Dynamic systems with three variable parameters
dynamicsystemswi00cade.pdf (3.439Mb)Abstract
A study of Dynamic Systems with three variable parameters
is made by an initial scanning of the basic geometric
properties on the three dimensional space generated
by these parameters. From these geometric properties, a
Root-locus technique that simplifies greatly the amount of
work in analysis and design is developed. This technique
is extended to systems with k variable parameters.
Finally, singular lines in the parameter plane are treated
as a special case of the parameter space, and formulae are
derived for a fourth order system leaving the field open
for systems of higher order.
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