National Repository of Grey Literature 24 records found  beginprevious15 - 24  jump to record: Search took 0.01 seconds. 
Smoothing identification of systems with small non-linearities from complex transfer function
Kozánek, Jan
This paper deals with the simplified mathematical model of the transfer function of the system with small non-linearities. The iterative smoothing identification method of this system from measured complex transfer function is proposed. The associated near dynamic system is nonconservative, generally non auto-adjoint and non-commutative (with complex eigenvectors) but with simple eigenvalues.
Smoothing identification of systems with small non-linearities from amplitude response characteristic
Kozánek, Jan
This paper deals with the iterative smoothing of the amplitude response characteristic of a nonconservative (but auto-adjoint and commutative) vibrating system with small non-linearities (without jumping). The aim is to determine the complex eigenvalu with cubic stiffness behaviour and real modal coefficients in situation when no phase difference between output and input is known.
Dynamics of permanent magnetic bearing
Půst, Ladislav
The basic analysis of radial bearings properties including nonlinear characteristics are presented. The mathematical models of vertical and horizontal rotors supported by permanent magnetic bearings are derived. Splitting of resonance's due to the rotor weight and existence higher harmonics are mentioned as well.
Influence of two strong nonlinearities on the dynamics of controlled system
Půst, Ladislav
Simple mathematical model of active magneting bearing containing hardening nonlinearity in mechanical and softening one in electrical control subsystem is studied by analytical and simulation methods.Several examples are presented.
Permanent and active magnetic bearings
Kozánek, Jan ; Stolařík, M. ; Šafr, M.
In this paper, the design of a permanent contactless radial bearings was studied. The motor will be used as dynamic stand for further research in the field of vibration and stability problems in rotor dynamics. Due to insufficient reliability of analytical calculation of permanent magnet forces, preliminary measurements on a simple device were performed. The results obtained were used for the dimensioning of the bearings to be designed.
Resolvent of lambda matrix and Lancaster´s example
Kozánek, Jan ; Scopel, D.
This paper completes the mathematical modeling of a general linear dynamic system described by the n ordinary differential equations of order m .
Permanent and active magnetic bearings
Kozánek, Jan ; Stolařík, M. ; Šafr, M.
In this paper, the design of a permanent contactless radial bearings was studied. The motor will be used as dynamic stand for further research in the field of vibration and stability problems in rotor dynamics. Due to insufficient reliability of analytical calculation of permanent magnet forces, preliminary measurements on a simple device were performed. The results obtained were used for the dimensioning of the bearings to be designed.
Rayleigh´s field in dynamics
Kozánek, Jan ; Scopel, D.
The method of analysis of the mathematical models of non-conservative and non-symmetric dynamic systems is presented. We seek a global insight into dynamic properties of the investigated system with help of the Rayleigh's Field of Values in complex plane.
Selected problems of nonlinear oscillations /Z 1293/00/
Půst, Ladislav
Report corresponds to the lectures presented in Tianjin and Tsinghua University, China. In 14 chapters were presented main works. done in IT ASCR in the last years in the field of nonlinear oscillations.

National Repository of Grey Literature : 24 records found   beginprevious15 - 24  jump to record:
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