Positron annihilation lifetime spectroscopy is employed to measure the size of the interstitial void spaces characterizing the structure of a set of permanently densified SiO 2 glasses. The average volume of the voids is markedly affected by the densification process and linearly shrinks by almost an order of magnitude after a relative density variation of 22%. In addition, x-ray diffraction shows that this change of density does not modify appreciably the short range order, which remains organized in SiO 4 tetrahedra. These results strongly suggest a porous medium description for v-SiO 2 glasses where the compressibility and the medium range order are dominated by the density variation of the voids volume up to densities close to that of α-quartz. Despite the absence of translational periodicity, the glassy structure is characterized by the presence of some degree of order on the short (SRO) and medium ranges (MRO) [1]. SRO is associated with well-defined first neighbors arrangements, which can be characterized in terms of bond lengths and bond angle distributions. The basic structural units composing the network of covalent glasses are coordination polyhedra packed in a nonrandom way to form a second level of organization, which typically extends over a length of a few interatomic distances [2,3]. The presence of MRO is revealed by the appearance of a first sharp diffraction peak (FSDP) in the static structure factor SðQÞ. The FSDP has been observed in a wide range of glasses, supercooled liquids, and even in melts at high temperature, displaying a universal dependence on temperature and pressure [4]. This suggests a common structural origin, associated to the atomic arrangement at the nanometer scale. Several interpretation schemes have been proposed to explain this feature. The layered structure of many glass-forming chalcogenide glasses has suggested the identification of the FSDP with a Bragg-like peak originated by pseudocrystalline arrangements [5]. On the other hand, the FSDP has been connected to the occurrence of characteristic low density regions [6,7]. These void structures are surrounded by chemically ordered clusters leading to correlation distances typical of the MRO [4]. Thus, the FSDP arises from a prepeak in the concentration-concentration structure factor in the Bhatia-Thornton formalism [8].The importance of the nanoscale structure in the glass transition phenomenology has been pointed out in recent numerical works highlighting some connection between heterogeneous dynamics [9] and the structural order [10,11]. The nanometer length scale is also relevant in the glassy state below the glass transition temperature, where it marks the transition from a macroscopic elastic regime to a microscopic one where the dynamics of the glass and that of the corresponding density polycrystal become very similar [12]. However, the knowledge of the real-space arrangement at the MRO scale is still elusive and practically accessible only in computer simulations. In fact, Fourier transform of the SðQÞ only prod...