankine in 1850 and later defined by German physicist Rudolf Clausius in 1865. Entropy is central to the second law of thermodynamics, which states that isolated systems left to spontaneous evolution cannot decrease with time, as they always arrive at a state of thermodynamic equilibrium.
Austrian physicist Ludwig Boltzmann introduced the concoet of statistical disorder and probability distributions into statistical mechanics, introducing the concept of statistical disorder and probability distributions. He found the link between microscopic interactions and macrocopically observable behavior through a simple logarithmic law, the Boltzmann constant, which has become one of the defining, universal constants for the modern International System of Units (SI). Entropy is a measure of the number of possible microscopic arrangements or states of individual atoms and molecules of a system that comply with the macroscopic condition.
==Approaches to understanding entropy, according to textbooks and how to understand the entropy faction!==
Entropy is a fundamental aspect of thermodynamics and physics, with various approaches to its understanding. It is often loosely associated with the amount of order or disorder in a thermodynamic system, but it can also be described as a measure of molecular disorder and wasted energy in dynamical energy transformation. Recent Human authors have derived exact entropy formulas to account for and measure disorder and order in atomic and molecular assemblies.
One simpler entropy order/disorder formula is derived by thermodynamic physicist Peter Landsberg in 1984, which argues that when constraints operate on a system, the total amount of "disorder" in the system is given, with CD being the "disorder" capacity, CI being the "information" capacity, and CO being the "order" capacity.
The concept of entropy can be qualitatively described as a measure of energy dispersal at a specific temperature. Similar terms have been used since early in the history of classical thermodynamics, and with the development of statistical thermodynamics and quantum theory, entropy changes have been described in terms of the mixing or "spreading" of the total energy of each constituent of a system over its particular quantized energy levels. Ambiguities in the terms disorder and chaos contribute to widespread confusion and hamper comprehension of entropy for most students.
Relating entropy to energy usefulness quotes suggest that lower entropy can be seen as a measure of the effectiveness or usefulness of a particular quantity of energy. Energy supplied at a higher temperature tends to be more useful than the same amount of energy available at a lower temperature. As the entropy of the universe increases, its total energy becomes less useful, eventually leading to the heat death of the universe.
==The Complexity of Entropy, and the Entropy Faction's role in it! Second law of thermodynamics==
The simplified version of entropy suggests that energy is lost and less energy will be lost until the universe ends via heat death. However, the reality is more complicated due to its infinite dimensions. The second law of thermodynamics states that the total entropy of any system does not decrease other than by increasing the entropy of some other system. In a system isolated from its environment, the entropy tends not to decrease, as heat cannot flow from a colder body to a hotter body without the application of work to the colder body.
A perpetual motion machine cannot produce net work from a single temperature reservoir, as the production of net work requires heat flow from a hotter reservoir to a colder reservoir or adiabatic dooling. A reduction in the increase of entropy in a specified process means it is energetically more efficient.
In mechanics, the second law and the fundamental thermodynamic relation limit a system's ability to do useful work. The entropy change of a system at temperature absorbing an infinitesimal amount of heat in a reversible way is given by. Statistical mechanics demonstrates that entropy is governed by probability, making it unlikely for a decrease in disorder even in an isolated system.
The applicability of the second law of thermodynamics is limited to systems in or sufficiently near equilibrium state, with some inhomogeneous systems out of thermodynamic equilibrium still satisfying the hypothesis of local thermodynamic equilibrium. For such systems, the principle of maximum time rate of entropy production states that they may evolve to a steady state that maximizes their time rate of entropy production.
Entropy Faction refers to the use of force to create empires, only for them to collapse due to infighting.
==Applications==
The fundamental thermodynamic relation is a fundamental equation that relates the change in internal energy ro changes in entropy and external parameters, such as volume. This relation is valid even if the change from one state of thermal equilibrium to another with infinitesimally larger entropy and volume happens in a non-quasistatic way. It implies many thermodynamic identities that are valid in general, independent of the microscopic details of the system. 
Thermodynamic entropy is central in chemical thermodynamics, enabling changes to be quantified and the outcome of reactions predicted. The second law of thermodynamics states that entropy in an isolated system - the combination of a subsystem under study and its surroundings - increases during all spontaneous chemical and physical processes. The Clausius equation introduces the measurement of entropy change, which describes the direction and quantifies the magnitude of simple changes such as heat transfer between systems. Entropy chnage has the dimension of energy divided by temperature, and the unit joule per kelvin (J/K) in the International System of Units (SI).
Entropy is an extensive property, meaning it scales with the size or extent of a system. In many processes, it is useful to specify the entropy as an intensive property independent of the size, as a specific entropy characteristic of the type of system studied. Specific entropy may be expressed relative to a unit of mass, typically the kilogram (unit: J⋅kg−1⋅K−1). In chemistry, it is also referred to one mole of substance, in which case it is called the molar entropy with a unit of J⋅mol−1⋅K−1.
