In pouring steel from ladles, successful use has recently been made of sliding gate valves in which the crucial elements are refractory slabs [i]o These slabs operate in stringent conditions, and therefore severe technical requirements are imposed on them (TU [2]~ The present quality control of these slabs, which involves testing two specimens from each batch of 400 sets for mechanical strength and open porosity, is inadequate for reliable estimation of the production of crucial components.It is necessary to check each slab separately, as each set has to permit stable pouring of 130-700 tons of steel.In this article we describe the results of investigations on nondestructive quality control of composite (MSP-95) and biceramic (MPB-95) magnesite (peric!ase) slabs .For nondestructive testing of the mechanical properties (open porosity, apparent density, and compressive strength) of refractory artifacts made of dielectric materials, at the All-Union Institute of Refractories (VIO) we have developed a radio-wave phase (uhf) method [3-5] based on measurement of the velocity of transmission of radio waves through the test articles.The method is contactless and permits local monitoring, i.e., measurement of the properties in a limited zone determined by the area of the beam (ray) of electromagnetic radiation.The velocity of transmission of radio waves is measured by means of the phase change of the wave passing through the article relative to that for passage along the same path in air.When radio waves pass through an infinite dielectric medium with low loss (in which the dielectric loss angle tangent is tan ~ < 10-2), the relation between B and the dielectric constant of the medium [6, p. 44] is as follows: 2=where % is the wavelength in free space, in centimeters; c, relative dielectric constant; and d, geometrical path length of the wave in the dielectric medium, in centimeters.We can approximately assume that the radio waves pass through a layer in the articles. Consequently, the relation between B, e, and ~ will take the formwhere r = --4~d ;and ~m is the measured phase lead [7].Since the dimensions of the monitored articles can vary, as the parameter (to be measured by the nondestructive method) by which the properties of an article is to be judged (on the basis of a calibration graph) we choose the corrected phase lead,