“…When the nanoscale graphene distributed in c-GNLC composite host, the current density ( J ) in the composite formed by two c-GNLC platelets with a small distance ( d ) at low voltage ( U ) can be determined by the following equality: − where m is the electron mass, e is the charge, h and j are the Planck constant and the barrier height between two adjoining c-GNLC platelets, respectively. R m represents the resistance of a composite and n and a 2 represent the effective cross-section area and a total number of such junctions, respectively; the resistance of a composite is obtained as When the distance between the adjacent c-GNLC platelets is reduced from the initial d 0 to the intermediate level ( d ) in the load period, the resistance of c-GNLC composite ( R m ) changes from R 0 to R at the same time, then the relative resistance ( R / R 0 ) is obtained as where d 0 is determined by the fabrication process, under uniaxial compression, the distance of adjacent c-GNLC platelets depending on external strain.…”