551.465.15 We present the results of development of the kinetic approach to the description of motion of suspended solid particles in the coastal zone. By using the probability distribution function of particles over the settling velocities, the corresponding distributions of terrigenous particles are constructed for broad ranges of their diameters. We propose a model of the vertical profile of mass concentration of suspensions based on the relationship between the parameters of the probability distribution and the characteristics of the velocity field of the surface waves in the shallow-water zone. The requirements to the composition of the "Donnaya Stantsiya" measurement system (following from theoretical concepts) are analyzed.In analyzing the grain-size composition of suspensions in the bulk of oceanic waters, the attention of the researchers is mainly given to the difficulties connected with large variations of the densities of particles of different diameters and possible mass flows through the spectrum caused by the complex mechanisms of interaction of various biogenic fractions [1,2]. In the coastal zone, where terrigenous suspensions are predominant, the solid particles have, for the most part, the same density. Under these conditions, the kinetics of the processes of suspension and sedimentation of particles is significantly simplified and it could be expected that the analyzed probability distribution functions fairly well describe the physical nature of the phenomenon and, hence, can be used as a convenient tool for the analysis of motion of suspensions under various hydrological conditions.The behavior of a system of discrete particles in a turbulent flow of fluid depends on the concentration of these particles and their relative sizes (as compared with the scale of turbulence). For low concentrations, the interaction between particles can be neglected and each particle can be regarded as a single object in the turbulent flow. As a rule, it is also supposed that the particles are small as compared with the smallest wavelength of the turbulent motion. Most likely, these approximations remain true for all depths in the coastal zone, except the lowest bottom layer whose thickness is equal to several centimeters [3].Even under these assumptions, the equations of motion of a solid particle in an inhomogeneous flow are quite complicated [4]. Therefore, the experimental estimates demonstrating the decrease in the mean settling velocity of particles in a pulsating fluid W T as compared with their settling velocity in immobile water W are of great importance [5].The lowered mean settling velocity of particles in the presence of turbulence W T is expressed via the velocity W as follows:where Q is a coefficient guaranteeing proper dimensionality (independent of W ), ε is a parameter characterizing the ratio of the mean-square value of inertial acceleration in the turbulent flow α to the acceleration g p of a particle with density ρ 0 falling in a fluid with density ρ,