“…8,13 Since the radial plasma density profile in the capillary has primary importance for optical guiding, it was a subject of numerous studies. [6][7][8][9][10][11][12][13] Models of the gas-filled capillary discharge were based on the premise that the radial plasma temperature distribution ͑and therefore the plasma density distri-bution͒ inside the capillary is determined by the energy balance between the Ohmic heating and cooling due to electron heat conductivity. 13,14 In previous models, 13,14 it was assumed that all plasma species are in thermal equilibrium in the entire capillary cross section, so that near the capillary wall all temperatures are equal, i.e., T = T i = T e = T a , where T i is the ion temperature, T e is the electron temperature, and T a is the neutral particle temperature.…”