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<record version="10" id="352">
 <title>principles of thermodynamics</title>
 <name>PrinciplesOfThermodynamics</name>
 <created>2009-01-07 04:10:36</created>
 <modified>2009-01-31 10:17:57</modified>
 <type>Topic</type>
<parent id="414">overview of the content of PlanetPhysics</parent>
 <creator id="441" name="bci1"/>
 <modifier id="441" name="bci1"/>
 <author id="441" name="bci1"/>
 <classification>
	<category scheme="msc" code="05.70.-axx"/>
 </classification>
 <defines>
	<concept>reversible process</concept>
	<concept>open system</concept>
	<concept>closed system</concept>
	<concept>absolute temperature</concept>
	<concept>internal energy</concept>
	<concept>entropy</concept>
	<concept>state functions</concept>
 </defines>
 <synonyms>
	<synonym concept="principles of thermodynamics" alias="thermodynamic principles"/>
 </synonyms>
 <keywords>
	<term>thermodynamic principles</term>
 </keywords>
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 <content>[This is a contributed entry in progress.]

\section{Principles of Thermodynamics}

\subsection{Basic Concepts}
{Thermodynamic systems}: Closed vs. Open systems.

\textbf{Thermodynamic Processes:}
Reversible vs. Irreversible := Equilibrium vs. Non-equilibrium

\subsection{The Zeroth Principle}

\textbf{1. Thermal Equilibrium definition. 2. Temperature is a \emph{measure} of the degree of molecular motion: the higher the average magnitude of velocities in a system measured at equilibrium with the system, the higher the temperature is (the hotter the system is).  Absolute temperature scale}

\begin{remark}
Whereas absolute temperatures of molecular systems can only take on positive values, spin temperature--or spin-lattice temperature-- for example, may take on `negative' values as a result of spin population inversion through polarization, or cross-polarization.

 Such cross-polarization processes might be thus utilized in designing and operating quantum `computers' or quantum nano-robots.
\end{remark}


\subsection{The First Principle}
\textbf{Total Energy Conservation}

\subsection{The Second Principle}

During any thermodynamic process the entropy of a closed system always increases if the closed system is not at equilibrium (when the latter becomes constant), [or, equivalently, that perpetual motion machines are impossible].


\subsection{The Third Principle}
The entropy of any crystalline system tends to zero in the limit of absolute zero temperature.


\subsection{Discussion}

Suggested Fourth Principle:  \emph{the Onsager reciprocity relations}


\textbf{Remark:}  Commonly, the four principles of reversible thermodynamics 
are also known as 'the four thermodynamic laws'.</content>
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