Add to ORKGIn this paper the solution of two-mass symmetric dynamical system with singular stiffnes matrix via the state space formulation is given. The coefficient matrix is non-diagonalizable. The terminology problems concerning eigenvectors and latent vectors are discussed, too. Finally the resolvent of this symmetric system was expressed in symmetric form
The purpose of this paper is to study static symmetries in linear time-invariant differential dynami...
This paper presents a technique for simultaneous block diagonalization of linear systems having the ...
For a vibrating dissipative system with hysteresis loop, complex (dynamic) stiffness is widely used....
In this paper the formulae for regular stiffness matrix and matrix of viscous damping and for comple...
In this paper the formulae for regular stiffness matrix and matrix of viscous damping and for comple...
It was demonstrated in earlier work that a nondefective, linear dynamical system with an invertible ...
Abstract: In this paper, the symmetry of steady-state solutions in non-smooth dynamical systems with...
The paper investigates symmetric periodic motions (SPM) of reversible mechanical systems. A solutio...
In this paper the linearized equations of motion in multibody dynamics are derived. Explicit express...
Abstract. The purpose of this paper is to study static symmetries in linear time-invariant dif-feren...
This paper is concerned with symmetrization and diagonalization of real matrices and their implicati...
The generalized eigenproblem of a linear gyroscopic system with a non-positive definitive stiffness ...
An approach is developed based on polynomial matrix theory for formulating the equations of motion a...
In this thesis the state-space formulation is used for the analysis of structural dynam-ics. This fo...
The concept of symmetry for passive, one-dimensional dynamical systems is well understood in terms o...
The purpose of this paper is to study static symmetries in linear time-invariant differential dynami...
This paper presents a technique for simultaneous block diagonalization of linear systems having the ...
For a vibrating dissipative system with hysteresis loop, complex (dynamic) stiffness is widely used....
In this paper the formulae for regular stiffness matrix and matrix of viscous damping and for comple...
In this paper the formulae for regular stiffness matrix and matrix of viscous damping and for comple...
It was demonstrated in earlier work that a nondefective, linear dynamical system with an invertible ...
Abstract: In this paper, the symmetry of steady-state solutions in non-smooth dynamical systems with...
The paper investigates symmetric periodic motions (SPM) of reversible mechanical systems. A solutio...
In this paper the linearized equations of motion in multibody dynamics are derived. Explicit express...
Abstract. The purpose of this paper is to study static symmetries in linear time-invariant dif-feren...
This paper is concerned with symmetrization and diagonalization of real matrices and their implicati...
The generalized eigenproblem of a linear gyroscopic system with a non-positive definitive stiffness ...
An approach is developed based on polynomial matrix theory for formulating the equations of motion a...
In this thesis the state-space formulation is used for the analysis of structural dynam-ics. This fo...
The concept of symmetry for passive, one-dimensional dynamical systems is well understood in terms o...
The purpose of this paper is to study static symmetries in linear time-invariant differential dynami...
This paper presents a technique for simultaneous block diagonalization of linear systems having the ...
For a vibrating dissipative system with hysteresis loop, complex (dynamic) stiffness is widely used....