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Smooth ways to the theoretical computation and experimental decision of NMR defensive tensors are defined in twenty-nine papers in line with lectures provided on the NATO ARW. the entire preferred computational tools are reviewed and up to date development is defined of their software to chemical, biochemical, geochemical and fabrics technological know-how difficulties.

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Duke Engineering & Services (DE&S) will provide the motor current and vibration data to the ORNL team. DE&S collects and analyzes thousands of data points on a monthly basis using the latest available condition monitoring hardware and software across several industries. DE&S owns industry standard instrumentation including CSI, SKF, Bently Nevada and various laboratory type analyzers. 9.

S. Department of Energy’s Nuclear Energy Research Initiative, and the Office of Basic Energy Sciences. The Oak Ridge National Laboratory is managed for the United States Department of Energy by UT–Battelle, LLC, under Contract No. DEAC05-00OR22725. 20 Fig. 1. Phase-space plots for the Lorenz system: (left) 1,000 points from the (x, y, z) coordinate sequence, as obtained from the integration Eq. 19) for r = 45, a =10, and b = 8/3; and (right) phasespace reconstruction for the same parameters as (left) but using three different time-delayed elements of the y-coordinate only to form the three-dimensional vector sequence (yi , yi+λ , yi+2 λ) for a time lag, λ = 3.

Phys. 65 (1991) 579-616. J. C. Schouten, F. Takens, and C. M. van den Bleek, “Maximum likelihood estimation of the entropy of an attractor,” Phys. Rev. E 49 (1994) 126-129. J. C. Schouten, F. Takens, and C. M. van den Bleek, “Estimation of the dimension of a noisy attractor,” Phys. Rev. E 50 (1994a) 1851-1861. A. T. Schreiber, “Detecting and analyzing nonstationarity in a time series using nonlinear cross predictions,” Phys. Rev. Lett. 78 (1997) 843-46. A. T. Schreiber, “Interdisciplinary application of nonlinear time series methods,” Phys.

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