In response to the significance of the role of surface mechanics in continuum models
of deformation at the nanoscale, we consider the thermal stress distribution in the
vicinity of an arbitrarily shaped nanohole in a thermoelectric material by
incorporating the contribution of surface elasticity. Accordingly, we develop specific
solutions describing the corresponding electric, temperature and elastic fields in the
material. Our results indicate that the contribution of surface elasticity is to generate
considerable normal and shear stress and to significantly influence hoop
stress on the boundary of the nanohole. By controlling the electric current
applied to the material, the normal and shear stresses induced by surface
elasticity can be enhanced or decreased for various shaped nanoholes. It
is also worth noting that the incorporation of surface elasticity allows for
the ability to suppress the maximum value of the von Mises stress on the
boundary of an arbitrarily shaped nanohole, particularly in the case of a
triangular-shaped hole in which case the maximum von Mises stress can
be suppressed by up to 35% thereby dramatically improving the reliability
of the corresponding thermoelectric device. Our investigations provide an
important theoretical basis for the design and manufacture of thermoelectric
materials.
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Department of Mechanical
Engineering
University of Alberta
10-203 Donadeo Innovation Center for Engineering
9211-116 Street NW
Edmonton AB T6G 1H9
Canada