Experimentation with dense metal plasma has shown that non-negligible increases in plasma conductivity are induced when a relatively low electric field ($6 kV/cm) is applied. Existing conductivity models assume that atoms, electrons, and ions all exist in thermal equilibrium. This assumption is invalidated by the application of an appreciable electric field, where electrons are accelerated to energies comparable to the ionization potential of the surrounding atoms. Experimental data obtained from electrically exploded silver wire is compared with a finite difference hydrodynamic model that makes use of the SESAME equation-of-state database. Free electron generation through both thermal and electric field excitations, and their effect on plasma conductivity are applied and discussed. V C 2012 American Institute of Physics.Transport behavior in plasma has been under investigation for several decades. Initially developed models such as the Spitzer conductivity model 1 and the Braginskii formulas 2 are well known and proven within their range of validity (low density and high temperature). However, it is recognized that for high density, strongly coupled plasmas, as is experienced in many metal plasma experiments, these models produce largely inaccurate results. Hence, researchers have invested significant effort towards developing a more comprehensive method for theoretically evaluating the charge transport behavior in metal plasma.The Lee-More conductivity model 3 is one of the most widely applied conductivity models capable of producing semi-accurate approximations for strongly coupled nondegenerate and degenerate plasmas. More recently, further advance with this model has expanded the range of validity and increased the overall accuracy of the conductivity approximations in the lower temperature ranges (T < 3 eV). 4The Rinker model 5 which applies the Ziman theory 6 to capture the transport behavior of strongly coupled plasma is another proven method for predicting plasma transport coefficients. This model is adopted to derive the conductivity data for the Los Alamos National Laboratory SESAME database that is utilized in the hydrodynamic (HD) model used in this paper.Similar studies by Fortov and Iakubov 7 apply a modified Saha equation where the pressure ionization is incorporated directly into the ideal Saha equation to evaluate the degree of ionization, which is incorporated into a transport cross-section conductivity model for the strongly coupled plasma.The application of exploding wires (EWs) for the confirmation of these theoretically derived transport properties is also well known and applied. 8-14 However, maintaining controlled parameters under these conditions has proved to be a constant challenge amongst researchers. Further, using EWs, it has been observed that non-negligible avalanche-type increases in electrical conductivity are associated with the application of an electric field. [15][16][17] In each of the discussed conductivity models, it is assumed that any electric field is kept sufficiently...