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Clausius, Rudolf (1822-1888)
    

German physicist who reconciled the results of Joule with the theories of Sadi Carnot by abandoning the idea that heat Eric Weisstein's World of Physics was conserved. He stated formally the equivalence of heat Eric Weisstein's World of Physics and work Eric Weisstein's World of Physics (First Law of Thermodynamics Eric Weisstein's World of Physics) and developed the concept of entropy Eric Weisstein's World of Physics (which he named in 1865) to explain the directionality of physical processes. He discovered the fact that entropy Eric Weisstein's World of Physics can never decrease in a physical process and can only remain constant in a reversible process, a result which became known as the Second Law of Thermodynamics Eric Weisstein's World of Physics.

With Maxwell, he developed the kinetic theory of gases. In "Über die Art der Bewegung welche wir Wärme nennen" ("On the Kind of Motion which we Call Heat" (1857), he provided a full account of the kinetic theory of molecular motions. This was the first systematic treatment of the kinetic theory. It used probabilistic arguments, introduced the concept of mean free path, and correlated temperature Eric Weisstein's World of Physics and velocity. Eric Weisstein's World of Math Clausius resolved this paradox of Buys-Ballot by explaining the motion of particles in terms of a random walk Eric Weisstein's World of Math resulting from many collisions. Clausius also coined the word "virial" used in the virial equations.

Clausius also extended Clapeyron's equation and in 1870, derived the virial theorem, Eric Weisstein's World of Physics which states that for a bound gravitational system,


where K is the kinetic energy Eric Weisstein's World of Physics and U is the gravitational potential energy.

Carnot (Sadi), Clapeyron, Joule, Maxwell


Additional biographies: MacTutor (St. Andrews)




References

Clausius, R. Théorie mécanique de la chaleur, 1ère partie. Paris: Lacroix, 1868.

Clausius, R. Mémoires sur l'application de la théorie mécanique de la chaleur aux phénomènes électriques, 2 ème partie. Paris: Lacroix, 1869.







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