2018
DOI: 10.1007/s10556-018-0417-z
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Porous Plastic Packing for Heat and Mass Transfer Processes

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“…A material which does not satisfy these conditions is considered nonclassical. The dependence of the characteristics of the equation of state on the arguments is a power or rational function of the invariants of the deformation rate tensor [6][7][8]. The introduction of pressure into the equation of state as an argument is much less common, but it is quite consistent with the tradition, meaning that the classical equations of state, being unable to correspond to real materials, requires a non-classical extension.…”
Section: Analysis Of Recent Research and Publicationsmentioning
confidence: 99%
“…A material which does not satisfy these conditions is considered nonclassical. The dependence of the characteristics of the equation of state on the arguments is a power or rational function of the invariants of the deformation rate tensor [6][7][8]. The introduction of pressure into the equation of state as an argument is much less common, but it is quite consistent with the tradition, meaning that the classical equations of state, being unable to correspond to real materials, requires a non-classical extension.…”
Section: Analysis Of Recent Research and Publicationsmentioning
confidence: 99%