Zabuha A. Analytical and Numerical Modelling of Dynamics of Material Systems with Frictional Impact Interaction

Українська версія

Thesis for the degree of Candidate of Sciences (CSc)

State registration number

0418U000193

Thesis Registration Form

0418U000193.pdf

Applicant for

Specialization

  • 01.02.01 - Теоретична механіка

20-02-2018

Specialized Academic Board

Д 26.166.01

S.P.Timoshenko Institute of Mechanics

Essay

The thesis is dedicated to analytical and numerical methods of solution of dynamics equations of mechanical-mathematical models of systems with frictional impact. It is proved that in case of perfectly inelastic impact of rough rigid bodies in planar motion results of modeling are the same for Kane-Levinson-Whittaker’s, Routh’s, and Stronge’s models. It was suggested based on Runge-Kutta method computational scheme that is effective for numerical analysis of dynamics of systems with Coulomb friction. Developed and investigated by using obtained methods dynamics equations of mechanical-mathematical models of punching-press cold rolling mill and rolling mill’s roller.

Read more

Files

autoreferat--aref.doc

dis.doc

dis.doc

Similar theses

0521U101804

Konstantinov Oleksandr V.

Nonlinear problems of dynamics and control of structures with fluid in the mode of forced oscillations and parametric interaction

0421U101334

Vasylieva Iryna Gennadiivna

Motion stabilization of mechanical control systems with random influence in critical cases

0419U001699

Nefedov Oleksandr O.

Theoretical analysis of pendulum suspension for improvement of seismic and vibration stability of reservoir with liquid.

0519U001054

Khoroshun Anatoliy Serhiyovych

The Lyapunov functions method in problems of stability control and stabilization of uncertain multiple time scale mechanical systems

0419U000385

Raynovskyy Ihor A.

An asymptotic modal Narimanov-Moiseev theory of the damped steady-state sloshing in an upright cylindrical tank