Search Results - "Slipchuk, Andrii"

Simulation of a Power Skiving Gear Cutting Process by Hrytsay, Ihor, Stupnytskyy, Vadym, Slipchuk, Andrii

“…The results of the computer simulation of the cutting process of gears by the power skiving method are presented. Following the kinematics of the process, a…”
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Justification of the Choice of Parameters for the Gear Power Skiving Operation Based on Computer Simulation by Hrytsay, Ihor, Slipchuk, Andrii, Bosansky, Miroslav

“…The paper presents the results of modelling and investigation of the gear cutting process using the power skiving method. The investigations are based on the…”
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Asymptotic Study of Longitudinal Velocity Influence and Nonlinear Elastic Characteristics of the Oscillating Moving Beam by Slipchuk, Andrii, Pukach, Petro, Vovk, Myroslava

“…Mathematical models of the nonlinear transversal oscillations for a beam moving along its axis have been studied. These models deal with the nonlinearity of…”
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Study of non-stationary cutting processes in power skiving by Ihor Hrytsai, Andrii Slipchuk

“…The paper presents the results of the modelling and study of the cutting process in the cut-in phase during the machining of external gears by the power…”
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Features of using the over-skiving method for multi-pass cutting of external gears by Hrytsai, Ihor, Slipchuk, Andrii

“…Problem. There is a problem of determining the working parameters, including axial feed and cutting speed, as well as the helix angle of the teeth of the disc…”
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Дослідження впливу силових чинників на структуру технологічної операції зуботочіння by Ihor Hrytsai, Andrii Slipchuk

“…Проблематика. В технології Power skiving існує проблема призначення робочих параметрів, до яких належать осьова подача та швидкість різання, а також кут нахилу…”
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Asymptotic Approaches to Study the Mathematical Models of Nonlinear Oscillations of Movable 1D Bodies by Pukach, Petro, Beregova, Halyna, Slipchuk, Andrii, Pukach, Yulia, Hlynskyi, Yaroslav

“…The mathematical models of oscillatory systems for describing nonlinear oscillation of the free elastic one-dimensional bodies have been formulated and…”
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Asymptotic Method for Studying Mathematical Models of Resonant and Nonresonant Nonlinear Vibrations for Some 1D Moving Bodies by Pukach, Petro, Slipchuk, Andrii, Auzinger, Winfried, Stolyarchuk, Roksolyana, Pukach, Yulia, Kunynets, Andrii, Pabyrivska, Nelya

“…The mathematical model of nonlinear oscillations of an elastic moving one - dimensional body is investigated. The method of research of the specified model in…”
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