Tolerance Analysis of Electronic Circuits Using MATLAB
Written for the practicing electronics professional, Tolerance Analysis of Electronic Circuits Using MATLAB offers a comprehensive, step-by-step treatment of methods used to perform analyses essential to the design process of circuit cards and systems of cards, including:
  • worst-case analysis,
  • limits for production testing,
  • component stress analysis,
  • determining if a design meets specification limits, and
  • manufacturing yield analysis
    Using a practical approach that allows engineers and technicians to put the techniques directly into practice, the author presents the mathematical procedures used to determine performance limits. The topics and techniques discussed include extreme value and root-sum-square analysis using symmetric and asymmetric tolerance, Monte Carlo analysis using normal and uniform distributions, sensitivity formulas, tolerance analyses of opamp offsets, and anomalies of high-Q ac circuits.
  • 1129013485
    Tolerance Analysis of Electronic Circuits Using MATLAB
    Written for the practicing electronics professional, Tolerance Analysis of Electronic Circuits Using MATLAB offers a comprehensive, step-by-step treatment of methods used to perform analyses essential to the design process of circuit cards and systems of cards, including:
  • worst-case analysis,
  • limits for production testing,
  • component stress analysis,
  • determining if a design meets specification limits, and
  • manufacturing yield analysis
    Using a practical approach that allows engineers and technicians to put the techniques directly into practice, the author presents the mathematical procedures used to determine performance limits. The topics and techniques discussed include extreme value and root-sum-square analysis using symmetric and asymmetric tolerance, Monte Carlo analysis using normal and uniform distributions, sensitivity formulas, tolerance analyses of opamp offsets, and anomalies of high-Q ac circuits.
  • 250.0 In Stock
    Tolerance Analysis of Electronic Circuits Using MATLAB

    Tolerance Analysis of Electronic Circuits Using MATLAB

    by Robert Boyd
    Tolerance Analysis of Electronic Circuits Using MATLAB

    Tolerance Analysis of Electronic Circuits Using MATLAB

    by Robert Boyd

    Hardcover

    $250.00 
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    Overview

    Written for the practicing electronics professional, Tolerance Analysis of Electronic Circuits Using MATLAB offers a comprehensive, step-by-step treatment of methods used to perform analyses essential to the design process of circuit cards and systems of cards, including:
  • worst-case analysis,
  • limits for production testing,
  • component stress analysis,
  • determining if a design meets specification limits, and
  • manufacturing yield analysis
    Using a practical approach that allows engineers and technicians to put the techniques directly into practice, the author presents the mathematical procedures used to determine performance limits. The topics and techniques discussed include extreme value and root-sum-square analysis using symmetric and asymmetric tolerance, Monte Carlo analysis using normal and uniform distributions, sensitivity formulas, tolerance analyses of opamp offsets, and anomalies of high-Q ac circuits.

  • Product Details

    ISBN-13: 9781138422476
    Publisher: Taylor & Francis
    Publication date: 06/28/2018
    Pages: 160
    Product dimensions: 5.06(w) x 7.81(h) x (d)

    About the Author

    Robert R. Boyd was a technical instructor in the United States Air Force for 19 years. Upon his retirement from the Air Force in 1971, he enrolled at the University of New Mexico and obtained a BSEE degree with honors in 1974. Mr. Boyd was employed in the aerospace industry in anlog circuit design until 1996. He is presently a consultant in analog circuit design and analysis and teaches a course in the tolerance analysis of electronic circuits at the University of California Extension (Irvine, CA).

    Table of Contents

    PART I Root-Sum-Square and Extreme Valuue Analysis, PART 2 Monte Carlo Analysis, Index, References.
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