From figures 3-4 we can see that gas temperature of gas hea is tely defined contributed into discharge tube During the working of,me por laser we need PO temperature between center pa tube increase tinder incl-eaw of Calculation spatially dependence checking for gas heating in&dly.discharge tube because increasing above optimal;valqe (for these conditioiis) brings to increasing stray population of lower metastable level. This is bringing to reducing frequen-, cy and energy parameters ofsuch lasers.1.M.J.,Brner B.E. Large-borecopperIn this work gas temperature fitting inwardly laser vapor inetics and scaling issues. -1. Apll. tube and its'values for discharge tube of different di-Phys. 54(6), June 1983. -pp. 2970-2982. ameter .is study. 2. Soldatov AN., Solomonov VI. Gas-Discharge Equation for calculation of spatially distribution R Lasers at Self-Limited Transitions in Metal Vapors. -gas tempehture in discharge tube (for cylindrical ge-Novosibirsk: Natike, 1985. -l5Op. (in Russian) ometry) can be written as: 3. Boichenko AM., Evtushenko G.S., Yakovleiiko S.I., Zhdaneev 0.V The influence of the initial density ofmetastable states and electron density 011 the pulse repetition rate in a copper vapor laser. -Laser Phys. -Vol.' 1 I , N a 5. -2001. -pp. 580-588. REFERENCES , . , The form of this equation solution we found can VI.VTg=-P(t), .~ be written as:The average gas temperature can be found by averaging TJc f ) overthe discharge tube radius. I n the re-