We present a theoretical study of the dissipative component of the force acting on a highly charged ion moving in front of a solid surface at large distances. The friction force (stopping power) of the surface is analyzed employing both the specular-reflection model and time-dependent density functional theory (TDDFT). Contributions from particle-hole and plasmon excitations are discussed. A simple method to include the correction due to the finite width of the plasmon resonance at large wavelength into the TDDFT description of the stopping power is suggested. We present applications to the energy loss of charged particles undergoing distant collisions at grazing incidence angles with the internal surface of the microcapillary. Our results indicate that the correlation between the angular distribution and the energy loss of transmitted ions can be used to probe the dielectric properties of the capillary material at large distances.
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