Response theory for confined systems
Author(s) -
Stefano Bernardi,
Sarah J. Brookes,
Debra J. Searles,
Denis J. Evans
Publication year - 2012
Publication title -
the journal of chemical physics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.071
H-Index - 357
eISSN - 1089-7690
pISSN - 0021-9606
DOI - 10.1063/1.4746121
Subject(s) - dissipation , mechanics , classical mechanics , nonlinear system , thermostat , equations of motion , newtonian fluid , boundary value problem , physics , homogeneous , nanoelectromechanical systems , shear stress , shear (geology) , materials science , statistical physics , thermodynamics , nanomedicine , quantum mechanics , nanoparticle , composite material
In this work, we use the transient time correlation function (TTCF) method to evaluate the response of a fluid confined in a nanopore and subjected to shear. The shear is induced by the movement of the boundaries in opposite directions and is made of moving atoms. The viscous heat generated inside the pore is removed by a thermostat applied exclusively to the atomic walls, so as to leave the dynamics of the fluid purely Newtonian. To establish a link with nonlinear response theory and apply the TTCF formalism, dissipation has to be generated inside the system. This dissipation is then time correlated with a phase variable of interest (e.g., pressure) to obtain its response. Until recently, TTCF has been applied to homogeneous fluids whose equations of motion were coupled to a mechanical field and a thermostat. In our system dissipation is generated by a boundary condition rather than a mechanical field, and we show how to apply TTCF to these realistic confined systems, comparing the shear stress response so obtained with that of homogeneous systems at equivalent state points.No Full Tex
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