Search Results - "Epureanu, B.I."

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  1. 1

    Development of a 20 kW wind turbine simulator with similarities to a 3 MW wind turbine by Oh, Ki-Yong, Lee, Jae-Kyung, Bang, Hyung-Joon, Park, Joon-Young, Lee, Jun-Shin, Epureanu, B.I.

    Published in Renewable energy (01-02-2014)
    “…As the use of wind power has steadily increased, the importance of a condition monitoring and fault diagnosis system is being emphasized to maximize the…”
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    Journal Article
  2. 2

    Reduction and coupling of substructures via Gram–Schmidt Interface modes by Battiato, G., Firrone, C.M., Berruti, T.M., Epureanu, B.I.

    “…The paper presents a novel reduction method in the class of component mode synthesis techniques. The method is here called Gram–Schmidt Interface (GSI), since…”
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  3. 3

    A component damping identification method for mistuned blisks by Holland, D.E., Epureanu, B.I.

    Published in Mechanical systems and signal processing (01-12-2013)
    “…Different components of a structure can have different damping characteristics, and that affects the dynamic response of the overall system. Herein, we assume…”
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  4. 4

    Measurement point selection and modal damping identification for bladed disks by Holland, D.E., Rodgers, J.R., Epureanu, B.I.

    Published in Mechanical systems and signal processing (01-11-2012)
    “…A novel measurement point selection (MPS) technique for bladed disks and integrally bladed disks (blisks) is presented and applied to a new modal damping…”
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    Journal Article
  5. 5

    Three-dimensional dynamics of long pipes towed underwater. Part 1: The equations of motion by Kheiri, M., Païdoussis, M.P., Amabili, M., Epureanu, B.I.

    Published in Ocean engineering (15-05-2013)
    “…This paper is the first in a two-part study of the dynamics of long pipes towed underwater. In this part, Part 1, the three-dimensional equations of motion are…”
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  6. 6

    Three-dimensional dynamics of long pipes towed underwater. Part 2 Linear dynamics by Kheiri, M., Païdoussis, M.P., Amabili, M., Epureanu, B.I.

    Published in Ocean engineering (15-05-2013)
    “…In this paper, a method of solution based on a finite difference scheme is developed, via which the partial differential equations of motion and boundary…”
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    Journal Article
  7. 7

    A parametric analysis of reduced order models of viscous flows in turbomachinery by Epureanu, B.I.

    Published in Journal of fluids and structures (01-06-2003)
    “…The unsteady flow created by a cascade of oscillating airfoils is investigated. A frequency-domain model is constructed and the proper orthogonal decomposition…”
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  8. 8

    Convergence predictions for aeroelastic calculations of tuned and mistuned bladed disks by He, Z., Epureanu, B.I., Pierre, C.

    Published in Journal of fluids and structures (01-07-2008)
    “…Mistuning changes the dynamics of bladed disks significantly. Frequency domain methods for predicting the dynamics of mistuned bladed disks are typically based…”
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  9. 9

    REDUCED-ORDER MODELS OF UNSTEADY VISCOUS FLOWS IN TURBOMACHINERY USING VISCOUS–INVISCID COUPLING by EPUREANU, B.I., HALL, K.C., DOWELL, E.H.

    Published in Journal of fluids and structures (01-02-2001)
    “…The proper orthogonal decomposition technique is applied in the frequency domain to obtain a reduced-order model of the flow in a turbomachinery cascade. The…”
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    Journal Article
  10. 10

    Enhanced nonlinear dynamics and monitoring bifurcation morphing for the identification of parameter variations by Yin, S.-H., Epureanu, B.I.

    Published in Journal of fluids and structures (01-12-2005)
    “…This paper proposes a novel vibration-based damage detection approach. The proposed technique is to actively change the stability of a fixed point (equilibrium…”
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  11. 11
  12. 12

    REDUCED-ORDER MODELS OF UNSTEADY TRANSONIC VISCOUS FLOWS IN TURBOMACHINERY by EPUREANU, B.I., DOWELL, E.H., HALL, K.C.

    Published in Journal of fluids and structures (01-11-2000)
    “…The proper orthogonal decomposition (POD) technique is applied in the frequency domain to obtain a reduced-order model of the unsteady flow in a transonic…”
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  13. 13