Dynamic Analysis of Systems with a Finite Number of Degrees of Freedom Considering Different Types of Physical Nonlinearity
Dynamic Analysis of Systems with a Finite Number of Degrees of Freedom Considering Different Types of Physical Nonlinearity

Dynamic Analysis of Systems with a Finite Number of Degrees of Freedom Considering Different Types of Physical Nonlinearity

Authors:  

Чернов Ю.Т. Chernov Yu.T.
Doctor of Technical Science, Professor. Moscow State University of Civil Engineering (MGSU) National Research University, Moscow, Russian Federation


Rubric:     Theoretical and experimental studies   
Annotation:
Some computational methods for nonlinear systems with a finite number of degrees of freedom are considered. These methods are mainly applied to the analysis of systems with broken-line characteristics and lock-out braces. Two computational problems are considered: the vibration isolated system with a nonlinear characteristic and the system with a lock-out brace. Solutions of these problems are obtained by the method based on solution of integral equations close to the motion equations. 

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