To Simplify Or Not To Simplify? Take Care When Using Math Tools For Circuit Analysis Focus: Occasionally when designing control systems we encounter situations where different
mathematical transfer function representations of the same system may produce dramatically
different results. For example, we obtain a control loop frequency response that can be
mathematically described by two formulas, one of which is a simplified version produced by math
analysis software, but the graphical interpretations of these functions are different. For
example, there is a big class of circuits called non-minimum-phase circuits, which have a
phase-frequency response that is not minimal for a corresponding amplitude response. Circuits
with the right-half-plane zero (RHPZ) belong to this class of circuits and in this article, the
author uses one of these circuits to highlight the pitfalls of using a math tool to analyze a
circuit transfer function.
What you’ll learn: - How to understand some pitfalls of using math software to analyze transfer functions
View the Source
Author & Publication: Gregory Mirsky, Continental Automotive Systems, Deer Park, Ill. , How2Power Today, Mar 21 2018
|
This article summary appears
in the HOW2POWER Design Guide.
The Design Guide offers
organized access to
hundreds of articles
on dozens of power conversion
and power management topics.
The Design Guide search results
include exclusive summaries
and accurate "how to" analysis
to help you make faster,
more informed decisions.
Search
for more
articles
|