Name | Modified | Size | Downloads / Week |
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Parent folder | |||
readme.md | 2018-09-24 | 999 Bytes | |
polyrem.m | 2018-09-09 | 1.3 kB | |
example_polyrem.m | 2018-09-09 | 410 Bytes | |
example_RHpoly.m | 2018-09-09 | 333 Bytes | |
RHpoly.m | 2018-09-09 | 1.1 kB | |
Totals: 5 Items | 4.2 kB | 0 |
DS Routh-Hurwitz
[EN] This folder contains files:
- polyrem.m
- example_polyrem.m
- RHpoly.m
- example_RHpoly.m
These files are used to compute coefficients of Routh-Hurwitz theorem. They support symbolic variables.
The Routh-Hurwitz theorem gives a test to determine whether all roots of a given polynomial lie in the left half-plane. It is very usefull in dinamical systems because if all roots meet this criterion, then the system is stable.
polyrem.m
[ rem_p ] = polyrem( p1, p2 )
This function computes the remainder of the division of two polynomials: p1 / p2
example_polyrem.m
Example of usage of function polyrem in a script.
RHpoly.m
This Class defines an object that encapsulates:
-
P = Polinomial input (It is an array of 3 or more elements)
-
C = Coefficients of Routh-Hurwitz theorem
example_RHpoly.m
Example of usage of class RHpoly in a script.