Titlebook: Entropy; J. D. Fast Textbook 1968Latest edition Macmillan Publishers Limited 1968 entropy.physics.thermodynamics

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Making No Bones About It: Prologue III, the quantum states may not contain more than one particle, while they may contain any number according to the calculations of B.E. or M.B., but in a normal gas the number of quantum states accessible is so much larger than the number of particles that almost all of them will anyway contain only 0 or 1 particle, whichever statistics we apply.

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The Concept of Entropy in Classical Thermodynamics, they make it possible to calculate the maximum efficiency of steam engines and to predict the direction and maximum yield of chemical reactions. These and various other applications will be dealt with in this book, together with the more theoretical aspects of the subject.

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Applications of the Concept Of Entropy,mistry and technology. The examples have been chosen more or less at random and represent a selection from a much larger number of possibilities. One of the finest examples, viz. the accurate calculation of equilibria in gases by the methods of statistical thermodynamics, cannot be dealt with until the last chapter.

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,Freiheitliche (Un-)Rechtsbegründung,s our example the free energy, the calculation of which, according to the equations in Sections 5.10 and 5.11, is somewhat easier, or the specific heat, for which the calculation is rather more complicated than that for the entropy.

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Sándor Marghescu,Helmut H. Wolffs and measuring instruments would certainly make it possible to distinguish two similarly coloured balls from one another. The number of visually-distinguishable configurations is thus much smaller than the number — 100! — which can be distinguished on closer investigation.

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Quantum Mechanics and Statistics,s and measuring instruments would certainly make it possible to distinguish two similarly coloured balls from one another. The number of visually-distinguishable configurations is thus much smaller than the number — 100! — which can be distinguished on closer investigation.

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The Entropy of Diatomic Gases,s our example the free energy, the calculation of which, according to the equations in Sections 5.10 and 5.11, is somewhat easier, or the specific heat, for which the calculation is rather more complicated than that for the entropy.

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