Albumin diffusivity coefficient in imitated porous structure of interstitial space has been estimated by means of the integration of albumin diffusion model (ADM) to electrical impedance tomography (EIT) (iADM-EIT) under five different porosity conditions (from 0.922 to 0.990) for transport phenomena quantification. The iADM-EIT was conducted by applying an iterative curve-fitting between spatio-temporal albumin concentration derived from ADM and spatio-temporal distribution of conductivity difference reconstructed by EIT. The essential point of the iADM-EIT is the quantification of experimental from by establishing a constitutive relationship among , , and . ADM is developed based on Fick’s second law implemented in Krogh tissue cylinder. EIT is performed to image the caused by increase of due to albumin diffusion phenomenon from a capillary to the imitated porous structure. The imitated porous structure is manufactured with agarose gel in a dynamic phantom including a capillary. As a result, the relative albumin diffusivity coefficient (: free diffusivity of albumin coefficient) is increased with the increase of in the range from 0.271 to 0.694, which are correspondent to the literature data with percent average relative error = 6.83 ± 2.72%.