Treatise on Thermodynamics

Treatise on Thermodynamics

by Max Planck
Treatise on Thermodynamics

Treatise on Thermodynamics

by Max Planck

eBook

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Overview

Written by the founder of quantum theory, a Nobel Prize winner, this classic volume is still recognized as among the best introductions to thermodynamics. It is a model of conciseness and logic, ideally suited to the needs of both students and research workers in physics and chemistry.
Based on Planck's original papers, the book offers a uniform point of view for the entire field. Rejecting the earlier approaches of Helmholtz and Maxwell, Planck makes no assumptions regarding the nature of heat, but begins with only a few empirical facts from which he deduces new physical and chemical laws. He considers fundamental facts and definitions (temperature, molecular weight, quantity of heat), the first and second fundamental principles of thermodynamics (applications to homogeneous and non-homogeneous systems, proof, general deductions), and applications to special states of equilibrium (homogeneous systems, systems in various states of aggregation, system of any number of independent constituents, gaseous systems, dilute solutions, absolute value of the entropy, Nernst’s theorem). Throughout the book numerous examples are worked.


Product Details

ISBN-13: 9780486319285
Publisher: Dover Publications
Publication date: 03/18/2013
Series: Dover Books on Physics
Sold by: Barnes & Noble
Format: eBook
Pages: 320
File size: 12 MB
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About the Author

German physicist Max Planck (1858–1947) was the founder of quantum theory and awarded the 1918 Nobel Prize in Physics.

Table of Contents

PART I. FUNDAMENTAL FACTS AND DEFINITIONS.
I. TEMPERATURE
II. MOLECULAR WEIGHT
III. QUANTITY OF HEAT
PART II. THE FIRST FUNDAMENTAL PRINCIPLE OF THERMODYNAMICS.
I. GENERAL EXPOSITION
II. APPLICATIONS TO HOMOGENEOUS SYSTEMS
III. APPLICATIONS TO NON-HOMOGENEOUS SYSTEMS
PART III. THE SECOND FUNDAMENTAL PRINCIPLE OF THERMODYNAMICS.
I. INTRODUCTION
II. PROOF
III. GENERAL DEDUCTIONS
PART IV. APPLICATIONS TO SPECIAL STATES OF EQUILIBRIUM.
I. HOMOGENEOUS SYSTEMS
II. SYSTEM IN DIFFERENT STATES OF AGGREGATION
III. SYSTEM OF ANY NUMBER OF INDEPENDENT CONSTITUENTS
IV. GASEOUS SYSTEM
V. DILUTE SOLUTIONS
VI. ABSOLUTE VALUE OF THE ENTROPY. NERNST'S THEOREM
INDEX
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