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Browsing by Subject "Dynamics."

Browsing by Subject "Dynamics."

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  • Krcelic, Khristine (2012)
    Throughout the ages, mathematics has been evolving and creating new branches. In the middle to late twentieth century, a new branch formed: chaos. Chaos is the study of dynamical systems that vary greatly with respect to ...
  • Sodha, Chandrakant V. ([Youngstown, Ohio] : Youngstown State University, 1974., 1974)
    The purpose of this thesis is to determine a general closed-form solution of a discrete linear dynamic system having n degrees of freedom. The solution includes the effect of axial force as well as rigid body motion. This ...
  • Hanna, Victor L. ([Youngstown, Ohio] : Youngstown State University, 1974., 1974)
    Identification techniques which use quasilinearization as a basis are among the fastest converging, however, they often suffer from having a narrow region of convergence when applied to nonlinear systems. An identification ...
  • Parsons, Thomas Jack ([Youngstown, Ohio] : Youngstown State University, 1975., 1975)
    The purpose of the work describe in this thesis was to develop the mathematical solution to the forced vibration problem of multi-degree of freedom dynamical systems common to the field of structural dynamics. Closed-form ...

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