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NASA Scientific and Technical Aerospace Reports

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Fault Diagnosis of Piecewise-Linear Circuits; Variable Step Size Methods for the LMS Adaptive Algorithm; Implementation<br />

of the Optimum Block Adaptive Algorithm in the Frequency Domain; <strong>and</strong> The LMS Algorithm Applied to High Speed<br />

Adaptive Digital Signal Processing.<br />

Derived from text<br />

Analog Circuits; Integrated Circuits; Man Machine Systems; Signal Processing; Real Time Operation; Pipelining<br />

(Computers); Parallel Processing (Computers); Neural Nets<br />

20060002105 Nebraska Univ., Lincoln, NE, USA<br />

Active RC-Building Blocks for MOSFET-C Integrated Filters<br />

Smith, Shirley; Liu, F.; Ismail, Mohammed; 1987 IEEE International Symposium on Circuits <strong>and</strong> Systems, Volume 2; 1987,<br />

pp. 342-346; In English; See also 20060002103<br />

Contract(s)/Grant(s): NSF ENG-84-51103; SRC-85-11-066; Copyright; Avail.: Other Sources<br />

First <strong>and</strong> second order building blocks For MOSFET-C implementation are presented. The new topologies do not require<br />

fully balanced signals for nonlinearity cancellation. The effects of the op-amp Finite gain b<strong>and</strong>width, time constant mismatch<br />

<strong>and</strong> power supply rejection are studied. Comparisons with respect to the nonideal effects are made <strong>and</strong> the design trade-offs<br />

are investigated.<br />

Author<br />

Field Effect Transistors; B<strong>and</strong>width; Time Constant; Nonlinear Filters<br />

20060002107 Cornell Univ., NY, USA<br />

Stability Boundaries of Nonlinear Systems<br />

Chiang, Hsiao-Dong; Wu, Felix, F.; Varaiya, Pravin; 1987 IEEE International Symposium on Circuits <strong>and</strong> Systems, Volume<br />

2; 1987, pp. 410-413; In English; See also 20060002103<br />

Contract(s)/Grant(s): DE-AC01-84-CE76257; Copyright; Avail.: Other Sources<br />

A complete characterization of the stability boundaries for a class of nonlinear autonomous dynamic systems is presented.<br />

The stability boundary of a stable equilibrium point is shown to consist of the stable manifolds of all the equilibrium points<br />

on the stability boundary. Necessary <strong>and</strong> sufficient conditions are derived to determine whether a given equilibrium point is<br />

on the stability boundary. Applications of the results are discussed.<br />

Author<br />

Nonlinear Systems; Stability; Eigenvalues; Boundaries<br />

20060002108 West Virginia Univ., Morgantown, WV, USA<br />

Implementation of the Optimum Block Adaptive Algorithm in the Frequency Domain<br />

Spania, Andreas S.; Mikhael, Wasfy B.; 1987 IEEE International Symposium on Circuits <strong>and</strong> Systems, Volume 2; 1987,<br />

pp. 426-429; In English; See also 20060002103<br />

Contract(s)/Grant(s): N00014-85-K-2003; Copyright; Avail.: Other Sources<br />

In this paper a time-varying convergence factor mu is proposed for the Frequency-Domain LMS Adaptive Algorithm,<br />

which results in a new algorithm, namely the Frequency-Domain Optimum Block Algorithm (FOBA). The FOBA is actually<br />

the frequency-domain implementation of the recently proposed time-domain Optimum Block Algorithm (OBA). This<br />

implementation results in computational savings in comparison with the OBA <strong>and</strong> performance enhancement relative to the<br />

Frequency-Domain LMS Algorithm.<br />

Author<br />

Algorithms; Frequency Domain Analysis; Convergence<br />

20060002109 NEC Corp., Japan<br />

Constraints Analysis for Oversampling A-to-D Converter Structures on VLSI Implementation<br />

Yukawa, Akira; 1987 IEEE International Symposium on Circuits <strong>and</strong> Systems, Volume 2; 1987, pp. 467-472; In English; See<br />

also 20060002103; Copyright; Avail.: Other Sources<br />

Requirements, applied to analog components <strong>and</strong> characteristics for oversampling A-to-D converter structures with<br />

second order loop transfer function were analyzed through numerical <strong>and</strong> mathematical analyses. The results suggest that a<br />

first order predictive encoder, with first order noise shaping, is best suited to high resolution future VLSI implementation. It<br />

is most difficult to achieve a theoretical second order Delta-Sigma modulation signal-to-noise ratio, because of the amplifier<br />

performance requirements. The operational amplifier performance requirements. The operational amplifier gain should only<br />

64

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