Adashevskay I. Geometrical modeling of fluctuations of iterative pendular mechanical systems

Українська версія

Thesis for the degree of Candidate of Sciences (CSc)

State registration number

0406U003635

Thesis Registration Form

0406U003635.pdf

Applicant for

Specialization

  • 05.01.01 - Прикладна геометрія, інженерна графіка

21-09-2006

Specialized Academic Board

Д26.056.06

Essay

The dissertation is devoted to the new decision of a problem of geometrical modeling and visualization in time of mutual position of parts during fluctuations of iterative pendular mechanical systems on the basis of the decision of system of equations Lagrange of the second sort, and to construction depending on entrance parameters of set of phase portraits of oscillatory systems with the purpose of revealing of features of these systems. It is necessary to carry a method of automatic definition of system of equations Lagrange to the main results for the description of process of fluctuations of iterative pendulum with application of mathematical processor Maple. The program of the decision of system of equations Lagrange of the second sort under the set entry conditions has been as a result made. On the basis of the found decisions the method of visualization of oscillatory process of versions of pendular oscillatory systems has been offered. The set of phase portraits of oscillatory systems of pendular type in the environment of package WinSet has been constructed

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