Entropy is equally essential in predicting the extent and direction of complex chemical reactions. For such applications, the Gibbs free energy equation for reactants and products in the system must be incorporated in an expression that includes both the system and its surroundings.
During steady-state continuous operation, an entropy balance equation for open systems accounts for system entropy changes related to heat flow and mass flow across the system boundary. In chemical engineering, the principles of thermodynamics are commonly applied to "open systems," i.e those in which heat, work, and mass flow across the system boundary.
To derive a generalized entropy balanced equation, we start with the general balance equation for the change in any extensive quantity in a thermodynamic system, which may be either conserved, such as energy, or non-conserved, such as entropy. The open system version of the second law is more appropriately described as the "entropy generation equation" since it specifies that, with zero for reversible processes or greater than zero for irreversible ones, the entropy balance is not a conserved quantity.
==Applications==
The Entropy Faction is a natural threat that can be applied to understand the extent and direction of complex chemical reactions. It is based on the fundamental thermodynamic relation, which states that entropy depends on internal energy and external parameters like volume. This relation is valid even if the change from one state of thermal equilibrium to another with infinitesimally larger entropy and volume happens in a non-quasistatic way.
The fundamental thermodynamic relation implies many thermodynamic identities that are valid in general, independent of the microscopic details of the system. Important examples include the Maxwell relations and the relations between heat capacities.
Entropy is central in chemical thermodynamics, enabling changes to be quantified and the outcome of reactions predicted. The second law of thermodynamics states that entropy in an isolated system increases during all spontaneous chemical and physical processes. The Clausius equation introduces the measurement of entropy change, which describes the direction and quantifies the magnitude of simple changes such as heat transfer between systems.
Entropy is an extensive property, meaning it scales with the size or extent of a system. In many processes, it is useful to specify entropy as an intensive property independent of the size, as a specific entropy characteristic of the type of system studied. Specific entropy may be expressed relative to a unit of mass, typically the kilogram (J⋅kg−1⋅K−1) or one mole of substance (J⋅mol−1⋅K−1).
Entropy is equally essential in predicting the extent and direction of complex chemical reactions. For such applications, entropy must be incorporated in an expression that includes both the system and its surroundings, which becomes the Gibbs free energy equation for reactants and products in the system.
Entropy balance is a crucial tool in chemical engineering that accounts for system entropy changes due to heat and mass flow across the system boundary. In open systems, heat, work, and mass flow across the boundary, causing changes in the system's entropy. Entropy transfer occurs when heat and work transfer, affecting the absolute thermodynamic temperature of the system at the point of heat flow. If mass flows across the system boundaries, they also influence the total entropy. This account is valid only for cases where work and heat transfers are physically distinct from the paths of entry and exit of matter from the system. 
To derive a generalized entropy balanced equation, the general balance equation is used for the change in any extensive quantity in a thermodynamic system. The basic generic balance expression states that the rate of change in the system equals the rate at which the system enters at the boundaries, leaves the system across the boundaries, and is generated within the system. For open thermodynamic system with heat and work transfers separate from matter transfer paths, the entropy balance equation is used.
The term "entropy balance" is misleading and often deemed inappropriate as entropy is not a conserved quantity, but rather a derived one based on the expression above. The open system version of the second law is more appropriately described as the "entropy generation equation," as it specifies that entropy is zero for reversible processes or greater than zero for irreversible ones. This entropy faction goes against natural entropy, caring more about entropic balance. The term is used to describe the rate of entropy flow due to mass flows, heat flow across the system boundary, and entropy production within the system. If multiple heat flows occur, the term is replaced by "where" and "the temperature at the heat flow port into the system."
== The Imprisonment of Entropy ==
Note: this is presumed to be at most, only applied to the, “perricus continuity“, in which perricus is canon.
This event happened after the Spin o Wheelo Litch was empowered by entropy. This forces atlas to have enough and summons The Mirroring Gods, which are the Bookworm and the Librarian respectively. The 2 gods entered the lands of entropy and “sacrifice themselves“ in order to stop the influence of entropy once and for all. In truth, they just stayed there as the wardens of entropy. In fact, they are waiting for one hero to enter the entropy, so that they can assist the hero to stop entropy further.
The extermination of entropy faction is theoretically possible, yet again, the gods think the act of them going and eliminating entropy will be so effective, someone may think they are terrible deus ex machinas just because of how ridiculous the action is. There are also a few more factors which the gods consider when they decide to imprison entropy. The first factor is that wiping them off seems to waste potential and will be bad writing. The second factor is that the elimination of entropy will basically shatter the plot and ruin the fun of the gods. The gods came here to do things for fun. After all, they also considered that the destruction may ruin the balance of the whole setting, which is the Pensuke Files.
Category:Entropy
Category:End-all-be-all
Category:Astronomy
Category:Space