1997
DOI: 10.1088/0143-0807/18/4/005
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Ideal systems in classical thermodynamics

Abstract: The term `ideal' is currently employed for thermodynamic systems of different natures (gases, elastic systems, magnetic systems, etc). However, different meanings are usually given to this term. Joule's law, which establishes that the internal energy of a system depends exclusively on temperature, is considered here as a general criterion for an ideal system in classical thermodynamics. The conditions that a system should satisfy to obey Joule's law and the implications of these conditions on the equation of s… Show more

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Cited by 6 publications
(3 citation statements)
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“…The derivative (∂U/∂L) T,V vanishes for ideal elastic systems (17)(18)(19)(20), which, in the case of rubberlike materials, means that the polymer chains can rotate freely and its internal energy U does not change with conformation-similar to the case of an ideal gas, where the absence of molecular forces implies that its internal energy does not change with volume. The use of eq 1 and the Maxwell relation, (∂S/∂L) T,V = ᎑(∂τ/∂T) L,V , yields…”
Section: Rubber Is Not An Ideal Elastomermentioning
confidence: 99%
“…The derivative (∂U/∂L) T,V vanishes for ideal elastic systems (17)(18)(19)(20), which, in the case of rubberlike materials, means that the polymer chains can rotate freely and its internal energy U does not change with conformation-similar to the case of an ideal gas, where the absence of molecular forces implies that its internal energy does not change with volume. The use of eq 1 and the Maxwell relation, (∂S/∂L) T,V = ᎑(∂τ/∂T) L,V , yields…”
Section: Rubber Is Not An Ideal Elastomermentioning
confidence: 99%
“…Consider a macroscopic body with well-defined energy function U. In general, this energy function is temperature dependent U ≡ U(T) (see Section 7.1.1) (U dependence on volume will not be considered volume [41]) and also its inertia M(T) = U(T)c −2 , according to the principle of inertia of energy ([9], p. 289). When moving with velocity V (one-dimensional) in frame S A its linear momentum p A and total energy E A are given by…”
Section: Principle Of Similitudementioning
confidence: 99%
“…The cases where ⌰Ͻ90°were attributed to values of ␥ LS smaller than ␥ SV . 15,16 We determined that liquid PDMS had specific molding characteristics with different substrates. As observed in Fig.…”
Section: Polymeric Microlenses For Real-time Aqueous and Nonaqueous Omentioning
confidence: 99%