“…Let be the angular position of the rotor denoted by . Then the external force expressing the influence of rotor eccentricity in (10) can be expressed as…”
Section: Static Bearing Load and Deformation Calculation Proceduresmentioning
confidence: 99%
“…Using these two bearing matrices, a global bearing matrix R , can be assembled in such a way that the matrices and are placed at positions corresponding to generalized coordinates of nodes 3 and 6 defined by vectors and . The complex mathematical model of dynamic behavior of the rotor can be then expressed as , (10) where is damping matrix of shaft structure and it can be determined as . Similarly, the bearing damping matrix is supposed to be proportional to bearing stiffness matrix .…”
Section: A Mathematical Model Of Rotor-bearing Structurementioning
confidence: 99%
“…The findings are concluded in the second part. The mechanical model is based on the methodology presented in [10] and is further improved to determine the bearing coupling stiffness more precisely.…”
To ensure reliable drive with an induction machine requires deep insight in electro-mechanical dynamics during its operation. The flexible multibody modeling technique enables the simulation of dynamic loads on all drive components. This paper focuses on complex modeling of machine's behavior in case of eccentrically placed rotor. The life time of machine's bearing becomes very important issue of machine's maintenance and reliability and is markedly influenced by any unbalanced forces acting on the rotor. The rotor eccentricity is one of the most significant aspects making machine's bearing loaded by strong unbalanced magnetic pull. Only the complex flexible model of the rotor considering all unbalanced rotor forces can provide us the very detailed information about the bearing load. The methodology of determination of such loading is applied to the 11 kW squirrel-cage induction machine.
“…Let be the angular position of the rotor denoted by . Then the external force expressing the influence of rotor eccentricity in (10) can be expressed as…”
Section: Static Bearing Load and Deformation Calculation Proceduresmentioning
confidence: 99%
“…Using these two bearing matrices, a global bearing matrix R , can be assembled in such a way that the matrices and are placed at positions corresponding to generalized coordinates of nodes 3 and 6 defined by vectors and . The complex mathematical model of dynamic behavior of the rotor can be then expressed as , (10) where is damping matrix of shaft structure and it can be determined as . Similarly, the bearing damping matrix is supposed to be proportional to bearing stiffness matrix .…”
Section: A Mathematical Model Of Rotor-bearing Structurementioning
confidence: 99%
“…The findings are concluded in the second part. The mechanical model is based on the methodology presented in [10] and is further improved to determine the bearing coupling stiffness more precisely.…”
To ensure reliable drive with an induction machine requires deep insight in electro-mechanical dynamics during its operation. The flexible multibody modeling technique enables the simulation of dynamic loads on all drive components. This paper focuses on complex modeling of machine's behavior in case of eccentrically placed rotor. The life time of machine's bearing becomes very important issue of machine's maintenance and reliability and is markedly influenced by any unbalanced forces acting on the rotor. The rotor eccentricity is one of the most significant aspects making machine's bearing loaded by strong unbalanced magnetic pull. Only the complex flexible model of the rotor considering all unbalanced rotor forces can provide us the very detailed information about the bearing load. The methodology of determination of such loading is applied to the 11 kW squirrel-cage induction machine.
“…Their amplitudes are therefore inversely proportional to their order and have relatively strong influence even in case of high considered harmonic order. According to (5), all magnitudes of orders cQ1 + 1 subtract from their respective slot harmonics no matter how the winding is chorded. The same rule holds for orders cQ1 -1, but they add to the respective slot harmonics.…”
Section: A Straight Bars Rotormentioning
confidence: 99%
“…These features strongly predefine the spectrum of the air gap magnetic flux density [1]- [4]. It includes many harmonic components (space harmonics) producing parasitic torques, additional losses and acoustic noise even under common operational states [5]- [10]. Reduction of the high frequency components of the spectrum is therefore an important issue that must be considered prior to designing the machine.…”
The article compares the flux density spectrum in air gap of squirrel-cage induction machine with different rotor geometries. The skewed squirrel cage with an intermediate ring and ordinary skewed squirrel cage are compared to the straight bars rotor using the finite element method. The novelty lies in a deep investigation in issues relating to rotor cage with an intermediate ring.
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.