It is proved that, for an uncharged and linear dielectric fluid at rest and in local equilibrium in an electrostatic or magnetostatic field, the definition of stress tensor employed in continuum mechanics is inconsistent with the assumption that the stress tensor depends only on the local values of mass density, temperature, electric- or magnetic-field components and the derivatives of these quantities with respect to space and time. © 1994 Società Italiana di Fisica.
Barletta, A., Zanchini, E. (1994). Can the definition of mechanical stress tensor be applied to a dielectric fluid in an electrostatic or magnetostatic field?. NUOVO CIMENTO DELLA SOCIETÀ ITALIANA DI FISICA. D CONDENSED MATTER, ATOMIC, MOLECULAR AND CHEMICAL PHYSICS, BIOPHYSICS, 16(2), 177-187 [10.1007/BF02451700].
Can the definition of mechanical stress tensor be applied to a dielectric fluid in an electrostatic or magnetostatic field?
Barletta A.;Zanchini E.
1994
Abstract
It is proved that, for an uncharged and linear dielectric fluid at rest and in local equilibrium in an electrostatic or magnetostatic field, the definition of stress tensor employed in continuum mechanics is inconsistent with the assumption that the stress tensor depends only on the local values of mass density, temperature, electric- or magnetic-field components and the derivatives of these quantities with respect to space and time. © 1994 Società Italiana di Fisica.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
