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   <front>
      <journal-meta>
         <journal-id>ZYGO</journal-id>
         <journal-title-group>
            <journal-title>Zygon®</journal-title>
            <abbrev-journal-title/>
         </journal-title-group>
         <issn pub-type="print">0591-2385</issn>
         <issn pub-type="electronic">1467-9744</issn>
      </journal-meta>
      <article-meta>
         <article-id pub-id-type="doi">10.1111/0591-2385.00229</article-id>
         <title-group>
            <article-title>Thermodynamics: What One Needs to Know</article-title>
         </title-group>
         <contrib-group>
            <contrib contrib-type="author">
               <name name-style="western">
                  <surname>Helrich</surname>
                  <given-names>Carl S.</given-names>
               </name>
            </contrib>
         </contrib-group>
         <aff id="a1"/>
         <pub-date publication-format="electronic" iso-8601-date="1999-09-02">
            <day>02</day>
            <month>09</month>
            <year>1999</year>
         </pub-date>
         <volume>34</volume>
         <issue>3</issue>
         <issue-id pub-id-type="doi">10.1111/zygo.1999.34.issue-3</issue-id>
         <fpage>501</fpage>
         <lpage>514</lpage>
         <permissions>
            <copyright-statement>1999 the Joint Publication Board of Zygon</copyright-statement>
         </permissions>
         <abstract>
            <p>Thermodynamics is the foundation of many of the topics of interest in the religion‐science dialogue. Here a nonmathematical outline of the principles of thermodynamics is presented, providing a historical and conceptually understandable development that can serve teachers from disciplines other than physics. The contributions of Gibbs to both classical and rational thermodynamics, emphasizing the importance of the ensemble in statistical mechanics, are discussed. The seminal ideas of Boltzmann on statistical mechanics are contrasted to those of Gibbs in a discussion of the microscopic interpretation of the second law. The role of information theory is discussed, and the modern ideas of Prigogine and nonequilibrium are outlined in some detail with further reference to the second law. Implications for our interaction with God are considered.</p>
         </abstract>
         <kwd-group>
            <kwd>ensemble</kwd>
            <kwd>entropy</kwd>
            <kwd>first law</kwd>
            <kwd>information theory</kwd>
            <kwd>non‐equilibrium</kwd>
            <kwd>second law</kwd>
            <kwd>statistical mechanics</kwd>
         </kwd-group>
         <counts/>
      </article-meta>
   </front>
   <back/>
</article>
